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		<title>#1 Wide Band Tympanometry and Absorbance</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/audiology-in-brief-wbt"/>
		<published>2021-05-12T10:29:35+00:00</published>
		<updated>2021-05-12T10:29:35+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/audiology-in-brief-wbt</id>
		<author>
			<name>Dominika Kostecka</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Welcome to Interacoustics Australia’s first ‘Audiology in Brief’ series.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;We will be bringing you brief snippets of education on a range of Audiology topics. Easy to digest and quick to read, we hope these articles will entice you to learn more on the topics presented and expand your audiological knowledge.&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #7dc4a3; font-size: 14pt;&quot;&gt;&lt;strong&gt;Audiology in Brief #1 - Wide Band Tympanometry and Absorbance&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;You’ve known about Wide Band Tympanometry and Absorbance for a few years now. We even have some significant influencers researching it in Australia, so what’s it all about?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;We know Audiologists love a good acronym, so let’s break down the main two you hear when we discuss wideband.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;WBT – Wide Band Tympanometry           &lt;/strong&gt;and        &lt;strong&gt;WBA - Wide Band Absorbance&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The ‘wideband’ part of the name Wideband Tympanometry or Absorbance refers to the stimulus, which is a click i.e. a broadband sound.&lt;/p&gt;
&lt;p&gt;The tympanometry part is just that, a standard tympanometry test but using the wideband stimulus, giving us a tympanometry view from 226 to 8000Hz. Not just at 226Hz like traditional tympanometry results.&lt;/p&gt;
&lt;p&gt;The ‘absorbance’ part of the name refers to how effectively the energy from a click sound is transmitted through the middle ear system.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/WBT_left_ear_nobackground.png&quot; alt=&quot;&quot; width=&quot;382&quot; height=&quot;263&quot; /&gt; &lt;em&gt;&lt;strong&gt;In a bit more detail …&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Wide Band Absorbance (WBA) is measured on a scale from 0 to 1, where 0 is no incident sound energy absorbed, and 1 is all incident sound energy absorbed. &lt;/p&gt;
&lt;p&gt;WBA is a measure of the effectiveness of the middle ear (to absorb sound) as a function of frequency. It has been shown that measuring middle ear function across frequencies (instead of just at a single frequency, or a handful of frequencies as in traditional tympanometry) can give clinicians a greater understanding of how certain disease processes affect the middle ear&lt;sup&gt;1&lt;/sup&gt;.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/post-measurement-analysis.png&quot; alt=&quot;&quot; width=&quot;486&quot; height=&quot;261&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;If I were to purchase a WBT device, what will this technology do for my patients?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;In Paediatrics:&lt;/p&gt;
&lt;p&gt;Differentiate negative pressure tympanometry results and determine whether the middle ear is fluid or air filled - not just a Type B tymp anymore!&lt;/p&gt;
&lt;p&gt;Get results in restless and noisy kids with the wideband averaged tymp.&lt;/p&gt;
&lt;p&gt;Examine the middle ear performance even with perforations or grommets.&lt;/p&gt;
&lt;p&gt;How about in adults or difficult to test populations:&lt;/p&gt;
&lt;p&gt;All of the above is still relevant in adult populations, plus there is some great research coming out about how WBA can assist with Meniere’s diagnosis. You can contact us for a list of article links. Here’s one to get you started:&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Ishizu et al&lt;/em&gt; (2018) Diagnosis and following up of Ménière’s disease using multifrequency tympanometry—Cutoff values and temporal changes in measurements in &lt;em&gt;Auris Nasus Larynx;&lt;/em&gt; 45 (2018) 81–87.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://pubmed.ncbi.nlm.nih.gov/28602229/&quot;&gt;https://pubmed.ncbi.nlm.nih.gov/28602229/&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;So, what could this technology do for your business?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;As clinical pressures increase and recent times have shown, less face to face contact is desirable from a health perspective; we are increasingly seeing the desire for faster and more clinically significant objective testing results. The WBT and WBA testing measures on the Titan allow you to quickly and efficiently diagnose middle ear pathologies unlike you have been able to before.&lt;/p&gt;
&lt;p&gt;Showcasing your clinic’s advantages to your referral base is a big draw card for clinics utilising this technology. Adding to this, the increasing impressive evidence of the added Meniere’s diagnosis assistance, means we are looking forward to seeing greater specificity over traditional more invasive EcochG (Electrocochleography) tests for Meniere’s confirmation.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Keen to learn more? &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The Interacoustics Academy has an array of helpful resources for clinicians. Please use the links to navigate to their website. We suggest starting with one of their e-Learning courses on WBT: &lt;a href=&quot;https://www.interacoustics.com/academy/training/academy&quot;&gt;https://www.interacoustics.com/academy/training/academy&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;You can of course contact an Audiologist at Interacoustics Australia on 02 88991200 or &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt;. &lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;References:&lt;/p&gt;
&lt;p&gt;&lt;sup&gt;1&lt;/sup&gt; – Interacoustics Academy – Taken on 15/7/2021: https://www.interacoustics.com/academy/faq/tympanometry/what-exactly-is-wideband-absorbance.&lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Welcome to Interacoustics Australia’s first ‘Audiology in Brief’ series.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;We will be bringing you brief snippets of education on a range of Audiology topics. Easy to digest and quick to read, we hope these articles will entice you to learn more on the topics presented and expand your audiological knowledge.&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #7dc4a3; font-size: 14pt;&quot;&gt;&lt;strong&gt;Audiology in Brief #1 - Wide Band Tympanometry and Absorbance&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;You’ve known about Wide Band Tympanometry and Absorbance for a few years now. We even have some significant influencers researching it in Australia, so what’s it all about?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;We know Audiologists love a good acronym, so let’s break down the main two you hear when we discuss wideband.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;WBT – Wide Band Tympanometry           &lt;/strong&gt;and        &lt;strong&gt;WBA - Wide Band Absorbance&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The ‘wideband’ part of the name Wideband Tympanometry or Absorbance refers to the stimulus, which is a click i.e. a broadband sound.&lt;/p&gt;
&lt;p&gt;The tympanometry part is just that, a standard tympanometry test but using the wideband stimulus, giving us a tympanometry view from 226 to 8000Hz. Not just at 226Hz like traditional tympanometry results.&lt;/p&gt;
&lt;p&gt;The ‘absorbance’ part of the name refers to how effectively the energy from a click sound is transmitted through the middle ear system.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/WBT_left_ear_nobackground.png&quot; alt=&quot;&quot; width=&quot;382&quot; height=&quot;263&quot; /&gt; &lt;em&gt;&lt;strong&gt;In a bit more detail …&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Wide Band Absorbance (WBA) is measured on a scale from 0 to 1, where 0 is no incident sound energy absorbed, and 1 is all incident sound energy absorbed. &lt;/p&gt;
&lt;p&gt;WBA is a measure of the effectiveness of the middle ear (to absorb sound) as a function of frequency. It has been shown that measuring middle ear function across frequencies (instead of just at a single frequency, or a handful of frequencies as in traditional tympanometry) can give clinicians a greater understanding of how certain disease processes affect the middle ear&lt;sup&gt;1&lt;/sup&gt;.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/post-measurement-analysis.png&quot; alt=&quot;&quot; width=&quot;486&quot; height=&quot;261&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;If I were to purchase a WBT device, what will this technology do for my patients?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;In Paediatrics:&lt;/p&gt;
&lt;p&gt;Differentiate negative pressure tympanometry results and determine whether the middle ear is fluid or air filled - not just a Type B tymp anymore!&lt;/p&gt;
&lt;p&gt;Get results in restless and noisy kids with the wideband averaged tymp.&lt;/p&gt;
&lt;p&gt;Examine the middle ear performance even with perforations or grommets.&lt;/p&gt;
&lt;p&gt;How about in adults or difficult to test populations:&lt;/p&gt;
&lt;p&gt;All of the above is still relevant in adult populations, plus there is some great research coming out about how WBA can assist with Meniere’s diagnosis. You can contact us for a list of article links. Here’s one to get you started:&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Ishizu et al&lt;/em&gt; (2018) Diagnosis and following up of Ménière’s disease using multifrequency tympanometry—Cutoff values and temporal changes in measurements in &lt;em&gt;Auris Nasus Larynx;&lt;/em&gt; 45 (2018) 81–87.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://pubmed.ncbi.nlm.nih.gov/28602229/&quot;&gt;https://pubmed.ncbi.nlm.nih.gov/28602229/&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;So, what could this technology do for your business?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;As clinical pressures increase and recent times have shown, less face to face contact is desirable from a health perspective; we are increasingly seeing the desire for faster and more clinically significant objective testing results. The WBT and WBA testing measures on the Titan allow you to quickly and efficiently diagnose middle ear pathologies unlike you have been able to before.&lt;/p&gt;
&lt;p&gt;Showcasing your clinic’s advantages to your referral base is a big draw card for clinics utilising this technology. Adding to this, the increasing impressive evidence of the added Meniere’s diagnosis assistance, means we are looking forward to seeing greater specificity over traditional more invasive EcochG (Electrocochleography) tests for Meniere’s confirmation.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Keen to learn more? &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The Interacoustics Academy has an array of helpful resources for clinicians. Please use the links to navigate to their website. We suggest starting with one of their e-Learning courses on WBT: &lt;a href=&quot;https://www.interacoustics.com/academy/training/academy&quot;&gt;https://www.interacoustics.com/academy/training/academy&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;You can of course contact an Audiologist at Interacoustics Australia on 02 88991200 or &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt;. &lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;References:&lt;/p&gt;
&lt;p&gt;&lt;sup&gt;1&lt;/sup&gt; – Interacoustics Academy – Taken on 15/7/2021: https://www.interacoustics.com/academy/faq/tympanometry/what-exactly-is-wideband-absorbance.&lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>#2 Dynamic Visual Acuity (DVA)</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/audiology-in-brief-2"/>
		<published>2021-10-12T10:40:06+00:00</published>
		<updated>2021-10-12T10:40:06+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/audiology-in-brief-2</id>
		<author>
			<name>Dominika Kostecka</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt; &lt;span style=&quot;font-size: 14pt; color: #7dc4a3;&quot;&gt; Audiology in Brief #2 - Dynamic Visual Acuity (DVA)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture1_dva.png&quot; /&gt;                                  &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture2_dva.jpg&quot; width=&quot;297&quot; height=&quot;221&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why has your patient’s world gone blurry when they move their head?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How can you quantify this and monitor their rehabilitation?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Every day when we walk, run, and move our head, we want to maintain a clear picture of the world around us. What mechanism drives this?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #7dc4a3;&quot;&gt;Try this little experiment:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;First – hold your thumb up 30cm in front of you and keep it still. Now move your head quickly back and forth, looking at your thumb. How clear is it?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now – hold your thumb up again, and this time keep the head still and move the thumb back and forth very quickly. How clear is it?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In which situation is your thumb clearer? If your Vestibular Ocular Reflex (VOR) is working, it should be the first one.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The VOR’s primary function is to maintain visual acuity during movement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In a normal functioning person, with the head is at rest, the neural firings from both labyrinths are equal. This lets the brain know that your head is not moving.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;When the head moves to one side, neural firings increase to that side, and decrease on the opposite side. To keep the world from going blurry, the eyes move at the same speed as the head but in the opposite direction. This is controlled by the Vestibular Ocular reflex (VOR).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, what happens in the case of a vestibular lesion? Straight after a lesion, the neural firings on the lesion side decrease, therefore the person perceives as though their head is moving to the opposite side even when their head is still. The patient feels quite dizzy and can have spontaneous nystagmus. However, this only lasts a few days with the body compensating quickly when the head is still. The patient will start to feel better as long as they don’t move their head. Over time with more compensation the patient will also start to improve with their head moving, this is Dynamic compensation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt; So, how can you objectively assess the VOR system in response to head movement?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;To assess VOR, you need to assess the patient with their head still and compare to while in motion. Using a device which tracks head movement with an IMU sensor, the patient is asked to look at optotypes and judge which direction it is pointing. The size of the optotype is decreased until the patient can no longer make a correct choice. This test is done with the head still and then while the head is in motion (horizontal and vertical planes). The computer measures the smallest optotype the patient can correctly identify. This can be done as a baseline test and again during the rehab process.       &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;        &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture3_dva.png&quot; width=&quot;173&quot; height=&quot;165&quot; /&gt;                          &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture4_dva.png&quot; width=&quot;215&quot; height=&quot;166&quot; /&gt;                                           &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This information can be used to determine the level of vestibular compensation and to measure any improvements with rehabilitation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If you already have the Visual Eyes system, DVA can be added as an additional test.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Keen on vestibular testing but don’t have the gear?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why don’t you try a bed side measure first? You need very little equipment:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Snellen eye chart&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Metronome app on your smart device &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Have the patient sit in front of the eye chart with their head still and read the smallest line they can see (glasses can be worn, it is not an eye test). This is the baseline. Then moving their head at 2 cycles per second (2Hz), have them read the smallest line they can see (dynamic). In a normal patient, the difference between the baseline and dynamic visual acuity should be two lines or less. (In some patients with vestibular loss, it can be more than 6 lines).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Contact our Audiologists/Product consultants for more information.&lt;/span&gt;&lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt; &lt;span style=&quot;font-size: 14pt; color: #7dc4a3;&quot;&gt; Audiology in Brief #2 - Dynamic Visual Acuity (DVA)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture1_dva.png&quot; /&gt;                                  &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture2_dva.jpg&quot; width=&quot;297&quot; height=&quot;221&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why has your patient’s world gone blurry when they move their head?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How can you quantify this and monitor their rehabilitation?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Every day when we walk, run, and move our head, we want to maintain a clear picture of the world around us. What mechanism drives this?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #7dc4a3;&quot;&gt;Try this little experiment:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;First – hold your thumb up 30cm in front of you and keep it still. Now move your head quickly back and forth, looking at your thumb. How clear is it?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now – hold your thumb up again, and this time keep the head still and move the thumb back and forth very quickly. How clear is it?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In which situation is your thumb clearer? If your Vestibular Ocular Reflex (VOR) is working, it should be the first one.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The VOR’s primary function is to maintain visual acuity during movement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In a normal functioning person, with the head is at rest, the neural firings from both labyrinths are equal. This lets the brain know that your head is not moving.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;When the head moves to one side, neural firings increase to that side, and decrease on the opposite side. To keep the world from going blurry, the eyes move at the same speed as the head but in the opposite direction. This is controlled by the Vestibular Ocular reflex (VOR).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, what happens in the case of a vestibular lesion? Straight after a lesion, the neural firings on the lesion side decrease, therefore the person perceives as though their head is moving to the opposite side even when their head is still. The patient feels quite dizzy and can have spontaneous nystagmus. However, this only lasts a few days with the body compensating quickly when the head is still. The patient will start to feel better as long as they don’t move their head. Over time with more compensation the patient will also start to improve with their head moving, this is Dynamic compensation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt; So, how can you objectively assess the VOR system in response to head movement?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;To assess VOR, you need to assess the patient with their head still and compare to while in motion. Using a device which tracks head movement with an IMU sensor, the patient is asked to look at optotypes and judge which direction it is pointing. The size of the optotype is decreased until the patient can no longer make a correct choice. This test is done with the head still and then while the head is in motion (horizontal and vertical planes). The computer measures the smallest optotype the patient can correctly identify. This can be done as a baseline test and again during the rehab process.       &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;        &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture3_dva.png&quot; width=&quot;173&quot; height=&quot;165&quot; /&gt;                          &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Picture4_dva.png&quot; width=&quot;215&quot; height=&quot;166&quot; /&gt;                                           &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This information can be used to determine the level of vestibular compensation and to measure any improvements with rehabilitation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If you already have the Visual Eyes system, DVA can be added as an additional test.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Keen on vestibular testing but don’t have the gear?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why don’t you try a bed side measure first? You need very little equipment:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Snellen eye chart&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Metronome app on your smart device &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Have the patient sit in front of the eye chart with their head still and read the smallest line they can see (glasses can be worn, it is not an eye test). This is the baseline. Then moving their head at 2 cycles per second (2Hz), have them read the smallest line they can see (dynamic). In a normal patient, the difference between the baseline and dynamic visual acuity should be two lines or less. (In some patients with vestibular loss, it can be more than 6 lines).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Contact our Audiologists/Product consultants for more information.&lt;/span&gt;&lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>#3 Real Ear Coupler Difference (RECD)</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/audiology-in-brief-3"/>
		<published>2021-11-10T10:44:52+00:00</published>
		<updated>2021-11-10T10:44:52+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/audiology-in-brief-3</id>
		<author>
			<name>Dominika Kostecka</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 14pt; color: #7dc4a3;&quot;&gt;Audiology in Brief #3 - Real Ear Coupler Difference (RECD)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;With Covid-19 affecting the way most of us practice in our clinic, we need to look at other ways to fit and validate hearing aids while reducing the amount of clinic visits.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline; color: #7dc4a3; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;What is involved in RECD measures?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;RE- Real Ear - takes the patients ear canal into account (acoustics and anatomy of their ear) and calculates how it is different to the coupler: CD - coupler difference. This RECD measure is used to fit the hearing aid in the test box.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;color: #7dc4a3; text-decoration: underline;&quot;&gt;Procedure of RECD&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;1. Run a measure in the test box with a REM headset, RECD tube attached to a 2cc coupler&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/rem_image.jpg&quot; width=&quot;334&quot; height=&quot;259&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;2. Run a measure in the ear with the REM headset with either their own mould (if available) or SPL tube&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;The above 2 measures can be done at the test appointment. (A hearing aid is not needed for this measurement)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/recd_in_ear.jpg&quot; width=&quot;255&quot; height=&quot;329&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;3. Step 2 minus step 1 gives you a RECD measure which can then be taken into account when fitting the hearing aid in the coupler. The hearing aid can be adjusted in the coupler without the patient present and then sent to them.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/affinity_compact.png&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;How does it help reduce the amount of clinic visits?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;For previous hearing aid users, the “fitting” appointment can be done without the patient present as all the information is available to obtain a best fit and the patient would already be familiar with how to use a hearing aid. Any follow-up appointments can be done via a video appointment if needed, especially now that the latest hearing aids also allow for remote adjusting. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline; color: #7dc4a3; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;What other applications can RECD measure be used for?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Home visits&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Young paediatrics who are unable to sit through a whole fitting procedure&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Profound losses where REM is difficult for very tight-fitting moulds&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Adults with special needs who are unable to be present for the fitting procedure&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;To verify multiple features of the hearing aid.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;The RECD procedure allows for a quick measure on the patient and then all the adjustments can be performed in the coupler.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Different styles of hearing aids can be fitted in the coupler using different adaptors, most of which you would be familiar with. There is now a new adaptor for couplers for thin tube and custom fittings. These are called Aidaptors™. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aidaptor_1.png&quot; alt=&quot;&quot; width=&quot;262&quot; height=&quot;217&quot; /&gt;                                              &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aidaptor_2.png&quot; alt=&quot;&quot; width=&quot;275&quot; height=&quot;184&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;These adaptors replace the old acoustic putty (“Blutak”) that audiology clinicians have traditionally used for coupler measurements. What’s even better is that the Aidaptors were designed right here in Australia, by Matthew Callaway and Doug Lloyd.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt; The Aidapter™ from Interacoustics is a unique silicone piece that clicks onto the HA-1 adapter. Compared to putty, the Aidapter™ provides a good acoustic seal and standardizes the coupling, ensuring repeatable coupler measurements. The Aidapter™ also eliminates the hassle and hygienic issues of using acoustic putty.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt; The Aidapter™ is compatible with all hearing aid fitting devices from Interacoustics including the Callisto TBS10, TBS25, Affinity 2 and new Affinity Compact.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;To place your order please purchase through&lt;/span&gt;&lt;a href=&quot;http://www.sanibelsupply.com.au&quot;&gt; Sanibel Supply&lt;/a&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt; Item number: 8525568 (Set of 3) – $70 ex GST RRP&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For more information&lt;/span&gt;, please &lt;a href=&quot;https://youtu.be/zPiv2l0kk50&quot;&gt;click here&lt;/a&gt;&lt;span style=&quot;color: #000000;&quot;&gt; to watch this 4-minute video on Performing Coupler Fittings using the Affinity Compact (RECD).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Also, contact our Audiology/Product Consultants if you have any further questions at&lt;/span&gt; &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 14pt; color: #7dc4a3;&quot;&gt;Audiology in Brief #3 - Real Ear Coupler Difference (RECD)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;With Covid-19 affecting the way most of us practice in our clinic, we need to look at other ways to fit and validate hearing aids while reducing the amount of clinic visits.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline; color: #7dc4a3; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;What is involved in RECD measures?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;RE- Real Ear - takes the patients ear canal into account (acoustics and anatomy of their ear) and calculates how it is different to the coupler: CD - coupler difference. This RECD measure is used to fit the hearing aid in the test box.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;color: #7dc4a3; text-decoration: underline;&quot;&gt;Procedure of RECD&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;1. Run a measure in the test box with a REM headset, RECD tube attached to a 2cc coupler&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/rem_image.jpg&quot; width=&quot;334&quot; height=&quot;259&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;2. Run a measure in the ear with the REM headset with either their own mould (if available) or SPL tube&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;The above 2 measures can be done at the test appointment. (A hearing aid is not needed for this measurement)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/recd_in_ear.jpg&quot; width=&quot;255&quot; height=&quot;329&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;3. Step 2 minus step 1 gives you a RECD measure which can then be taken into account when fitting the hearing aid in the coupler. The hearing aid can be adjusted in the coupler without the patient present and then sent to them.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/affinity_compact.png&quot; alt=&quot;&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;How does it help reduce the amount of clinic visits?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;For previous hearing aid users, the “fitting” appointment can be done without the patient present as all the information is available to obtain a best fit and the patient would already be familiar with how to use a hearing aid. Any follow-up appointments can be done via a video appointment if needed, especially now that the latest hearing aids also allow for remote adjusting. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline; color: #7dc4a3; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;What other applications can RECD measure be used for?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Home visits&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Young paediatrics who are unable to sit through a whole fitting procedure&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Profound losses where REM is difficult for very tight-fitting moulds&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Adults with special needs who are unable to be present for the fitting procedure&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;To verify multiple features of the hearing aid.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;The RECD procedure allows for a quick measure on the patient and then all the adjustments can be performed in the coupler.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;Different styles of hearing aids can be fitted in the coupler using different adaptors, most of which you would be familiar with. There is now a new adaptor for couplers for thin tube and custom fittings. These are called Aidaptors™. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aidaptor_1.png&quot; alt=&quot;&quot; width=&quot;262&quot; height=&quot;217&quot; /&gt;                                              &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aidaptor_2.png&quot; alt=&quot;&quot; width=&quot;275&quot; height=&quot;184&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;These adaptors replace the old acoustic putty (“Blutak”) that audiology clinicians have traditionally used for coupler measurements. What’s even better is that the Aidaptors were designed right here in Australia, by Matthew Callaway and Doug Lloyd.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt; The Aidapter™ from Interacoustics is a unique silicone piece that clicks onto the HA-1 adapter. Compared to putty, the Aidapter™ provides a good acoustic seal and standardizes the coupling, ensuring repeatable coupler measurements. The Aidapter™ also eliminates the hassle and hygienic issues of using acoustic putty.&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt; The Aidapter™ is compatible with all hearing aid fitting devices from Interacoustics including the Callisto TBS10, TBS25, Affinity 2 and new Affinity Compact.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;To place your order please purchase through&lt;/span&gt;&lt;a href=&quot;http://www.sanibelsupply.com.au&quot;&gt; Sanibel Supply&lt;/a&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt; color: #000000;&quot;&gt; Item number: 8525568 (Set of 3) – $70 ex GST RRP&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For more information&lt;/span&gt;, please &lt;a href=&quot;https://youtu.be/zPiv2l0kk50&quot;&gt;click here&lt;/a&gt;&lt;span style=&quot;color: #000000;&quot;&gt; to watch this 4-minute video on Performing Coupler Fittings using the Affinity Compact (RECD).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Also, contact our Audiology/Product Consultants if you have any further questions at&lt;/span&gt; &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>#4 CROS/BiCROS Fitting</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/audiology-in-brief-4"/>
		<published>2023-01-28T09:29:27+00:00</published>
		<updated>2023-01-28T09:29:27+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/audiology-in-brief-4</id>
		<author>
			<name>Helena Wojtycza</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 14pt; color: #7dc4a3;&quot;&gt;Audiology in Brief #4 - CROS/BiCROS Fitting&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;The presentation of aidable single sided hearing loss is not as common as the classic symmetrical sensorineural losses seen in the clinic. Often a refresher is needed on these types of fittings.&lt;/p&gt;
&lt;p&gt;The goal of the CROS/BiCROS fittings is to ensure that the signal on both sides of the head sound similar. If a client has worse hearing in one ear, we want to ensure that the client can hear if someone is speaking on the worse side.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;CROS&lt;/strong&gt; stand for the Contralateral Routing Of Signal: It is good for unilateral hearing losses, single sided deafness. It is a useful form of amplification when there is a severe/profound loss in the poorer ear and good hearing in the other ear which does not need amplification. The client wears a transmitter in the poorer ear and a receiver in the good ear.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;BICROS&lt;/strong&gt; is very similar to CROS. However, the Bi stands for Bilateral, because the “good” ear has an aidable hearing loss.&lt;/p&gt;
&lt;p&gt;The following points apply to the whole testing procedure and will help understanding what is being measured in the different conditions:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;The probe microphone is always placed in the better or normal hearing ear, never in the unaidable ear.&lt;/li&gt;
&lt;li&gt;The loudspeaker is positioned at 45-90 deg to the measured ear. The same angle is used for each measurement.&lt;/li&gt;
&lt;li&gt;The reference microphone is placed on both ears and activated on the same side of the head as the loudspeaker.&lt;/li&gt;
&lt;li&gt;The same stimulus is used for all measurements&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline; color: #7dc4a3; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;Cros hearing aids&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;The objective of this measurement is to make signals from the unaided side of the head sound the same as signals from the side of the better or normal hearing ear.&lt;/p&gt;
&lt;p&gt;1. Calibrate and insert both probe microphones.&lt;/p&gt;
&lt;p&gt;2. Measurement One:&lt;/p&gt;
&lt;p&gt;Measure the REUR/REUG of the best ear with the patient at 45⁰ or 90⁰ to the speaker. Note: The CROS system is not added to the ear at this point. (The Callisto and Affinity software has a CROS/BiCROS specific protocol).&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; width=&quot;308&quot; height=&quot;270&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Make sure the position of the speaker is consistent between the two measurements. &lt;/p&gt;
&lt;p&gt;3. Measurement Two:&lt;/p&gt;
&lt;p&gt;Move the patient so that the loudspeaker and reference microphone are to the side of the unaidable ear (-45⁰ or -90⁰ relative to the poorer ear).&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; width=&quot;380&quot; height=&quot;340&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Add the CROS system to your patient’s ear and turn it on. You must also enable the CROS setting in your Affinity/Equinox or Callisto Suite (shown in the image below).&lt;/p&gt;
&lt;p&gt;Run the ‘CROS Response’ measurement in the software.   The CROS Setting is available in the following location of your Suite.&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; width=&quot;267&quot; height=&quot;305&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Both measurements obtained (Better Ear REAR/REIG and the CROS response) should be similar.&lt;/p&gt;
&lt;p&gt;You now need to adjust your CROS system until the CROS response from the second measurement overlaps the REUR/REUG from the first measurement. The first measurement is the target curve that you are matching to.&lt;/p&gt;
&lt;p&gt;When adjusting the CROS aid in the hearing aid software, you can use our “on top mode” to view both the hearing aid software and REM screen at the same time. Look for this icon.&lt;img src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAbCAYAAACEP1QvAAACXElEQVRIieWXv2sUQRTHP3N4YkxIsJHL2UiImv9GsLGx1MZGsdDKH5WFlbYKYmGjjWKjrWBpZZVoxEJIQoJnjLe7M2923rPYu/w4k5hcLkbwCw92Z3b5zHff482sMzOjoyuPnrJfenDpwm9jtX2j7UAHCj/UO3Dn/FmGDtcBMLPVUFXyINx98Xr/4AALCwuoKqpKCAHvParK8fHmwMC/w13lNqVESglVRUQIIZBSImv/ZO7zRwCak6cHDKeCiwimiamJY+BGuzNgxrPbF8ESWMK0BBOuPf8wGHhKiSzLiFGAUeL8K3A1zEpQwVKOxR9YbGFhEU7e6gu8Cdytwr3PwZpYagO1jtOAlSuYtDBZpPAezQrmZrupOLMXOHjvqyh8BYwr4GpgJZaKyrUs4X1G4UG9H5RzyPOcRqOBSAdeLoMppoKlDIvfCSGQF4k8OFyIg4M/fPcegOWvX3g8dQ6Vb51cZ5RRkKgUoQqJjpoIT27eWOsDL9/0D1+TVc7DErFUJCpBlBAViYZEJSZHPZZMT0/31Qc2wN266/GJSVIZyX2JD4qXagESjVgaSQ1cjTps6APzszPAzopvG+dQeE+7AB/AixEiVHugA7e21CzLSClxdGRkx663hZtBlhWkE9cpiwKXlCNbPNtqtXDOMTQ8PBh4KJV7bxeY63zGru5fvcynmRna7XZV9XmOiFCv10kpDQa+lbp9oCgKvPfEGHHO/fnFfuC9heN9oNFoMDY2RlmWG+ak537P8F51+0BvOvrRP3SS2UXqmqd2t4lspv/3AHmgcLf+p+Fv60Cd/wIuMKdx9zDD9gAAAABJRU5ErkJggg==&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; width=&quot;664&quot; height=&quot;466&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;color: #7dc4a3; text-decoration: underline;&quot;&gt;BiCROS Hearing Aids&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The objective of this test is similar to fitting a CROS, however there is a hearing aid on the better ear for which we need to take consideration for.&lt;/p&gt;
&lt;p&gt;Firstly, you would fit the hearing aid without the CROS features enabled to a suitable algorithm.&lt;/p&gt;
&lt;p&gt;You use the same procedure as for CROS set up except for the first measurement, ensure that the hearing aid is present in the better ear.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;u&gt;Case study : Mrs. M – Single Sided Deafness&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;A client Mrs. M (aged 57 years) who has long standing Meniere’s disease in her left ear, and normal hearing in her right ear was finding increasing difficulty hearing at work as her hearing dropped with each Meniere’s attack.  A recent audiogram revealed a severe hearing loss in the left ear with only 20 % speech intelligibility. Her right ear was in the normal hearing range. She was fitted with an Oticon CROS hearing aid to help in this situation. She found that with all the new features in the Oticon CROS, she was able to hear customers approaching her on her left side and could follow the conversation. She also enjoys the twin link dual streaming feature to watch TV, while still being able to talk to her husband. She enjoys commenting on the TV program together.&lt;/p&gt;
&lt;p&gt;Here are some of the highlights of Oticon's new CROS fitting aid. It can be swet up as both a CROS or BiCROS fitting.&lt;/p&gt;
&lt;p&gt;Features include:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Open Sound Navigator –  delivering a 360° listening experience by balancing the sound in the environment and removing extraneous noise.&lt;/li&gt;
&lt;li&gt;New rechargeable versions to ease the burden of battery changes and down time.&lt;/li&gt;
&lt;li&gt;Twin link dual streaming –The aid can connect to an external audio stream at the same time as sound transmission from poorer ear to better ear. For example; clients can watch TV while talking to someone sitting on their poorer side.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Keen to learn more about how Oticon hearing aids together with Interacoustics CROS measurements can lead to a successful CROS fitting? Reach out to your local Oticon or Interacoustics clinical team to find out more.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://www.oticon.com.au/&quot;&gt;https://www.oticon.com.au/&lt;/a&gt; &lt;/p&gt;
&lt;p&gt; &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/oticon_logo_lct_100mm_rgb_pos-download.png&quot; width=&quot;111&quot; height=&quot;41&quot; /&gt;&lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/aud_in_brief_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: 14pt; color: #7dc4a3;&quot;&gt;Audiology in Brief #4 - CROS/BiCROS Fitting&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;The presentation of aidable single sided hearing loss is not as common as the classic symmetrical sensorineural losses seen in the clinic. Often a refresher is needed on these types of fittings.&lt;/p&gt;
&lt;p&gt;The goal of the CROS/BiCROS fittings is to ensure that the signal on both sides of the head sound similar. If a client has worse hearing in one ear, we want to ensure that the client can hear if someone is speaking on the worse side.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;CROS&lt;/strong&gt; stand for the Contralateral Routing Of Signal: It is good for unilateral hearing losses, single sided deafness. It is a useful form of amplification when there is a severe/profound loss in the poorer ear and good hearing in the other ear which does not need amplification. The client wears a transmitter in the poorer ear and a receiver in the good ear.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;BICROS&lt;/strong&gt; is very similar to CROS. However, the Bi stands for Bilateral, because the “good” ear has an aidable hearing loss.&lt;/p&gt;
&lt;p&gt;The following points apply to the whole testing procedure and will help understanding what is being measured in the different conditions:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;The probe microphone is always placed in the better or normal hearing ear, never in the unaidable ear.&lt;/li&gt;
&lt;li&gt;The loudspeaker is positioned at 45-90 deg to the measured ear. The same angle is used for each measurement.&lt;/li&gt;
&lt;li&gt;The reference microphone is placed on both ears and activated on the same side of the head as the loudspeaker.&lt;/li&gt;
&lt;li&gt;The same stimulus is used for all measurements&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline; color: #7dc4a3; font-family: arial, helvetica, sans-serif; font-size: 10pt;&quot;&gt;&lt;strong&gt;Cros hearing aids&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;The objective of this measurement is to make signals from the unaided side of the head sound the same as signals from the side of the better or normal hearing ear.&lt;/p&gt;
&lt;p&gt;1. Calibrate and insert both probe microphones.&lt;/p&gt;
&lt;p&gt;2. Measurement One:&lt;/p&gt;
&lt;p&gt;Measure the REUR/REUG of the best ear with the patient at 45⁰ or 90⁰ to the speaker. Note: The CROS system is not added to the ear at this point. (The Callisto and Affinity software has a CROS/BiCROS specific protocol).&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; width=&quot;308&quot; height=&quot;270&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Make sure the position of the speaker is consistent between the two measurements. &lt;/p&gt;
&lt;p&gt;3. Measurement Two:&lt;/p&gt;
&lt;p&gt;Move the patient so that the loudspeaker and reference microphone are to the side of the unaidable ear (-45⁰ or -90⁰ relative to the poorer ear).&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; width=&quot;380&quot; height=&quot;340&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Add the CROS system to your patient’s ear and turn it on. You must also enable the CROS setting in your Affinity/Equinox or Callisto Suite (shown in the image below).&lt;/p&gt;
&lt;p&gt;Run the ‘CROS Response’ measurement in the software.   The CROS Setting is available in the following location of your Suite.&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; 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&quot; width=&quot;267&quot; height=&quot;305&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Both measurements obtained (Better Ear REAR/REIG and the CROS response) should be similar.&lt;/p&gt;
&lt;p&gt;You now need to adjust your CROS system until the CROS response from the second measurement overlaps the REUR/REUG from the first measurement. The first measurement is the target curve that you are matching to.&lt;/p&gt;
&lt;p&gt;When adjusting the CROS aid in the hearing aid software, you can use our “on top mode” to view both the hearing aid software and REM screen at the same time. Look for this icon.&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; width=&quot;664&quot; height=&quot;466&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;span style=&quot;color: #7dc4a3; text-decoration: underline;&quot;&gt;BiCROS Hearing Aids&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The objective of this test is similar to fitting a CROS, however there is a hearing aid on the better ear for which we need to take consideration for.&lt;/p&gt;
&lt;p&gt;Firstly, you would fit the hearing aid without the CROS features enabled to a suitable algorithm.&lt;/p&gt;
&lt;p&gt;You use the same procedure as for CROS set up except for the first measurement, ensure that the hearing aid is present in the better ear.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;u&gt;Case study : Mrs. M – Single Sided Deafness&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;A client Mrs. M (aged 57 years) who has long standing Meniere’s disease in her left ear, and normal hearing in her right ear was finding increasing difficulty hearing at work as her hearing dropped with each Meniere’s attack.  A recent audiogram revealed a severe hearing loss in the left ear with only 20 % speech intelligibility. Her right ear was in the normal hearing range. She was fitted with an Oticon CROS hearing aid to help in this situation. She found that with all the new features in the Oticon CROS, she was able to hear customers approaching her on her left side and could follow the conversation. She also enjoys the twin link dual streaming feature to watch TV, while still being able to talk to her husband. She enjoys commenting on the TV program together.&lt;/p&gt;
&lt;p&gt;Here are some of the highlights of Oticon's new CROS fitting aid. It can be swet up as both a CROS or BiCROS fitting.&lt;/p&gt;
&lt;p&gt;Features include:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Open Sound Navigator –  delivering a 360° listening experience by balancing the sound in the environment and removing extraneous noise.&lt;/li&gt;
&lt;li&gt;New rechargeable versions to ease the burden of battery changes and down time.&lt;/li&gt;
&lt;li&gt;Twin link dual streaming –The aid can connect to an external audio stream at the same time as sound transmission from poorer ear to better ear. For example; clients can watch TV while talking to someone sitting on their poorer side.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Keen to learn more about how Oticon hearing aids together with Interacoustics CROS measurements can lead to a successful CROS fitting? Reach out to your local Oticon or Interacoustics clinical team to find out more.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://www.oticon.com.au/&quot;&gt;https://www.oticon.com.au/&lt;/a&gt; &lt;/p&gt;
&lt;p&gt; &lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/oticon_logo_lct_100mm_rgb_pos-download.png&quot; width=&quot;111&quot; height=&quot;41&quot; /&gt;&lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>ABR Interacoustics Eclipse</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/abr-interacoustics-eclipse"/>
		<published>2024-03-06T13:39:05+00:00</published>
		<updated>2024-03-06T13:39:05+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/abr-interacoustics-eclipse</id>
		<author>
			<name>Helena Wojtycza</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/&quot; alt=&quot;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Quality Indicators in ABR measurement and When to Stop Testing&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;In the realm of audiology, assessing hearing function in infants presents unique challenges. Auditory Brainstem Response (ABR) testing is a vital tool in this process, but we often we find ourselves racing against the clock to get results whilst the baby sleeps.  Knowing when to conclude testing and how to determine if your waveforms are of good quality is critical for accurate diagnosis and effective intervention. Applying these tools can help maximise the limited time we have.  In this article, we'll address some of the recommended stop criteria recommendations and quality indicators for infant ABR testing, providing insights to help clinicians navigate this critical aspect of infant diagnostic assessment.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Understanding Stop Criteria and Quality Indicators:&lt;/p&gt;
&lt;p&gt;Stop criteria and Quality Indicators serve to indicate when it's appropriate to conclude ABR testing and/or move on to the next frequency. These criteria are designed to ensure the reliability and validity of the results obtained. Below we will explore some key stop criteria recommendations:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Residual Noise:&lt;/strong&gt; Residual noise in the ABR trace should ideally be kept below 15-25 microvolts. Higher residual noise levels can obscure the response (especially at or near threshold) and compromise the accuracy of the results.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;FMP&lt;/strong&gt; is a statistical online analysis of the ABR recording from beginning to end. The Response Confidence is a statistical measure of a true response being present. Work by Guy Lightfoot out of the UK using the Eclipse 4.6.1, has found that on infants and newborns undergoing follow up, an FMP of 2.2 corresponds to a true response detection of 97.5%. Based on this it is recommended to use an Fmp of 2.25, which corresponds to a confidence level of 97.5%.&lt;br /&gt;It works on the principle of comparing response amplitude to residual noise to provide confidence level or detection rate. The underlying analysis considers the ABR recording typically in a time window of 10 ms. The FMP ratio between the response amplitude and the residual noise is calculated. In a response situation, lower noise or larger response amplitude will drive the FMP up (indicated by the red line and bar). In a no-response situation, the response amplitude will not rise above the residual noise, thus the Fmp value and the Response Confidence will remain low.
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/FMP.png&quot; width=&quot;602&quot; height=&quot;60&quot; loading=&quot;lazy&quot; data-path=&quot;local-images:/AU/blog/FMP.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Image: FMP and residual noise graph.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Wave V Amplitude and morphology:&lt;/strong&gt; Wave V should exhibit clear and robust morphology with an amplitude greater than 0.04 microvolts. A distinct Wave V morphology signifies a robust neural response, indicating adequate auditory pathway function.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Signal-to-Noise Ratio&lt;/strong&gt; (SNR) &amp;gt; 3.1: The SNR refers to the ratio of the amplitude of the ABR response to the background noise. A recommended SNR threshold of greater than 3.1 indicates a sufficient signal strength relative to noise, ensuring the reliability of the recorded response. In order to obtain the SNR and amplitude information, wave V peak and trough markers are required (see below).
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/SNR.png&quot; width=&quot;602&quot; height=&quot;348&quot; loading=&quot;lazy&quot; data-path=&quot;local-images:/AU/blog/SNR.png&quot; /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Amplitude Change and Latency Shift&lt;/strong&gt;: Does the amplitude of wave V decrease with decreasing stimulus intensity, accompanied by an increase in latency?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;In the case of infant audiology, knowing when to stop ABR testing is crucial for obtaining reliable results and ensuring accurate diagnosis. By adhering to established stop criteria recommendations, clinicians can confidently interpret test findings and provide appropriate intervention strategies for infants with hearing impairment.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;You might like to refer to our Summary Chat below and save it for future use.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/summary.png&quot; width=&quot;800&quot; height=&quot;412&quot; loading=&quot;lazy&quot; data-path=&quot;local-images:/AU/blog/summary.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Want to learn more? &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Sign up to our Interacoustics Academy newsletter: &lt;a href=&quot;https://www.interacoustics.com/academy&quot;&gt;Discover our Academy learning environment | Interacoustics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;You can read more about the Interacoustics Eclipse and testing ABR on our website: &lt;a href=&quot;https://www.interacoustics.com.au&quot;&gt;www.interacoustics.com.au&lt;/a&gt;.&lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/&quot; alt=&quot;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;u&gt;Quality Indicators in ABR measurement and When to Stop Testing&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;In the realm of audiology, assessing hearing function in infants presents unique challenges. Auditory Brainstem Response (ABR) testing is a vital tool in this process, but we often we find ourselves racing against the clock to get results whilst the baby sleeps.  Knowing when to conclude testing and how to determine if your waveforms are of good quality is critical for accurate diagnosis and effective intervention. Applying these tools can help maximise the limited time we have.  In this article, we'll address some of the recommended stop criteria recommendations and quality indicators for infant ABR testing, providing insights to help clinicians navigate this critical aspect of infant diagnostic assessment.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Understanding Stop Criteria and Quality Indicators:&lt;/p&gt;
&lt;p&gt;Stop criteria and Quality Indicators serve to indicate when it's appropriate to conclude ABR testing and/or move on to the next frequency. These criteria are designed to ensure the reliability and validity of the results obtained. Below we will explore some key stop criteria recommendations:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;Residual Noise:&lt;/strong&gt; Residual noise in the ABR trace should ideally be kept below 15-25 microvolts. Higher residual noise levels can obscure the response (especially at or near threshold) and compromise the accuracy of the results.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;FMP&lt;/strong&gt; is a statistical online analysis of the ABR recording from beginning to end. The Response Confidence is a statistical measure of a true response being present. Work by Guy Lightfoot out of the UK using the Eclipse 4.6.1, has found that on infants and newborns undergoing follow up, an FMP of 2.2 corresponds to a true response detection of 97.5%. Based on this it is recommended to use an Fmp of 2.25, which corresponds to a confidence level of 97.5%.&lt;br /&gt;It works on the principle of comparing response amplitude to residual noise to provide confidence level or detection rate. The underlying analysis considers the ABR recording typically in a time window of 10 ms. The FMP ratio between the response amplitude and the residual noise is calculated. In a response situation, lower noise or larger response amplitude will drive the FMP up (indicated by the red line and bar). In a no-response situation, the response amplitude will not rise above the residual noise, thus the Fmp value and the Response Confidence will remain low.
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/FMP.png&quot; width=&quot;602&quot; height=&quot;60&quot; loading=&quot;lazy&quot; data-path=&quot;local-images:/AU/blog/FMP.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Image: FMP and residual noise graph.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Wave V Amplitude and morphology:&lt;/strong&gt; Wave V should exhibit clear and robust morphology with an amplitude greater than 0.04 microvolts. A distinct Wave V morphology signifies a robust neural response, indicating adequate auditory pathway function.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Signal-to-Noise Ratio&lt;/strong&gt; (SNR) &amp;gt; 3.1: The SNR refers to the ratio of the amplitude of the ABR response to the background noise. A recommended SNR threshold of greater than 3.1 indicates a sufficient signal strength relative to noise, ensuring the reliability of the recorded response. In order to obtain the SNR and amplitude information, wave V peak and trough markers are required (see below).
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/SNR.png&quot; width=&quot;602&quot; height=&quot;348&quot; loading=&quot;lazy&quot; data-path=&quot;local-images:/AU/blog/SNR.png&quot; /&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Amplitude Change and Latency Shift&lt;/strong&gt;: Does the amplitude of wave V decrease with decreasing stimulus intensity, accompanied by an increase in latency?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;In the case of infant audiology, knowing when to stop ABR testing is crucial for obtaining reliable results and ensuring accurate diagnosis. By adhering to established stop criteria recommendations, clinicians can confidently interpret test findings and provide appropriate intervention strategies for infants with hearing impairment.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;You might like to refer to our Summary Chat below and save it for future use.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/summary.png&quot; width=&quot;800&quot; height=&quot;412&quot; loading=&quot;lazy&quot; data-path=&quot;local-images:/AU/blog/summary.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Want to learn more? &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Sign up to our Interacoustics Academy newsletter: &lt;a href=&quot;https://www.interacoustics.com/academy&quot;&gt;Discover our Academy learning environment | Interacoustics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;You can read more about the Interacoustics Eclipse and testing ABR on our website: &lt;a href=&quot;https://www.interacoustics.com.au&quot;&gt;www.interacoustics.com.au&lt;/a&gt;.&lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>Affinity 2.0 - NOW - Affinity Compact</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/affinity-compact"/>
		<published>2023-01-31T09:15:34+00:00</published>
		<updated>2023-01-31T09:15:34+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/affinity-compact</id>
		<author>
			<name>Helena Wojtycza</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Affinity_Compact.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;u&gt;Affinity 2.0 - NOW - Affinity Compact &lt;/u&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt; &lt;/p&gt;
&lt;p&gt;By now you would know that we have released our latest hearing aid analyser unit, the Affinity Compact. This has taken all the features of the traditionally Affinity 2.0 and put them into a small configuration. It is also more customisable, allowing you to select which features and hardware you require for your specific clinical needs. For the next 6 months we will be highlighting all the features of the Affinity Compact and detailing how this unit can be used to better suit your clinical needs.  &lt;/p&gt;
&lt;p&gt;This first blog will go into detail about some new features of the Affinity software and the Affinity Compact, covering hardware components and new software features.&lt;/p&gt;
&lt;p&gt;&lt;u&gt;4 versions of AC&lt;/u&gt;&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/4_versions.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Lights on AC and what they mean:&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;The LED light is visible from both the front and the top of the Affinity Compact.&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #339966;&quot;&gt;GREEN:&lt;/span&gt; Ready in AUD module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;RED&lt;/span&gt;: Indicates right ear selected in REM and HIT module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;BLUE:&lt;/span&gt; Indicates left ear selected in REM and HIT module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #cc99ff;&quot;&gt;PURPLE:&lt;/span&gt; Indicates both ears selected in REM and HIT module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #00ccff;&quot;&gt;LIGHT BLUE&lt;/span&gt;: Indicates that the Affinity Compact is not correctly connected to the Affinity Compact Suite&lt;/p&gt;
&lt;p&gt;A dimmed light indicates that the Affinity Compact has entered power saving mode. This can happen in any of the colours mentioned above.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;HIMSA IMC 2 ready&lt;/u&gt; fitting&lt;/p&gt;
&lt;p&gt;This HIMSA IMC2 regulated integration allows a faster communication between fitting software and diagnostic software to perform fitting&lt;u&gt;. &lt;/u&gt;We have already implemented the IMC2 protocol into our software&lt;u&gt;. &lt;/u&gt;We are ready to support all hearing aid manufacturers&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Probe placement indicator&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;The &lt;strong&gt;Probe Placement Indicator &lt;/strong&gt;is an easy-to-use feature that provides assistance with placement of the probe when performing real-ear measurements. This feature can be added as a test in the REM module.&lt;/p&gt;
&lt;p&gt;  &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/probe_placement.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Ambient Noise monitor&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;The ambient noise monitor uses a dedicated microphone that continuously monitors the test environment and displays when noise is exceeding recommended levels.&lt;br /&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/ambient_noise.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Free-field adjustment mic&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;This is ideal for the traveling clinician or if there are changes to the clinic room. Ensure that you have the FF Calibration Adjustment microphone and FF speakers plugged into your Affinity Compact. In AUD mode, click on free field adjustment icon, and it will run automatically.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/FFadjust.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Hold the microphone where the patients head would be before running the test.&lt;/p&gt;
&lt;p&gt;The process is fully automatic and will apply the corrections as needed based on room acoustics.&lt;/p&gt;
&lt;p&gt;Note: This process does not overwrite your existing calibration files, it simply adds a correction to them so that the correct stimulus is applied at the reference point in your new environment. On closing the suite this correction is removed.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Listen to Function&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Listen directly to the probe microphone or the coupler microphone to hear what the hearing aid is doing. This can help to further understand the patient’s feedback about their hearing aid or it can be used to help the patient’s support person understand how the hearing aid is performing. Listening in to the coupler microphone is a great tool for parents to hear how their child’s hearing aid performs.&lt;/p&gt;
&lt;p&gt;This is accessed in REM or HIT module by clicking on the monitor icon.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/monitor.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;The monitor will default to 0 % to avoid loud intensity levels.&lt;/p&gt;
&lt;p&gt;A great introductory video can be seen as well: &lt;a href=&quot;https://www.interacoustics.com/academy/hearing-aid-fitting-training/rem/listen-to-function-affinity-compact&quot;&gt;'Listen To' Function on Affinity Compact | Interacoustics&lt;/a&gt;. &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Delta Values&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Delta values calculates the difference between your measurement curve and the target curve. Use the delta symbol to access this information. It gives you a numerical value of the difference between the two curves. A correct match would give a value of 0.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/delta.png&quot; alt=&quot;&quot; /&gt; Delta Value icon&lt;/p&gt;
&lt;p&gt;This feature can be applied for both REIG and REAR measurements and works for both in-ear measurements and coupler fitting measurements. Delta values are also available when performing Visible Speech Mapping measurements.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/delta2.png&quot; alt=&quot;&quot; width=&quot;520&quot; height=&quot;369&quot; /&gt;&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;&lt;u&gt;High frequency REM/RECD&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Hearing aids are amplifying higher frequencies and will continue to do so in the future.&lt;/p&gt;
&lt;p&gt;To allow for testing higher frequencies, we have increased our frequency range for REM to 12.5 kHz and to 16 kHz RECD in coupler measurements.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Hearing aid transition&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Hearing aid transition is a dedicated test in the REM440 module. This is a valuable test when you have a new patient who attend with their existing hearing aid and sound preferences, but you do not have their historic fitting sessions. The Hearing aid transition test has been created to help you to copy fine tuning preferences.&lt;/p&gt;
&lt;p&gt;It is designed to run three different intensities which are customizable to the clinicians preference.&lt;/p&gt;
&lt;p&gt;The three intensities are transferred to the built-in Hearing Aid transition fitting prescription and this is automatically selected. The performance of the old hearing aid will now display as a target in standard REM screens and the new hearing aid can be fitted matching the old hearing aids performance.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;To learn more about the HAT procedure please visit our Academy website for a tutorial:  &lt;a href=&quot;https://www.interacoustics.com/academy/hearing-aid-fitting-training/rem/hearing-aid-transition-test&quot;&gt;Performing the Hearing Aid Transition Test | Interacoustics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Aidaptors&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;These adaptors replace the old acoustic putty (“Blutak”) that audiology clinicians have traditionally used for coupler measurements.&lt;/p&gt;
&lt;p&gt;The Aidapter™ from Interacoustics is a unique silicone piece that clicks onto the HA-1 adapter. &lt;/p&gt;
&lt;p&gt;It provides a good acoustic seal and standardizes the coupling, ensuring repeatable coupler measurements. The Aidapter™ also eliminates the hygienic issues of using Blutak.&lt;br /&gt; &lt;br /&gt;The Aidapter™ is compatible with all hearing aid fitting devices from Interacoustics including the Callisto TBS10, TBS25, Affinity 2 and Affinity Compact.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/aidaptors.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;For more information on Affinity Compact, please also refer to our website with these links :&lt;/p&gt;
&lt;p&gt;Website: &lt;a href=&quot;https://www.interacoustics.com/hearing-aid-fitting/affinity-compact&quot;&gt;Affinity Compact | Modular fitting solution | Interacoustics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Video: &lt;a href=&quot;https://youtu.be/i_Y1BatPTK0&quot;&gt;Affinity Compact YouTube&lt;/a&gt; &lt;/p&gt;
&lt;p&gt;Instructions for Us: &lt;a href=&quot;https://www.interacoustics.com/hearing-aid-fitting/affinity/support&quot;&gt;Operation Instruction (interacoustics.com)&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Academy training: &lt;a href=&quot;https://www.interacoustics.com/academy/hearing-aid-fitting-training/rem&quot;&gt;Real ear measurement (REM) training | Interacoustics&lt;/a&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Next month we will cover Visible Speech Mapping (VSMP) and how you can fully utilise this great REM program into your clinic. Helping you obtain faster results with counselling advantages. &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;To chat to our team about your Affinity Compact needs and how we can help you better refine your assessments, &lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;please call (02) 8899 1200 or email us at &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt;.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/Affinity_Compact.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;u&gt;Affinity 2.0 - NOW - Affinity Compact &lt;/u&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt; &lt;/p&gt;
&lt;p&gt;By now you would know that we have released our latest hearing aid analyser unit, the Affinity Compact. This has taken all the features of the traditionally Affinity 2.0 and put them into a small configuration. It is also more customisable, allowing you to select which features and hardware you require for your specific clinical needs. For the next 6 months we will be highlighting all the features of the Affinity Compact and detailing how this unit can be used to better suit your clinical needs.  &lt;/p&gt;
&lt;p&gt;This first blog will go into detail about some new features of the Affinity software and the Affinity Compact, covering hardware components and new software features.&lt;/p&gt;
&lt;p&gt;&lt;u&gt;4 versions of AC&lt;/u&gt;&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/4_versions.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Lights on AC and what they mean:&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;The LED light is visible from both the front and the top of the Affinity Compact.&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #339966;&quot;&gt;GREEN:&lt;/span&gt; Ready in AUD module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #ff0000;&quot;&gt;RED&lt;/span&gt;: Indicates right ear selected in REM and HIT module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #0000ff;&quot;&gt;BLUE:&lt;/span&gt; Indicates left ear selected in REM and HIT module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #cc99ff;&quot;&gt;PURPLE:&lt;/span&gt; Indicates both ears selected in REM and HIT module&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #00ccff;&quot;&gt;LIGHT BLUE&lt;/span&gt;: Indicates that the Affinity Compact is not correctly connected to the Affinity Compact Suite&lt;/p&gt;
&lt;p&gt;A dimmed light indicates that the Affinity Compact has entered power saving mode. This can happen in any of the colours mentioned above.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;HIMSA IMC 2 ready&lt;/u&gt; fitting&lt;/p&gt;
&lt;p&gt;This HIMSA IMC2 regulated integration allows a faster communication between fitting software and diagnostic software to perform fitting&lt;u&gt;. &lt;/u&gt;We have already implemented the IMC2 protocol into our software&lt;u&gt;. &lt;/u&gt;We are ready to support all hearing aid manufacturers&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Probe placement indicator&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;The &lt;strong&gt;Probe Placement Indicator &lt;/strong&gt;is an easy-to-use feature that provides assistance with placement of the probe when performing real-ear measurements. This feature can be added as a test in the REM module.&lt;/p&gt;
&lt;p&gt;  &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/probe_placement.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Ambient Noise monitor&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;The ambient noise monitor uses a dedicated microphone that continuously monitors the test environment and displays when noise is exceeding recommended levels.&lt;br /&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/ambient_noise.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Free-field adjustment mic&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;This is ideal for the traveling clinician or if there are changes to the clinic room. Ensure that you have the FF Calibration Adjustment microphone and FF speakers plugged into your Affinity Compact. In AUD mode, click on free field adjustment icon, and it will run automatically.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/FFadjust.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;Hold the microphone where the patients head would be before running the test.&lt;/p&gt;
&lt;p&gt;The process is fully automatic and will apply the corrections as needed based on room acoustics.&lt;/p&gt;
&lt;p&gt;Note: This process does not overwrite your existing calibration files, it simply adds a correction to them so that the correct stimulus is applied at the reference point in your new environment. On closing the suite this correction is removed.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Listen to Function&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Listen directly to the probe microphone or the coupler microphone to hear what the hearing aid is doing. This can help to further understand the patient’s feedback about their hearing aid or it can be used to help the patient’s support person understand how the hearing aid is performing. Listening in to the coupler microphone is a great tool for parents to hear how their child’s hearing aid performs.&lt;/p&gt;
&lt;p&gt;This is accessed in REM or HIT module by clicking on the monitor icon.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/monitor.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;The monitor will default to 0 % to avoid loud intensity levels.&lt;/p&gt;
&lt;p&gt;A great introductory video can be seen as well: &lt;a href=&quot;https://www.interacoustics.com/academy/hearing-aid-fitting-training/rem/listen-to-function-affinity-compact&quot;&gt;'Listen To' Function on Affinity Compact | Interacoustics&lt;/a&gt;. &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Delta Values&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Delta values calculates the difference between your measurement curve and the target curve. Use the delta symbol to access this information. It gives you a numerical value of the difference between the two curves. A correct match would give a value of 0.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/delta.png&quot; alt=&quot;&quot; /&gt; Delta Value icon&lt;/p&gt;
&lt;p&gt;This feature can be applied for both REIG and REAR measurements and works for both in-ear measurements and coupler fitting measurements. Delta values are also available when performing Visible Speech Mapping measurements.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/delta2.png&quot; alt=&quot;&quot; width=&quot;520&quot; height=&quot;369&quot; /&gt;&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;&lt;u&gt;High frequency REM/RECD&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Hearing aids are amplifying higher frequencies and will continue to do so in the future.&lt;/p&gt;
&lt;p&gt;To allow for testing higher frequencies, we have increased our frequency range for REM to 12.5 kHz and to 16 kHz RECD in coupler measurements.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;u&gt;Hearing aid transition&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;Hearing aid transition is a dedicated test in the REM440 module. This is a valuable test when you have a new patient who attend with their existing hearing aid and sound preferences, but you do not have their historic fitting sessions. The Hearing aid transition test has been created to help you to copy fine tuning preferences.&lt;/p&gt;
&lt;p&gt;It is designed to run three different intensities which are customizable to the clinicians preference.&lt;/p&gt;
&lt;p&gt;The three intensities are transferred to the built-in Hearing Aid transition fitting prescription and this is automatically selected. The performance of the old hearing aid will now display as a target in standard REM screens and the new hearing aid can be fitted matching the old hearing aids performance.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;To learn more about the HAT procedure please visit our Academy website for a tutorial:  &lt;a href=&quot;https://www.interacoustics.com/academy/hearing-aid-fitting-training/rem/hearing-aid-transition-test&quot;&gt;Performing the Hearing Aid Transition Test | Interacoustics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;Aidaptors&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;These adaptors replace the old acoustic putty (“Blutak”) that audiology clinicians have traditionally used for coupler measurements.&lt;/p&gt;
&lt;p&gt;The Aidapter™ from Interacoustics is a unique silicone piece that clicks onto the HA-1 adapter. &lt;/p&gt;
&lt;p&gt;It provides a good acoustic seal and standardizes the coupling, ensuring repeatable coupler measurements. The Aidapter™ also eliminates the hygienic issues of using Blutak.&lt;br /&gt; &lt;br /&gt;The Aidapter™ is compatible with all hearing aid fitting devices from Interacoustics including the Callisto TBS10, TBS25, Affinity 2 and Affinity Compact.&lt;/p&gt;
&lt;p&gt; &lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/aidaptors.png&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;For more information on Affinity Compact, please also refer to our website with these links :&lt;/p&gt;
&lt;p&gt;Website: &lt;a href=&quot;https://www.interacoustics.com/hearing-aid-fitting/affinity-compact&quot;&gt;Affinity Compact | Modular fitting solution | Interacoustics&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Video: &lt;a href=&quot;https://youtu.be/i_Y1BatPTK0&quot;&gt;Affinity Compact YouTube&lt;/a&gt; &lt;/p&gt;
&lt;p&gt;Instructions for Us: &lt;a href=&quot;https://www.interacoustics.com/hearing-aid-fitting/affinity/support&quot;&gt;Operation Instruction (interacoustics.com)&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Academy training: &lt;a href=&quot;https://www.interacoustics.com/academy/hearing-aid-fitting-training/rem&quot;&gt;Real ear measurement (REM) training | Interacoustics&lt;/a&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Next month we will cover Visible Speech Mapping (VSMP) and how you can fully utilise this great REM program into your clinic. Helping you obtain faster results with counselling advantages. &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;To chat to our team about your Affinity Compact needs and how we can help you better refine your assessments, &lt;/strong&gt;&lt;/p&gt;
&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;please call (02) 8899 1200 or email us at &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt;.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>ASSR</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/assr"/>
		<published>2022-11-05T10:47:35+00:00</published>
		<updated>2022-11-05T10:47:35+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/assr</id>
		<author>
			<name>Helena Wojtycza</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/ASSR_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;ASSR on the Interacoustics Eclipse&lt;/strong&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;There is a common misconception that ASSR is only suitable for detecting severe to profound hearing losses and that ASSR isn’t sensitive enough or able to detect normal hearing. A lot has changed in the world of ASSR since it was first released in the 90’s.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Previous ASSR technology was shown to have poor correlation with behavioural thresholds and was also found to not be as sensitive as ABR. This has all changed with the introduction of the second generation ASSR in the Interacoustics Eclipse.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Interacoustics second generation ASSR now ensures accurate and sensitive results can be obtained all within very efficient timeframes.&lt;/p&gt;
&lt;p&gt;These improvements in sensitivity and accuracy are achieved via the implementation of the following technologies. This is achieved via the use of:&lt;/p&gt;
&lt;p&gt;1. CE Chirp stimuli. CE Chirp stimuli ensures synchronous activation of the basilar membrane which leads to better SNR and faster testing time. Take a look at our quick &lt;a href=&quot;https://www.youtube.com/watch?v=JTZQhIqjJCA&quot;&gt;video demonstration of CE Chirp&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;2. Utilisation of multiple harmonics instead of relying solely on the fundamental frequency&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/Harmonics.png&quot; alt=&quot;&quot; width=&quot;364&quot; height=&quot;153&quot; /&gt;&lt;/p&gt;
&lt;p&gt; 3. Phase coherence – a true response will have a similar phase delay to the stimulus.&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/Phase.png&quot; alt=&quot;&quot; width=&quot;363&quot; height=&quot;152&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Want to know more?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;A paper by Sininger et al (2018) compared the thresholds and time taken to perform ASSR and ABR in 4 frequencies in each ear for a group of infants and toddlers. The results they obtained demonstrated lower thresholds were obtained with ASSR; specifically, 14.39dB lower at 500Hz, 10.12 at 1000Hz, 3.73 at 2000Hz and 3.67 at 4000Hz. Further to this there was a significant reduction in test time.&lt;/p&gt;
&lt;p&gt;To get a great rundown of the research and application of ASSR, tune in to Dr Yvonne Sininger’s webinar “ASSR findings in Infants” to get in to the nitty gritty of how it all works: &lt;a href=&quot;https://www.interacoustics.com/academy/evoked-potentials/assr/assr-research-findings-in-infants&quot;&gt;Click here&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Want to test it out yourself?&lt;/p&gt;
&lt;p&gt;Give us a call (02) 8899 1200 or email &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt; and have a chat with one of our audiologists about how to arrange a demo.&lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/ASSR_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;h1 style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;strong&gt;ASSR on the Interacoustics Eclipse&lt;/strong&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;There is a common misconception that ASSR is only suitable for detecting severe to profound hearing losses and that ASSR isn’t sensitive enough or able to detect normal hearing. A lot has changed in the world of ASSR since it was first released in the 90’s.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Previous ASSR technology was shown to have poor correlation with behavioural thresholds and was also found to not be as sensitive as ABR. This has all changed with the introduction of the second generation ASSR in the Interacoustics Eclipse.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;Interacoustics second generation ASSR now ensures accurate and sensitive results can be obtained all within very efficient timeframes.&lt;/p&gt;
&lt;p&gt;These improvements in sensitivity and accuracy are achieved via the implementation of the following technologies. This is achieved via the use of:&lt;/p&gt;
&lt;p&gt;1. CE Chirp stimuli. CE Chirp stimuli ensures synchronous activation of the basilar membrane which leads to better SNR and faster testing time. Take a look at our quick &lt;a href=&quot;https://www.youtube.com/watch?v=JTZQhIqjJCA&quot;&gt;video demonstration of CE Chirp&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;2. Utilisation of multiple harmonics instead of relying solely on the fundamental frequency&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/Harmonics.png&quot; alt=&quot;&quot; width=&quot;364&quot; height=&quot;153&quot; /&gt;&lt;/p&gt;
&lt;p&gt; 3. Phase coherence – a true response will have a similar phase delay to the stimulus.&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/Phase.png&quot; alt=&quot;&quot; width=&quot;363&quot; height=&quot;152&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Want to know more?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;A paper by Sininger et al (2018) compared the thresholds and time taken to perform ASSR and ABR in 4 frequencies in each ear for a group of infants and toddlers. The results they obtained demonstrated lower thresholds were obtained with ASSR; specifically, 14.39dB lower at 500Hz, 10.12 at 1000Hz, 3.73 at 2000Hz and 3.67 at 4000Hz. Further to this there was a significant reduction in test time.&lt;/p&gt;
&lt;p&gt;To get a great rundown of the research and application of ASSR, tune in to Dr Yvonne Sininger’s webinar “ASSR findings in Infants” to get in to the nitty gritty of how it all works: &lt;a href=&quot;https://www.interacoustics.com/academy/evoked-potentials/assr/assr-research-findings-in-infants&quot;&gt;Click here&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Want to test it out yourself?&lt;/p&gt;
&lt;p&gt;Give us a call (02) 8899 1200 or email &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt; and have a chat with one of our audiologists about how to arrange a demo.&lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>ASSR and ABR Comparison on the Eclipse</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/abr-assr-eclipse"/>
		<published>2023-11-30T14:56:01+00:00</published>
		<updated>2023-11-30T14:56:01+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/abr-assr-eclipse</id>
		<author>
			<name>Helena Wojtycza</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/evoked_potentials_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;u&gt;ABR &amp;amp; ASSR Comparison on the Interacoustics Eclipse&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The introduction of the new Eclipse ASSR technology has encouraged more and more clinics to make ASSR an integral part of their newborn hearing test protocol. How can we utilise ASSR results and what should we keep in mind when comparing them to ABR thresholds? This blog post will attempt to answer these questions and provide important points for consideration.&lt;/p&gt;
&lt;p&gt;For clinicians who have not used the Eclipse ASSR platform, here is a link to a quick video explaining the testing process: &lt;a href=&quot;https://www.interacoustics.com/academy/evoked-potentials/assr/what-is-assr-hearing-testing&quot;&gt;What is ASSR Hearing Testing&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;The ASSR module on the Eclipse enables testing all 4 main frequencies in both ears at the same time. It uses a CE-Chirp stimulus and a powerful detection algorithm which improves threshold detection. ASSR is an objective test showing the statistical certainty of a result rather than looking for a wave V on an ABR waveform. In view of this, research has found that the new generation of ASSR is on average yielding better thresholds than threshold ABR testing. The Sininger et al 2018 paper shows the main differences were at the lower frequencies.&lt;/p&gt;
&lt;p&gt;The &lt;span style=&quot;text-decoration: underline;&quot;&gt;corrected&lt;/span&gt; ABR–ASSR discrepancy. The table below describes the average dB that ASSR results were &lt;u&gt;below&lt;/u&gt; the ABR threshold at the same frequency.&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/ABR_ASSR_table.png&quot; alt=&quot;&quot; width=&quot;187&quot; height=&quot;117&quot; /&gt;&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;If there is a considerable difference in results between the two tests you may need to consider the following points:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Compare the same stimulus type&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;ASSR uses the CE-Chirp stimulus, so it is easier to compare with ABR also using CE-Chirp stimulus. CE-Chirp gives a larger wave V as it considers the travel time of the stimulus in the cochlear. If the clinic is using a different stimulus type for ABR eg. toneburst, click etc. it is difficult to compare to ASSR CE-Chirp, as the ASSR may have lower thresholds.&lt;/p&gt;
&lt;ol start=&quot;2&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Use the latest Eclipse software for ABR and ASSR available&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;At the time of writing the latest ABR/EP software 4.6.1 has the new FMP calculation. This calculation is not affected by the HP and LP filter setting.&lt;/p&gt;
&lt;p&gt;ASSR software 1.3.0 now has correction factors for BC and the artefact rejection level defaults to 20 uV (which is a more appropriate level).&lt;/p&gt;
&lt;ol start=&quot;3&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Recommended protocol for ASSR&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Before commencing an ASSR, you can select the test method priority and the correction factors to use. Test method priority options are speed or accuracy. We would recommend using “Accuracy” for testing babies. This gives a 99 % confidence in the result, as opposed to 95% for Speed.&lt;/p&gt;
&lt;p&gt;You should also select the correction factors for ASSR for inserts, headphones, and BC. This is available for different ages up to 2 years of age. These transducer details need to be added into the protocol set up for each test, so that the system converts nHL to eHL automatically. The result is an audiogram which has both nHL and eHL marked.&lt;/p&gt;
&lt;ol start=&quot;4&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Use residual noise as a stop criteria&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;span class=&quot;ui-provider fz b c d e f g h i j k l m n o p q r s t u v w x y z ab ac ae af ag ah ai aj ak&quot; dir=&quot;ltr&quot;&gt;If you are only collecting 2000 sweeps and not considering the residual noise, you may find the traces obtained have too much noise, which can obscure your waveform&lt;/span&gt;. Worldwide it is recommended to use a stop criteria of 15-25nV for infants depending on the test room environment. If higher residual noise is present, more sweeps will be needed to achieve a result. If you are only collecting 2000 sweeps and not considering the residual noise, you may find the traces obtained have too much noise.&lt;/p&gt;
&lt;ol start=&quot;5&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Repeat waveforms if needed&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;It is recommended to repeat waveforms at the “response absent” level to help confirm the result. If unsure of a waveform during testing, repeat to confirm.&lt;/p&gt;
&lt;ol start=&quot;6&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Use the ABR wave V trough marker to check amplitude and SNR of the waveform&lt;/u&gt;&lt;/strong&gt;.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Place the wave V trough marker at the lowest point that follows wave V (generally around 10ms). An amplitude of 0.04 or greater – then you probably have an ABR. If less than this, may not be big enough to count. The trough also gives us a SNR. (amplitude divided by residual noise). A value of 3.1 as a minimum is acceptable. This means ABR is 3 times larger than the noise. Any less is not acceptable.&lt;/p&gt;
&lt;ol start=&quot;7&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Ensure that correction factors are used to obtain eHL&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;For ASSR on the Eclipse, if the age and transducer used are selected in the protocol before testing, the ASSR module will automatically calculate the eHL and plot on an audiogram.&lt;/p&gt;
&lt;p&gt;For ABR on the Eclipse, the combined correction tables from the BSA Guidelines (2021) are recommended for converting ABR thresholds to eHL. The Chirp data in these tables refers to the CE-Chirp which is used in the Eclipse.&lt;/p&gt;
&lt;p&gt;To compare ABR and ASSR thresholds, you need to compare in eHL.&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Conclusion&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Incorporating ASSR testing into your ABR tests yields numerous advantages. As we compare this technique to more conventional methods, we must make sure we're mindful of the changes that might be required to ensure accurate comparisons. These include; using the same stimulus, carefully inspecting our noise parameters, and deploying up-to-date software. Doing so guarantees quicker, more reliable, and more accurate results for both types of tests.&lt;/p&gt;
&lt;p&gt;If you need help with your ASSR and ABR testing, please reach out to our experienced audiological team to assist you via email at &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt; or phone on 02 8899 1200.  &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;R&lt;/strong&gt;&lt;/span&gt;&lt;u style=&quot;font-weight: bold;&quot;&gt;eferences&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;British Society of Audiology (2021), Guidelines for the Early Audiological Assessment and Management of Babies Referred from the Newborn Hearing Screening Programme: &lt;/em&gt;&lt;em&gt;&lt;a href=&quot;https://www.thebsa.org.uk/guidance-documents/guidelines-for-the-early-audiological-assessment-and-management-of-babies-referred-from-the-newborn-hearing-screening-programme-2022/&quot;&gt;Practice Guidance Document&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Sininger, Yvonne S; Hunter, Lisa L; Hayes, Deborah; Roush Patricia A; Uhler Kristin M (2018): Evaluation of speed and accuracy of next generation of ASSR and ABR audiometry in children with normal hearing and hearing loss: Ear &amp;amp; Hearing 2018 Nov-Dec; 39(6) 1207-1223. &lt;/em&gt;&lt;em&gt;Abstract available here: &lt;a href=&quot;https://pubmed.ncbi.nlm.nih.gov/29624540/&quot;&gt;Sinniger et al Abstract&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/evoked_potentials_tile.jpg&quot; alt=&quot;&quot; width=&quot;945&quot; height=&quot;461&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&lt;u&gt;ABR &amp;amp; ASSR Comparison on the Interacoustics Eclipse&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The introduction of the new Eclipse ASSR technology has encouraged more and more clinics to make ASSR an integral part of their newborn hearing test protocol. How can we utilise ASSR results and what should we keep in mind when comparing them to ABR thresholds? This blog post will attempt to answer these questions and provide important points for consideration.&lt;/p&gt;
&lt;p&gt;For clinicians who have not used the Eclipse ASSR platform, here is a link to a quick video explaining the testing process: &lt;a href=&quot;https://www.interacoustics.com/academy/evoked-potentials/assr/what-is-assr-hearing-testing&quot;&gt;What is ASSR Hearing Testing&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;The ASSR module on the Eclipse enables testing all 4 main frequencies in both ears at the same time. It uses a CE-Chirp stimulus and a powerful detection algorithm which improves threshold detection. ASSR is an objective test showing the statistical certainty of a result rather than looking for a wave V on an ABR waveform. In view of this, research has found that the new generation of ASSR is on average yielding better thresholds than threshold ABR testing. The Sininger et al 2018 paper shows the main differences were at the lower frequencies.&lt;/p&gt;
&lt;p&gt;The &lt;span style=&quot;text-decoration: underline;&quot;&gt;corrected&lt;/span&gt; ABR–ASSR discrepancy. The table below describes the average dB that ASSR results were &lt;u&gt;below&lt;/u&gt; the ABR threshold at the same frequency.&lt;/p&gt;
&lt;p&gt;&lt;img style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; src=&quot;https://interacoustics.com.au/images/AU/blog/ABR_ASSR_table.png&quot; alt=&quot;&quot; width=&quot;187&quot; height=&quot;117&quot; /&gt;&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;If there is a considerable difference in results between the two tests you may need to consider the following points:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Compare the same stimulus type&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;ASSR uses the CE-Chirp stimulus, so it is easier to compare with ABR also using CE-Chirp stimulus. CE-Chirp gives a larger wave V as it considers the travel time of the stimulus in the cochlear. If the clinic is using a different stimulus type for ABR eg. toneburst, click etc. it is difficult to compare to ASSR CE-Chirp, as the ASSR may have lower thresholds.&lt;/p&gt;
&lt;ol start=&quot;2&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Use the latest Eclipse software for ABR and ASSR available&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;At the time of writing the latest ABR/EP software 4.6.1 has the new FMP calculation. This calculation is not affected by the HP and LP filter setting.&lt;/p&gt;
&lt;p&gt;ASSR software 1.3.0 now has correction factors for BC and the artefact rejection level defaults to 20 uV (which is a more appropriate level).&lt;/p&gt;
&lt;ol start=&quot;3&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Recommended protocol for ASSR&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Before commencing an ASSR, you can select the test method priority and the correction factors to use. Test method priority options are speed or accuracy. We would recommend using “Accuracy” for testing babies. This gives a 99 % confidence in the result, as opposed to 95% for Speed.&lt;/p&gt;
&lt;p&gt;You should also select the correction factors for ASSR for inserts, headphones, and BC. This is available for different ages up to 2 years of age. These transducer details need to be added into the protocol set up for each test, so that the system converts nHL to eHL automatically. The result is an audiogram which has both nHL and eHL marked.&lt;/p&gt;
&lt;ol start=&quot;4&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Use residual noise as a stop criteria&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;span class=&quot;ui-provider fz b c d e f g h i j k l m n o p q r s t u v w x y z ab ac ae af ag ah ai aj ak&quot; dir=&quot;ltr&quot;&gt;If you are only collecting 2000 sweeps and not considering the residual noise, you may find the traces obtained have too much noise, which can obscure your waveform&lt;/span&gt;. Worldwide it is recommended to use a stop criteria of 15-25nV for infants depending on the test room environment. If higher residual noise is present, more sweeps will be needed to achieve a result. If you are only collecting 2000 sweeps and not considering the residual noise, you may find the traces obtained have too much noise.&lt;/p&gt;
&lt;ol start=&quot;5&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Repeat waveforms if needed&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;It is recommended to repeat waveforms at the “response absent” level to help confirm the result. If unsure of a waveform during testing, repeat to confirm.&lt;/p&gt;
&lt;ol start=&quot;6&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Use the ABR wave V trough marker to check amplitude and SNR of the waveform&lt;/u&gt;&lt;/strong&gt;.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Place the wave V trough marker at the lowest point that follows wave V (generally around 10ms). An amplitude of 0.04 or greater – then you probably have an ABR. If less than this, may not be big enough to count. The trough also gives us a SNR. (amplitude divided by residual noise). A value of 3.1 as a minimum is acceptable. This means ABR is 3 times larger than the noise. Any less is not acceptable.&lt;/p&gt;
&lt;ol start=&quot;7&quot;&gt;
&lt;li&gt;&lt;strong&gt;&lt;u&gt;Ensure that correction factors are used to obtain eHL&lt;/u&gt;&lt;/strong&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;For ASSR on the Eclipse, if the age and transducer used are selected in the protocol before testing, the ASSR module will automatically calculate the eHL and plot on an audiogram.&lt;/p&gt;
&lt;p&gt;For ABR on the Eclipse, the combined correction tables from the BSA Guidelines (2021) are recommended for converting ABR thresholds to eHL. The Chirp data in these tables refers to the CE-Chirp which is used in the Eclipse.&lt;/p&gt;
&lt;p&gt;To compare ABR and ASSR thresholds, you need to compare in eHL.&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Conclusion&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Incorporating ASSR testing into your ABR tests yields numerous advantages. As we compare this technique to more conventional methods, we must make sure we're mindful of the changes that might be required to ensure accurate comparisons. These include; using the same stimulus, carefully inspecting our noise parameters, and deploying up-to-date software. Doing so guarantees quicker, more reliable, and more accurate results for both types of tests.&lt;/p&gt;
&lt;p&gt;If you need help with your ASSR and ABR testing, please reach out to our experienced audiological team to assist you via email at &lt;a href=&quot;mailto:info@interacoustics.com.au&quot;&gt;info@interacoustics.com.au&lt;/a&gt; or phone on 02 8899 1200.  &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;R&lt;/strong&gt;&lt;/span&gt;&lt;u style=&quot;font-weight: bold;&quot;&gt;eferences&lt;/u&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;British Society of Audiology (2021), Guidelines for the Early Audiological Assessment and Management of Babies Referred from the Newborn Hearing Screening Programme: &lt;/em&gt;&lt;em&gt;&lt;a href=&quot;https://www.thebsa.org.uk/guidance-documents/guidelines-for-the-early-audiological-assessment-and-management-of-babies-referred-from-the-newborn-hearing-screening-programme-2022/&quot;&gt;Practice Guidance Document&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Sininger, Yvonne S; Hunter, Lisa L; Hayes, Deborah; Roush Patricia A; Uhler Kristin M (2018): Evaluation of speed and accuracy of next generation of ASSR and ABR audiometry in children with normal hearing and hearing loss: Ear &amp;amp; Hearing 2018 Nov-Dec; 39(6) 1207-1223. &lt;/em&gt;&lt;em&gt;Abstract available here: &lt;a href=&quot;https://pubmed.ncbi.nlm.nih.gov/29624540/&quot;&gt;Sinniger et al Abstract&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;</content>
		<category term="Blog" />
	</entry>
	<entry>
		<title>Audiometry made plug and play</title>
		<link rel="alternate" type="text/html" href="https://interacoustics.com.au/updates/blog/audiometry-made-plug-and-play"/>
		<published>2021-03-15T10:20:25+00:00</published>
		<updated>2021-03-15T10:20:25+00:00</updated>
		<id>https://interacoustics.com.au/updates/blog/audiometry-made-plug-and-play</id>
		<author>
			<name>Dominika Kostecka</name>
		</author>
		<summary type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/luna.jpg&quot; alt=&quot;&quot; width=&quot;740&quot; height=&quot;360&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;At Interacoustics, we know that hearing screening is an essential service in ensuring early diagnoses and improved management of hearing loss, so we’ve developed a simple solution to help you see more patients with ease. Now available, Luna is a fast and reliable air conduction audiometer built right into a headset.&lt;/p&gt;
</summary>
		<content type="html">&lt;p&gt;&lt;img src=&quot;https://interacoustics.com.au/images/AU/blog/luna.jpg&quot; alt=&quot;&quot; width=&quot;740&quot; height=&quot;360&quot; loading=&quot;lazy&quot;&gt;&lt;/p&gt;&lt;p&gt;At Interacoustics, we know that hearing screening is an essential service in ensuring early diagnoses and improved management of hearing loss, so we’ve developed a simple solution to help you see more patients with ease. Now available, Luna is a fast and reliable air conduction audiometer built right into a headset.&lt;/p&gt;
</content>
		<category term="Blog" />
	</entry>
</feed>
