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<?xml-stylesheet type="text/xsl" href="https://e2e.ti.com/cfs-file/__key/system/syndication/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Isolation forum - Recent Threads</title><link>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Fri, 06 Mar 2026 06:18:39 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum" /><item><title>ISO1050: ISO1050 CANBUS Waveform issue</title><link>https://e2e.ti.com/thread/1623431?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 06:18:39 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e78945b2-14db-466d-9ecc-3a41a4c9532e</guid><dc:creator>Yang Wu</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1623431?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1623431/iso1050-iso1050-canbus-waveform-issue/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO1050" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO1050&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;We meet the ISO1050 CANBUS waveform issue, I creat this post to let customer can add more background, issue description etc.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thanks.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best regards.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN6507: Design of a Push Pull Converter SN6507 based</title><link>https://e2e.ti.com/thread/1623116?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 12:25:58 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6aca5193-4273-4fd1-845d-7374be783d22</guid><dc:creator>Berlioz Taka</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623116?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1623116/sn6507-design-of-a-push-pull-converter-sn6507-based/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN6507" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN6507&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I am working on a design of a push-pull converter for generating from an input voltage of 24V (+-6V) an isolated 5V / 2W for a stepper motor servo drive. The design should take the variation of the input voltage into account and adjust the duty cycle accordingly to keep the output stable.&amp;nbsp; The transformer I intent to use for my purpose is the one I attached to this writing (750319695 from W&amp;uuml;rth Elektronik). The Design should run at 1MHz switching frequency.&lt;/p&gt;
&lt;p&gt;what would please a design solution from you based on the SN6507 to fullfil my requirements?&lt;/p&gt;
&lt;p&gt;thank you&lt;/p&gt;
&lt;p&gt;&lt;img 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" width="603" height="207" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/750319695.pdf" target="_blank" rel="noopener" data-temp-id="750319695.pdf-651232"&gt;750319695.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO7742TB-Q1: ISO7742 not driving Isolating transformer</title><link>https://e2e.ti.com/thread/1622822?ContentTypeID=0</link><pubDate>Wed, 04 Mar 2026 23:21:56 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9e17a693-235e-489c-88ba-e8407ffa8b49</guid><dc:creator>digilog</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1622822?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1622822/iso7742tb-q1-iso7742-not-driving-isolating-transformer/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO7742TB-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO7742TB-Q1&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO7742" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO7742&lt;/a&gt;&lt;/p&gt;&lt;p&gt;I have designed a PCB using the ISO7742TBDWRQ1 and the Wurth 760390015 transformer and have followed the data sheet and application notes on the design but the ISO7742 pin 1 and pin 2 do not oscillate and are fixed at 3.3v.&lt;/p&gt;
&lt;p&gt;The power supply to the device is 3.3V and I have verified this on the board.&lt;/p&gt;
&lt;p&gt;I have checked all connections and layout and cannot see any obvious problems. Each of my boards contain 2 of these circuits and I have so far tested 2 boards and non of the ISO7742 devices are operating.&lt;/p&gt;
&lt;p&gt;The only thing I can see is that at the moment the INA, INB are floating and measure about 3V but according to the data sheet this should be OK?&lt;/p&gt;
&lt;p&gt;DO you have any ideas as to why these are not working?&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/ISO7742.pdf" target="_blank" rel="noopener" data-temp-id="ISO7742.pdf-146177"&gt;ISO7742.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO7762DWEVM: Current Limits</title><link>https://e2e.ti.com/thread/1622810?ContentTypeID=0</link><pubDate>Wed, 04 Mar 2026 22:42:26 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9adc880a-e259-4061-ab10-13312ac00451</guid><dc:creator>Alexander Fitzgerald</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1622810?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1622810/iso7762dwevm-current-limits/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/ISO7762DWEVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;ISO7762DWEVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;What are the output high and low current limits for the ISO7762DWEVM?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOW1412: Clarification on ISOW1412DFMR</title><link>https://e2e.ti.com/thread/1622718?ContentTypeID=0</link><pubDate>Wed, 04 Mar 2026 17:01:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d2e84b04-22ed-4e6b-b18b-1380a70ada26</guid><dc:creator>Dineshkumar Jebastin</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1622718?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1622718/isow1412-clarification-on-isow1412dfmr/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOW1412" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOW1412&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;br&gt;&lt;br&gt;We are from LTTS.We are currently working on the industrial module project.On the old module we were using the ISO3086TDWR but it has separate transformer and LDO.To Make the design simple we are going to ISOW1412DFMR .So we need a clarity on whether we can use this RS485 instead of the old one .&lt;br&gt;&lt;br&gt;Thanks,&lt;br&gt;Dinesh.&lt;/p&gt;
&lt;div data-ccp-timestamp="1772643381471"&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOM8110-Q1: circuit review</title><link>https://e2e.ti.com/thread/1622561?ContentTypeID=0</link><pubDate>Wed, 04 Mar 2026 12:44:56 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1ba34994-48f3-447f-84d4-62070a8f756f</guid><dc:creator>prema R</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1622561?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1622561/isom8110-q1-circuit-review/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOM8110-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOM8110-Q1&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOM8113" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOM8113&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi&lt;/p&gt;
&lt;p&gt;We are using ISOM8110DFSRQ1 in our design. We have connected a 24V signal to pin 1. Please let us know if any concern in this circuit.&lt;!--StartFragment--&gt;&lt;/p&gt;
&lt;p&gt;&lt;img 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" alt=" "&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO1212: ISO1212 bidirectional input design</title><link>https://e2e.ti.com/thread/1622500?ContentTypeID=0</link><pubDate>Wed, 04 Mar 2026 10:19:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bcb5ee9e-7e1d-43a5-af33-3748c05f17cc</guid><dc:creator>Jensen Huang</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1622500?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1622500/iso1212-iso1212-bidirectional-input-design/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO1212" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO1212&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;As the datasheet mentioned diagram as below, &lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/1488.image.png" alt="image.png" width="658" height="213" data-temp-id="image.png-58920"&gt;&lt;/p&gt;
&lt;p&gt;First: What the Cin position is better? Refer to the figure 8-16,&amp;nbsp; I think the Cin is design for filter then why not put the Cin after Rthr? What other purpose does it have?&lt;/p&gt;
&lt;p&gt;Second: Continuing the question1, reference circuit as below.&lt;/p&gt;
&lt;p&gt;As the mentioned, we need a bidirectional input design, then filter also needed for two inputs so does Rthr can be divide by 2 then put at input side?&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/0841.image.png" alt="image.png" width="627" height="184" data-temp-id="image.png-47226"&gt;&lt;/p&gt;
&lt;p&gt;Third, If we also need a TVS to prevent EMS , we can put it at where?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN6507: Simulation Webench</title><link>https://e2e.ti.com/thread/1622174?ContentTypeID=0</link><pubDate>Tue, 03 Mar 2026 19:14:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:face5acf-c41b-4513-8a1d-aa7aec5641a5</guid><dc:creator>Venkata Rami Reddy  Vempati</dc:creator><slash:comments>9</slash:comments><comments>https://e2e.ti.com/thread/1622174?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1622174/sn6507-simulation-webench/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN6507" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN6507&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;I&amp;#39;m unable to perform the simulation for the SN6507DGQRQ. Could you please provide any available simulation files or support (Webench, TINA, or PSpice)?&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Rami Reddy&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO1410: Failure analysis of ISO1410BDWR</title><link>https://e2e.ti.com/thread/1621832?ContentTypeID=0</link><pubDate>Tue, 03 Mar 2026 06:40:45 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c74a0c73-09f1-4405-a3ff-58065f36dd4a</guid><dc:creator>Masaoka Tsubasa</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1621832?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1621832/iso1410-failure-analysis-of-iso1410bdwr/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO1410" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO1410&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/No.2603002.xlsx" target="_blank" rel="noopener" data-temp-id="No.2603002.xlsx-1794800"&gt;No.2603002.xlsx&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you for your continued support.&lt;/p&gt;
&lt;p&gt;This is Masaoka from Mitsubishi Electric, Fukuyama Works.&lt;/p&gt;
&lt;p&gt;Regarding the above subject, a failure of ISO1410BDWR was detected during the production process. The symptom is the same as the one for which we previously requested a failure analysis: when we examined the electrical characteristics under the conditions you provided earlier, an abnormality was observed in the output waveform of pin 3 (see attached Excel).&lt;/p&gt;
&lt;p&gt;We previously requested a failure analysis from your company for this issue, but the request was declined.&lt;/p&gt;
&lt;p&gt;We would like to identify the root cause. Until you are able to accept the failure analysis request, what additional verifications or investigations should we carry out?&lt;/p&gt;
&lt;p&gt;Thank you in advance for your assistance.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br&gt;Masaoka&lt;br&gt;Mitsubishi Electric, Fukuyama Works&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>UCC15241-Q1: Inquiry Regarding UCC15241-Q1 leakage current(?) issue</title><link>https://e2e.ti.com/thread/1621752?ContentTypeID=0</link><pubDate>Tue, 03 Mar 2026 01:51:45 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:92834d3c-a3b1-4cb9-b3c0-d394164a7f31</guid><dc:creator>JeongWoo LIM</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1621752?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1621752/ucc15241-q1-inquiry-regarding-ucc15241-q1-leakage-current-issue/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/UCC15241-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;UCC15241-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;
&lt;p&gt;Hello,&lt;br&gt;I am a power conversion system engineer currently using your UCC15241‑Q1 device in our designs.&lt;/p&gt;
&lt;p&gt;Since the newly released UCC15241‑Q1 became available, we attempted to use it as the power supply for our gate‑driver circuitry. While the basic power delivery and gating functions appear to operate without issues, we observed an unexpected phenomenon: the DC‑link capacitor of the main power conversion circuit begins charging through the gate‑driver board.&lt;/p&gt;
&lt;p&gt;Even when only a 24 V input is applied to the UCC15241‑Q1, with the gate board connected to the main circuit, the DC‑link capacitor charges up to nearly 100 V.&lt;br&gt;Based on my initial assessment, I suspect that leakage current through the galvanic isolation may be contributing to this behavior.&lt;/p&gt;
&lt;p&gt;I am sharing the schematic of our design below and would greatly appreciate your review and feedback.&lt;br&gt;(For reference, our gate driver uses the UCC21717, and this issue did not occur before changing the power supply device.)&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/20260303105104.png" alt="20260303105104.png" width="680" height="551" data-temp-id="20260303105104.png-124414"&gt;&lt;/p&gt;
&lt;p&gt;Thank you in advance for your support, and I look forward to your guidance.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br&gt;Jeongwoo Lim&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO1042-Q1: schematics review</title><link>https://e2e.ti.com/thread/1621651?ContentTypeID=0</link><pubDate>Mon, 02 Mar 2026 17:02:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:cb8b099a-d2fb-4360-84d8-31b0e80bdef1</guid><dc:creator>prema R</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1621651?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1621651/iso1042-q1-schematics-review/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO1042-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO1042-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi&lt;/p&gt;
&lt;p&gt;we are using ISO1042BQDWQ1 in our Retarder ECS design. WE have provided 120 ohms termination as an option depending on whether external termination is present or not in the device connected to our CAN. Please let us know if any concerns in this schematics.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/5224.image.png" alt="image.png" data-temp-id="image.png-63345"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO1412DWEVM: The power dissipation related</title><link>https://e2e.ti.com/thread/1621375?ContentTypeID=0</link><pubDate>Mon, 02 Mar 2026 09:00:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:42f83a29-16e6-42a0-b859-45934d34c9b1</guid><dc:creator>Hridya TV</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1621375?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1621375/iso1412dwevm-the-power-dissipation-related/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/ISO1412DWEVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;ISO1412DWEVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Team,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We are using ISO1412DW IC in our control electronics system for communication. We would like to know how the power dissipation is calculated. We are using 5V at rxr side and 3.3V at the MCU side. In this case, how can we interpret the power dissipation in the IC?&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/7380.image.png" alt="image.png" data-temp-id="image.png-47721"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO7741: RF susceptibility of the ISO7741FDW</title><link>https://e2e.ti.com/thread/1620641?ContentTypeID=0</link><pubDate>Thu, 26 Feb 2026 21:55:39 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6324d4e8-0916-443e-8fa4-b71a4bf58fbe</guid><dc:creator>Warren</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1620641?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1620641/iso7741-rf-susceptibility-of-the-iso7741fdw/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO7741" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO7741&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO6441" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO6441&lt;/a&gt;&lt;/p&gt;&lt;p&gt;We discovered that the ISO7741FDW is susuceptable to radiated fileds at 1.2GHz and 2.4GHz. A signficant amount of effort was put into tightening the shielding of the electronics encloser and filtering all I/O, but we have not been able to reliably solve the issue. We replaced the isolator with the equivilent Skyworks isolator and have had reliably passing results with no upsets. We would like to know if there are known susceptabilies with the ISO7741FDW. My best guess is that the carrier used for signal transmission must be close to 1.2GHz, and the threat is jamming the transmitted signal. There is an advertised new replacement part on TI&amp;#39;s web site, the &lt;span style="font-size:11.0pt;font-family:Aptos, sans-serif;"&gt;ISO6441. This is advertised as &amp;quot;EMI robust&amp;quot;. Would this part have a better chance of passing radiated susceptability testing?&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOW1412: CISPR 32</title><link>https://e2e.ti.com/thread/1620514?ContentTypeID=0</link><pubDate>Thu, 26 Feb 2026 14:27:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c381cb74-2cce-4c65-9d06-2964ec3202db</guid><dc:creator>Hori Shota</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1620514?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1620514/isow1412-cispr-32/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOW1412" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOW1412&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;Since the ISOW1412DFMR and ISOW1412BDFMR are said to be CISPR32 compliant, could you please share the radiated emissions test results for the 1 GHz to 6 GHz range with 3.3V input and 3.3V output? I couldn&amp;#39;t find any.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best Regards,&lt;/p&gt;
&lt;p&gt;Shota&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN6505B: Current sensing on GND pin</title><link>https://e2e.ti.com/thread/1620119?ContentTypeID=0</link><pubDate>Wed, 25 Feb 2026 17:28:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:49d8275f-2144-4ba1-b47d-798b92d11300</guid><dc:creator>Larry Gunseor</dc:creator><slash:comments>7</slash:comments><comments>https://e2e.ti.com/thread/1620119?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1620119/sn6505b-current-sensing-on-gnd-pin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN6505B" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN6505B&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/SN6501" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN6501&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Need to know if it&amp;#39;s possible to monitor current for the SN6505B transformer driver by putting a current sense resistor between Pin 4 and GND.&amp;nbsp; If you do this does it effect the operation of the IC.&amp;nbsp; If a resistor can be used between Pin 4 and GND, what is the max value that could be used.&amp;nbsp; Looking to use a 1 Ohm resistor but could use a smaller value.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOM8710: ISOM8710 Input side maximum reverse current leakage value.</title><link>https://e2e.ti.com/thread/1619946?ContentTypeID=0</link><pubDate>Wed, 25 Feb 2026 11:02:42 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b529b0ca-3b1d-4b91-87e4-f72959fa43ae</guid><dc:creator>Ben van den Bergh</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1619946?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1619946/isom8710-isom8710-input-side-maximum-reverse-current-leakage-value/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOM8710" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOM8710&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear forum members.&lt;/p&gt;
&lt;p&gt;From the datasheet SLLSFO4C Table 7.1 the maximum input reverse voltage is 5V.&lt;br&gt;From the datasheet SLLSFO4C Table 7.9 the maximum input reverse current is 10uA.&lt;br&gt;We have a implementation where the input to the ISOM8710 will be driven using a constant curren diode and also a series diode (The diode is to protect the CCD from reverse polarity amongs others).&lt;/p&gt;
&lt;p&gt;&lt;br&gt;However due to the above spesifications does this imply that the absolute worst case reverse leakage of the series diode must be less than 10uA (Across temperature, voltage and process variations)&lt;br&gt;To protect the ISOM8710 input circuit?&lt;br&gt;Alternativley we could also add an aditional very low leakage diode in parallel across&amp;nbsp; pins 1 and 2 of the ISOM8710&amp;#39;s input.&lt;br&gt;This however will unfortunately add another part to the BOM.&lt;br&gt;In short did we interprete the datasheet spesification regarding input reverse current correctly?&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO7021: Can i use this isolator for PWM signal of 100khz</title><link>https://e2e.ti.com/thread/1619423?ContentTypeID=0</link><pubDate>Tue, 24 Feb 2026 09:01:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3a9cac1d-c415-4fd5-b68c-16f527a0df7c</guid><dc:creator>SRAVAN KUMAR VEESAM</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1619423?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1619423/iso7021-can-i-use-this-isolator-for-pwm-signal-of-100khz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO7021" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO7021&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I would like to confirm whether the ISO7021 isolator can be used for isolation from a 3.3V logic side to another 3.3V logic side. The PWM signal frequency is 100 kHz, and it is generated from the TMS320F28379DPTPS.&lt;/p&gt;
&lt;p&gt;If this device is suitable, could you please let me know how much input current it will draw from the MCU pin?&lt;/p&gt;
&lt;p&gt;If it is not suitable for this application, kindly suggest an alternative isolator part number.&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br&gt;Sravan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOM8110: Are there any noise standards that it meets?</title><link>https://e2e.ti.com/thread/1619327?ContentTypeID=0</link><pubDate>Tue, 24 Feb 2026 04:42:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:dc3b9ca1-8966-4fbb-9edb-81f8b7cfdb2f</guid><dc:creator>Shinichi Inoue</dc:creator><slash:comments>9</slash:comments><comments>https://e2e.ti.com/thread/1619327?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1619327/isom8110-are-there-any-noise-standards-that-it-meets/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOM8110" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOM8110&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Specialists,&lt;/p&gt;
&lt;p&gt;My customer is interested in ISOM8110 and has a question.&lt;/p&gt;
&lt;p&gt;I would be grateful if you could advise.&lt;/p&gt;
&lt;p&gt;---&lt;/p&gt;
&lt;p&gt;The data sheet states that it is modulated using OOK.&lt;br&gt;Does it meet EMC standards?&lt;br&gt;Can we assume that the ISOM118x also meets ISO11452-2?&lt;/p&gt;
&lt;p&gt;Are there any other noise standards that it meets?&lt;/p&gt;
&lt;p&gt;(Previously, ADI products using OOK isolation devices failed to meet radiated field strength standards in the GHz band.)&lt;/p&gt;
&lt;p&gt;---&lt;/p&gt;
&lt;p&gt;I appreciate your great help in advance.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;Shinichi&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN6507-Q1: SN6507: Best way to enable EN/UVLO from a 3.3V PIC (VCC=12–21V)</title><link>https://e2e.ti.com/thread/1619250?ContentTypeID=0</link><pubDate>Mon, 23 Feb 2026 21:45:56 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:488ab819-db8d-4e8c-aa10-3f52c8f430df</guid><dc:creator>Sebastian Cardona Ramirez</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1619250?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1619250/sn6507-q1-sn6507-best-way-to-enable-en-uvlo-from-a-3-3v-pic-vcc-12-21v/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN6507-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN6507-Q1&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN6507" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN6507&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi TI E2E team,&lt;/p&gt;
&lt;p&gt;For the SN6507 (VCC = 12&amp;ndash;21V), what is the best/recommended way to drive the EN/UVLO pin from a 3.3V PIC GPIO so it is safe for any power-up sequence (e.g., PIC up while VCC is not present) and does not violate the EN/UVLO pin limits?&lt;/p&gt;
&lt;p&gt;Thanks,&lt;br&gt;Sebastian&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO1450: Clarification on ISO1450/ISO1450B Receiver Output pin  current rating</title><link>https://e2e.ti.com/thread/1619184?ContentTypeID=0</link><pubDate>Mon, 23 Feb 2026 16:05:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6989deec-cf0f-480e-a106-3dcbfc9e2268</guid><dc:creator>Giorgio Calia</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1619184?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1619184/iso1450-clarification-on-iso1450-iso1450b-receiver-output-pin-current-rating/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO1450" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO1450&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear TI Support Team,&lt;/p&gt;
&lt;p&gt;I would like to clarify the output-current specifications of the Receiver Output (R) pin for the ISO1450&amp;nbsp;devices.&lt;/p&gt;
&lt;p&gt;In the datasheet I found the following parameters for the R pin:&lt;/p&gt;
&lt;p&gt;AMR Output current on R pin: &amp;plusmn;15 mA&lt;br&gt;recommended Output current on R pin: &amp;plusmn;4 mA&lt;/p&gt;
&lt;p&gt;Could you please confirm whether these values are intended as DC, continuous (indefinite time) ratings under the stated VOH/VOL test conditions, or if they represent transient/short‑term maximum capabilities?&lt;/p&gt;
&lt;p&gt;For context, I need to assess whether the R pin can directly drive a 50 Ohm transmission line, far‑end‑terminated with 50 ohm resistor (ATE receiver side) with 5V voltage swing (0V to 5V).&lt;/p&gt;
&lt;p&gt;thank you&lt;br&gt;Best Regards&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOUSB111: Alternative to the ADuM3160 USB digital isolator ISOUSB111 datasheet clarification on VBUS1 and VBUS2 spec when internal LDO is not used</title><link>https://e2e.ti.com/thread/1619169?ContentTypeID=0</link><pubDate>Mon, 23 Feb 2026 15:19:06 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1a3bda96-3811-417c-a97f-457eef983cd9</guid><dc:creator>Adam Torma</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1619169?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1619169/isousb111-alternative-to-the-adum3160-usb-digital-isolator-isousb111-datasheet-clarification-on-vbus1-and-vbus2-spec-when-internal-ldo-is-not-used/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOUSB111" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOUSB111&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;e2e,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;I&amp;rsquo;m looking for an alternative to the ADuM3160 USB digital isolator, and identified the ISOUSB111 as the closest match.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;I have a question regarding the operating voltages for VBUS1 and VBUS2 on the ISOUSB111. The datasheet specifies an operating voltage range of 4.25 V to 5.5 V.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;In my design, we supply 3.3 V &amp;plusmn;5% on the non‑isolated side and generate an isolated 3.3 V &amp;plusmn;5% on the isolated side. The 3.3 V rails connect to VBUS2/V3P3V2, and the isolated 3.3 V rails connect to VBUS1/V3P3V1.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;However, the pin description table states that &lt;em&gt;if 4.25 V to 5.5 V is not available, VBUSx and V3P3Vx should be tied to an external 3.3 V supply&lt;/em&gt;. This appears to contradict the recommended operating conditions.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;Refer below snapshots for more details.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:12.0pt;"&gt;Could you please clarify the valid operating conditions for VBUS1 and VBUS2 when the internal LDO is not used?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:12.0pt;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;&lt;img 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" 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" width="759" height="522" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO7761: Inquiry about circuit configuration.</title><link>https://e2e.ti.com/thread/1618890?ContentTypeID=0</link><pubDate>Fri, 20 Feb 2026 21:36:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9b040fd0-7f4c-44cc-ab3e-5d7e20687039</guid><dc:creator>deukki shin</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1618890?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1618890/iso7761-inquiry-about-circuit-configuration/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO7761" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO7761&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/ISO6461" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO6461&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:10pt;"&gt;Hello.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;I am currently using a gate driver and an isolation IC as follows:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;- Gate driver: DRV8350RH&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;&amp;nbsp;- Isolation IC: ISO7761FDBQR&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;I have a question regarding the implementation of the nFAULT circuit.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;I would like to confirm whether pull-up resistors are required on both sides of the isolation IC for the nFAULT signal.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;My understanding is as follows:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/Screenshot_5F00_20260221_5F00_062337_5F00_Samsung-Notes.jpg" alt="Screenshot_20260221_062337_Samsung Notes.jpg" data-temp-id="Screenshot_20260221_062337_Samsung Notes.jpg-57039"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;Could you please review and confirm?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;Thank you.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10pt;"&gt;Best regards,&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISOUSB211: Design Inquiry</title><link>https://e2e.ti.com/thread/1618768?ContentTypeID=0</link><pubDate>Fri, 20 Feb 2026 11:00:37 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3a2c521d-9d1d-4f32-a1f3-a8aa9c3625a3</guid><dc:creator>Abhishek Manoj</dc:creator><slash:comments>15</slash:comments><comments>https://e2e.ti.com/thread/1618768?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1618768/isousb211-design-inquiry/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISOUSB211" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISOUSB211&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p data-end="89" data-start="12"&gt;I am planning to use the ISOUSB211DPR USB 2.0 isolator in the board design.&lt;/p&gt;
&lt;p data-end="593" data-start="91"&gt;The signal flow is as follows: the board receives the USB signal from the host PC through an upstream USB Type-A connector. The signal is then isolated using the ISOUSB211DPR and routed to a 1:4 USB 2.0 hub. Three downstream hub ports are connected to three USB Type-A connectors with ESD protection. The fourth hub port is used for a one-wire interface and is routed through an additional USB isolator, followed by a USB-to-UART converter and a UART-to-one-wire converter before reaching the header.&lt;/p&gt;
&lt;p data-is-only-node="" data-is-last-node="" data-end="1044" data-start="595"&gt;On the upstream side, the isolator power is derived from the VBUS supplied through the connector. For the isolated side supply, please confirm whether it is preferable to use a 3.3 V rail generated from an isolated DC-DC converter or from the on-board 3.3 V LDO. Additionally, for the downstream USB connectors, an isolated 5 V supply has been provided to prevent interference with on-board circuitry. Please confirm if this approach is appropriate.&lt;/p&gt;
&lt;p&gt;The USB interaface block diagram is shared below.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/4048.image.png" alt="image.png" data-temp-id="image.png-89481"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Abhishek&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>UCC12050: Regarding EN pin internal pull-down</title><link>https://e2e.ti.com/thread/1618757?ContentTypeID=0</link><pubDate>Fri, 20 Feb 2026 10:20:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c5e94ec8-8959-4065-ae44-3375cdbf25be</guid><dc:creator>teritama</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1618757?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1618757/ucc12050-regarding-en-pin-internal-pull-down/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/UCC12050" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;UCC12050&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;Our customer evaluated UCC12050 and observed the EN pin voltage was low on a few devices&lt;/p&gt;
&lt;p&gt;when supplied 5V for EN pin through 18kohm resistor.&lt;/p&gt;
&lt;p&gt;This issue was found on 3/30 boards. It seems to be caused by failure of internal resistor or protection diode.&lt;/p&gt;
&lt;p&gt;So could you please provide the following information?&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;What is the value of internal pull down resistor? In datasheet, it is noted in 7.3.1 Enable and Disable. However, I can&amp;#39;t find detail value.&lt;/li&gt;
&lt;li&gt;It seems that there are protection diodes on EN pin for both the positive and negative sides. Is my understanding correct?&lt;/li&gt;
&lt;li&gt;Do you have any case information like this issue on this device?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Could please your opinion about above?&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;teritama&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ISO1050EVM: PRODUCT RETURN TO VENDOR B511005872G-9 LFMDTBI-310-01004M WK 08</title><link>https://e2e.ti.com/thread/1618299?ContentTypeID=0</link><pubDate>Wed, 18 Feb 2026 20:56:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b1922264-b480-4958-9db3-c5d969fc50df</guid><dc:creator>Tane Diaz</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1618299?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/isolation-group/isolation/f/isolation-forum/1618299/iso1050evm-product-return-to-vendor-b511005872g-9-lfmdtbi-310-01004m-wk-08/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/ISO1050EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;ISO1050EVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/ISO1050" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;ISO1050&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello Team Texas, Good day!&lt;/p&gt;
&lt;p&gt;We receive the relese B511005872G-9, TRAKING # 398095741496 with the number invoice 5529821155.&lt;/p&gt;
&lt;p&gt;We need your technical assistance because we have observed impedance variations in the MPN component ISO1050DWR.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Please check the PDF attached with the description of the problems in the material.&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/1013/12112530-DC-BAD-GANTRY.docx-_2800_2_2900_.pdf" target="_blank" rel="noopener" data-temp-id="12112530 DC BAD GANTRY.docx (2).pdf-1452068"&gt;12112530 DC BAD GANTRY.docx (2).pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;
&lt;p&gt;Regards.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>