<?xml version="1.0" encoding="UTF-8" ?>
<?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>Logic forum - Recent Threads</title><link>https://e2e.ti.com/support/logic-group/logic/f/logic-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Mon, 11 May 2026 13:54:41 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/logic-group/logic/f/logic-forum" /><item><title>LSF0108-Q1: Inquiry Regarding Vref and Pull-up Voltage Configuration for LSF0108QPWRQ1</title><link>https://e2e.ti.com/thread/1644568?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 13:54:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:355c70b0-ce14-44ff-8d36-8121d00c22ab</guid><dc:creator>virali Chhag</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644568?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644568/lsf0108-q1-inquiry-regarding-vref-and-pull-up-voltage-configuration-for-lsf0108qpwrq1/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/LSF0108-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LSF0108-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Team,&lt;/p&gt;
&lt;p&gt;We are utilizing the LSF0108QPWRQ1 device for MDIO, MDC, and I2C communication protocols. The reference voltages VrefA and VrefB are configured at 1.2V and 1.8V, respectively. However, due to a schematic symbol error, the IO pins are swapped. Both IO pins are currently pulled up with respective resistors.&lt;/p&gt;
&lt;p&gt;Currently, IO_A is connected to a 1.8V pull-up with VrefA at 1.2V, and IO_B is connected to a 1.2V pull-up with VrefB at 1.8V.&lt;/p&gt;
&lt;p&gt;We seek clarification on whether it is permissible to connect VrefA to 1.2V with a 1.8V pull-up, or if VrefA should exclusively be set at 1.8V. Furthermore, if VrefA is adjusted to 1.8V, will this configuration ensure proper operation with VrefA equal to VrefB? Notably, the B side configuration appears to be functional with VrefB at 1.8V and IO at 1.2V, as depicted in the datasheet schematic.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/6153.image.png" alt="image.png" data-temp-id="image.png-53870"&gt;&lt;/p&gt;
&lt;p&gt;Please confirm the recommended configuration at your earliest convenience.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPLD2001: Regarding TPLD2001 Simulation in ICS</title><link>https://e2e.ti.com/thread/1644398?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 08:59:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:74c980e6-83f3-4a5b-b62b-bdca27f5e5aa</guid><dc:creator>Kyohei</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1644398?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644398/tpld2001-regarding-tpld2001-simulation-in-ics/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/TPLD2001" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPLD2001&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;div&gt;
&lt;p&gt;Our customer is considering adopting the TPLD2001 and is currently proceeding with simulation evaluation using ICS.&lt;/p&gt;
&lt;p&gt;They would like to have the output operate in conjunction with an external voltage source (XTPLD_OFF), as described below. However, based on the simulation results, the output of the AND gate goes High when one of the inputs (por0) turns ON, and it remains High continuously thereafter.&lt;/p&gt;
&lt;p&gt;Could you please help us identify the cause of this behavior?&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/simulation_5F00_test1.zip" target="_blank" rel="noopener" data-temp-id="simulation_test1.zip-1749"&gt;simulation_test1.zip&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="height:1.65in;width:3.958in;" src="data:image/png;base64,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" width="380" height="158" border="0" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="height:1.491in;width:3.383in;" src="data:image/png;base64,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" width="325" height="143" border="0" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="height:2.316in;width:3.333in;" src="data:image/png;base64,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" width="320" height="222" border="0" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Best regards,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Kyohei&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX4819: TMUX4819 are deasible for RS232/RS422 MUX to replace MAX14778ETP+</title><link>https://e2e.ti.com/thread/1644302?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 06:57:03 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7d4ed258-dd52-4c86-8d07-47b01522ea5e</guid><dc:creator>Vincent Chiu</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1644302?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644302/tmux4819-tmux4819-are-deasible-for-rs232-rs422-mux-to-replace-max14778etp/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/TMUX4819" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX4819&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/TMUX6209" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX6209&lt;/a&gt;, &lt;a href="https://www.ti.com/product/TMUX6111" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX6111&lt;/a&gt;,&lt;/p&gt;&lt;p&gt;Hi TI experts,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Below is the snapshot of our current design, we wab to replace MAX14778ETP+. We survey TMUX6209, TMUX6111,TS3A50, however, these parts need dual power input to support +/-15V RS232 signal level. Due to we do not have additional rouitng area, need TI&amp;#39;s experts to recommend other feasible parts for placement, no need pin-to-pin compatible.&lt;/p&gt;
&lt;p&gt;How about two TMUX4819?&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/1667.image.png" alt="image.png" width="544" height="255" data-temp-id="image.png-134484"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Vincent&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LV165A: marking on the item</title><link>https://e2e.ti.com/thread/1644202?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 02:24:26 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e778a242-f954-4b26-bc61-8cbebea59f94</guid><dc:creator>Tak Lung Chan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1644202?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644202/sn74lv165a-marking-on-the-item/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/SN74LV165A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LV165A&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Sir/Madam&lt;/p&gt;
&lt;p&gt;I&amp;#39;m Noli from Tokyo Electron device.&lt;/p&gt;
&lt;p&gt;one of my customer asked they would like to know the meaning of the marking on the item-SN74LV165APWR.(Red sqaure part)&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/S0065384.png" alt="S0065384.png" data-temp-id="S0065384.png-298503"&gt;&lt;/p&gt;
&lt;p&gt;Please advise. Thank you&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G373: schematic review request</title><link>https://e2e.ti.com/thread/1644168?ContentTypeID=0</link><pubDate>Sun, 10 May 2026 22:54:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:730db9d8-9d66-4795-8d9b-bcce760e80ea</guid><dc:creator>pragash sangaran78</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1644168?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644168/sn74lvc1g373-schematic-review-request/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/SN74LVC1G373" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G373&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;i would like help to review my schematic for SN74LVC1G373YZPR. i prefer review via PM or email. thanks.&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74AVC2T245: SN74AVC2T245 DIR</title><link>https://e2e.ti.com/thread/1644148?ContentTypeID=0</link><pubDate>Sun, 10 May 2026 01:27:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:08cefe5b-9376-4f6b-99d7-ce7d5e793a2e</guid><dc:creator>Yuki Ito</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644148?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644148/sn74avc2t245-sn74avc2t245-dir/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/SN74AVC2T245" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74AVC2T245&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I connected the DIR pin of the SN74AVC2T245 directly to VCCB (+3.3V) instead of VCCA (+1.8V).&lt;/p&gt;
&lt;p&gt;It seems to have overvoltage protection, but will this cause any problems?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G373: need clarification.</title><link>https://e2e.ti.com/thread/1644142?ContentTypeID=0</link><pubDate>Sat, 09 May 2026 12:46:59 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3d8726c4-2bdf-468c-9f04-6ffc5d65f394</guid><dc:creator>pragash sangaran78</dc:creator><slash:comments>10</slash:comments><comments>https://e2e.ti.com/thread/1644142?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644142/sn74lvc1g373-need-clarification/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/SN74LVC1G373" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G373&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Latch Enable (LE): output (Q) follows input (D) when high.&lt;/p&gt;
&lt;p&gt;With latch input (D) low by a trigger event, the output (Q) holds the previous Q0 data entered until the LE pin is cleared. what it means by LE is cleared? LE is low?&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC373A-EP: SN74LVC373AQDWREP</title><link>https://e2e.ti.com/thread/1644040?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 19:58:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:dc1686b8-743f-476c-9553-4dee1899d3d1</guid><dc:creator>SJ Park</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644040?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644040/sn74lvc373a-ep-sn74lvc373aqdwrep/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/SN74LVC373A-EP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC373A-EP&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi, on the datasheet for SN74LVC373AQDWREP (&lt;a href="https://www.ti.com/lit/ds/symlink/sn74lvc373a-ep.pdf?ts=1778213988967)"&gt;www.ti.com/.../sn74lvc373a-ep.pdf&lt;/a&gt;, I see on the first page that there is a DW-20 SOIC package with P/N SN74LVC373AQDWREP.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;However, under the ordering information, I&amp;#39;m not being able to find any DW-20 package options nor on the ordering options on the TI website.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Any thought on this?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TM4C123GH6PM: consulta producto</title><link>https://e2e.ti.com/thread/1644011?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 16:45:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:96670122-4e63-4bf2-a5e0-620c18a60e70</guid><dc:creator>maria aires</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1644011?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1644011/tm4c123gh6pm-consulta-producto/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/TM4C123GH6PM" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TM4C123GH6PM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/tool/EK-TM4C123GXL" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;EK-TM4C123GXL&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Hola, buenas tardes.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Quiero comprar 10 unidades de la sigueinte referencia.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;He encontrado esto en AliExpress: &amp;iexcl;Ay&amp;uacute;dame a escoger!&lt;br&gt;Nuevo Original EK-TM4C123GXL TM4C123GH6PM MCU LaunchPad placa de desarrollo de evaluaci&amp;oacute;n en stock env&amp;iacute;o r&amp;aacute;pido&lt;br&gt;&lt;a href="https://a.aliexpress.com/_EyHd2Dg"&gt;https://a.aliexpress.com/_EyHd2Dg&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Quisiera saber precio y plazo de entrega a Barcelona, Espa&amp;ntilde;a.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Muchas gracias&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TXB0104: Logic Level Triggered Issue</title><link>https://e2e.ti.com/thread/1643974?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 14:37:38 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9f9ad885-ddd2-41b2-9bb2-917aa10e31c9</guid><dc:creator>Haresh Prajapati</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643974?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643974/txb0104-logic-level-triggered-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/TXB0104" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TXB0104&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Hello TI Team,&lt;/p&gt;
&lt;p&gt;I am using TXB0104RGYR for bidirectional logic level translation.&lt;/p&gt;
&lt;p&gt;Setup Connection:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;VCCA = 1.8V&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;VCCB = 3.3V&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;A channel and B channel are connected with controller GPIOs&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Both GPIO pins remain floating during idle condition&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;A1 channel monitored using DSO probe&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Problem Statement:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;When B1 is connected to logic HIGH (3.3V), A1 correctly transitions from LOW to HIGH (~1.8V).&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;HIGH transition detection works properly.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;However, when B1 is disconnected (floating condition), A1 remains stuck at HIGH level and does not return LOW.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Additionally, when the DSO probe is disconnected and again check at A1 then shows LOW logic level correctly&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;It appears the logic state is being retained/stuck during floating condition&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Questions:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;Is this behavior expected with TXB0104 during floating input conditions?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Does TXB0104 have issues with floating GPIO connections?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Can DSO probe capacitance affect TXB0104 logic state retention?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Is the internal edge accelerator or weak driver causing the output to remain HIGH?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;What is the recommended method to avoid stuck logic condition during floating/disconnect state?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Are external pull-down resistors mandatory for stable operation in this use case?&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;For reference, I will attach the schematic of my application.&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;Please suggest the recommended hardware implementation for reliable HIGH/LOW logic detection.&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVTH244A-EP: SN74LVTH244ARGYR Exposed Pad (EP) Connection Recommendation — GND or Floating?</title><link>https://e2e.ti.com/thread/1643879?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 10:12:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e08a2c76-d8ee-49a9-aa0d-faa4a5f1af1a</guid><dc:creator>Arvind</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1643879?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643879/sn74lvth244a-ep-sn74lvth244argyr-exposed-pad-ep-connection-recommendation-gnd-or-floating/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/SN74LVTH244A-EP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVTH244A-EP&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/14-24-NL-LOGIC-EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;14-24-NL-LOGIC-EVM&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;Quick check regarding the exposed pad (EP) on the &lt;strong&gt;SN74LVTH244ARGYR&lt;/strong&gt; package.&lt;/p&gt;
&lt;p&gt;I reviewed:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Datasheet Section RGY0020A Package Notes 3&amp;amp;4&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;TI app note ( &lt;strong&gt;SLUA271 -QFN and SON PCB Attachment ) Section 3.4&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;The associated EVM documentation &lt;strong&gt;(14-24-NL-Logic-EVM Evaluation Module -SCEU022A ) Section 2.3 Hardware Conclusion&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;From the datasheet, TI mentions the EP is mainly for enhanced thermal/electrical performance and should be soldered to the PCB thermal pad, but I could not find an explicit statement saying whether the EP must be connected to &lt;strong&gt;GND&lt;/strong&gt;, &lt;strong&gt;VCC&lt;/strong&gt;, or left &lt;strong&gt;floating&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Also, in the EVM guide (section 2.3 Hardware Conclusion), TI states:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;&amp;ldquo;Some of the packages have thermal pads which were taken into account with this board design. These thermal pads were either grounded or left floating (depending on clearance constraints) which is the appropriate method for the devices being supported.&amp;rdquo;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;That makes me unsure what is correct specifically for the SN74LVTH244ARGYR.&lt;/p&gt;
&lt;p&gt;Can someone confirm:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Is the EP internally connected to anything?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Is it recommended/safe to connect the EP to GND?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Or should the EP remain floating for this device/package?&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;I could not find a definitive recommendation in the datasheet.&lt;/p&gt;
&lt;p&gt;Thanks.&lt;br&gt;&lt;br&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/4682.Untitled.png" alt="Untitled.png" width="728" height="505" data-temp-id="Untitled.png-132435"&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74HC595: SN74HC595 Abnormal communication level</title><link>https://e2e.ti.com/thread/1643840?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 09:11:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:41be7380-c498-4a49-bee3-08b30b269cf2</guid><dc:creator>Zhen Wang</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1643840?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643840/sn74hc595-sn74hc595-abnormal-communication-level/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/SN74HC595" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74HC595&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;When SN74HC595 is in normal communication mode, a 5V voltage comes out from the MCU and enters the SRCLK of SN74HC595, where it only has a 4.8V voltage; when I pull down the MCU, there will still be a 1V voltage on RCLK; Is there any recommended resistance value for the serial path of SPI? The current 10K setting has been changed to 330R, and the voltage has returned to normal. Would you like to ask why this is the case? What caused this?&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/8358.image.png" alt="image.png" data-temp-id="image.png-158497"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LSF0204: Digital High and Low</title><link>https://e2e.ti.com/thread/1643830?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 08:46:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9b9dc160-74a9-4a1c-bf3c-54484a194e42</guid><dc:creator>Akshata M</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643830?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643830/lsf0204-digital-high-and-low/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/LSF0204" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LSF0204&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p data-end="230" data-start="189"&gt;Kindly help share the following values:&lt;/p&gt;
&lt;ul style="list-style-type:disc;" data-end="370" data-start="232"&gt;
&lt;li data-end="280" data-start="232" data-section-id="1obaehs"&gt;VOH, VOL, VIH, and VIL values for LSF0204RUT&lt;/li&gt;
&lt;li data-end="319" data-start="281" data-section-id="nko409"&gt;VIH and VIL values for TCAL9539RTW&lt;/li&gt;
&lt;li data-end="370" data-start="320" data-section-id="z9dqut"&gt;VIH and VIL values for the EN pin of TPS2492PW&lt;/li&gt;
&lt;/ul&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G14: Request for VOH/VOL specifications and design consideration</title><link>https://e2e.ti.com/thread/1643768?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 06:32:47 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:17aa18aa-dd29-45dd-9ddd-4ece0f58b7bf</guid><dc:creator>Hiromu Susami</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643768?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643768/sn74lvc1g14-request-for-voh-vol-specifications-and-design-consideration/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/SN74LVC1G14" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G14&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p dir="auto"&gt;Hello experts,&lt;/p&gt;
&lt;p dir="auto"&gt;I have a few questions regarding the output voltage specifications:&lt;/p&gt;
&lt;ol dir="auto" style="list-style-type:decimal;" start="1"&gt;
&lt;li&gt;
&lt;p&gt;Could you please provide the following electrical characteristics data?&lt;/p&gt;
&lt;ul dir="auto" style="list-style-type:disc;"&gt;
&lt;li&gt;VOH(min) at VCC=5.0V, IOH=-10mA&lt;/li&gt;
&lt;li&gt;VOL(max) at VCC=5.0V, IOL=10mA&lt;/li&gt;
&lt;/ul&gt;
&lt;p dir="auto"&gt;If these specific values are not available, I would appreciate any guidance such as typical values,&amp;nbsp; or general approach for estimating these parameters.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;I noticed that VOH(max) and VOL(min) are not specified in the datasheet. For our design considerations under steady-state conditions, would it be acceptable to assume VOH(max)=VCC and VOL(min)=GND? I understand these values are not guaranteed specifications, but I would like to confirm if this is a reasonable assumption for design purposes.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p dir="auto"&gt;Thank you for your assistance.&lt;/p&gt;
&lt;p dir="auto"&gt;Best regards,&lt;br&gt;Hiromu&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LV1T126-Q1: Request SN74LV1T126QDCKRQ1 FIT &amp; FMD file</title><link>https://e2e.ti.com/thread/1643675?ContentTypeID=0</link><pubDate>Thu, 07 May 2026 23:41:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8558d81f-4f37-431d-811a-e53dc180493e</guid><dc:creator>Sean Park</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643675?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643675/sn74lv1t126-q1-request-sn74lv1t126qdckrq1-fit-fmd-file/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/SN74LV1T126-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LV1T126-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello Logic team,&lt;/p&gt;
&lt;p&gt;Customer want to check FMD pdf file. Sorry I cannot find from &lt;span dir="ltr"&gt;Ti.com&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;I hope you can share&amp;nbsp;SN74LV1T126QDCKRQ1&amp;nbsp;device, Functional Safety FIT Rate and FMD pdf file.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;lt;Here is some example&amp;gt;&lt;/p&gt;
&lt;p&gt;LMT87QDCKRQ1&lt;/p&gt;
&lt;p&gt;&lt;a href="https://www.ti.com/lit/fs/sniu046/sniu046.pdf?ts=1736815287874&amp;amp;ref_url=https%253A%252F%252Fwww.google.com%252F"&gt;www.ti.com/.../sniu046.pdf&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;div&gt;&lt;img id="Picture_x0020_1" style="width:7.5069in;height:3.9166in;" src="data:image/png;base64,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" alt="image001.png" width="721" height="376" border="0"&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&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>SN54S174: M38510/07105BEA</title><link>https://e2e.ti.com/thread/1643639?ContentTypeID=0</link><pubDate>Thu, 07 May 2026 18:47:47 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:63ef1c1c-cf5d-494a-99ea-f58f497ec60a</guid><dc:creator>Emily Elie</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1643639?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643639/sn54s174-m38510-07105bea/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/SN54S174" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN54S174&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello - does your mil grade version, M38510/07105BEA, ship in ESD bags?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CD74AC14: Date code cut in for PCN#20240529005.1</title><link>https://e2e.ti.com/thread/1643628?ContentTypeID=0</link><pubDate>Thu, 07 May 2026 18:05:14 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:320e539e-54a7-4e4a-ac72-88f1ef960d58</guid><dc:creator>Michael Nestor</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643628?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643628/cd74ac14-date-code-cut-in-for-pcn-20240529005-1/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/CD74AC14" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;CD74AC14&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;For the changes documented on PCN PCN#20240529005.1, dated 5/31/2024, can you advise what date code had the changes cut in? The pcn is dated 5/31/24, and notes a first&amp;nbsp; ship date of 8/29/2024, but doesn&amp;#39;t specify a date code cut in.&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G17: Question about Fan-Out capability.</title><link>https://e2e.ti.com/thread/1643119?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 14:41:48 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4f0c6e66-a0a0-4ceb-b916-b143df0940be</guid><dc:creator>Benjamin Cuebas</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1643119?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1643119/sn74lvc1g17-question-about-fan-out-capability/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/SN74LVC1G17" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G17&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/SN74AUP1G17" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74AUP1G17&lt;/a&gt;, &lt;a href="https://www.ti.com/product/SN74AUC1G17" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74AUC1G17&lt;/a&gt;&lt;/p&gt;&lt;div&gt;
&lt;p&gt;Fan-out capability is not directly acknowledged in the SN74LVC1G17 datasheet.&lt;/p&gt;
&lt;p&gt;I am working on a project where I want to use an SN74LVC1G17 buffer with a VCC of 1.8 V in a 25&amp;deg;C environment. The goal is to use only one SN74LVC1G17 buffer to drive the inputs of 25 SN74LVC1G17 buffers. The input pins of all 25 buffers are wired together. One current‑limiting resistor of a few hundred ohms can be placed on the output of the driving buffer to reduce ringing. The highest data rate required is only 8 kbps.&lt;/p&gt;
&lt;p&gt;Are there any issues that could arise from this configuration? Will one SN74LVC1G17 be suitable to drive all 25?&lt;/p&gt;
&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G125: spec questions and alternative recommendation</title><link>https://e2e.ti.com/thread/1642939?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 08:47:42 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3384e0de-1247-4a07-88ed-0fe6e5ed478a</guid><dc:creator>Allan Fan</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1642939?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642939/sn74lvc1g125-spec-questions-and-alternative-recommendation/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/SN74LVC1G125" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G125&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/SN74LVC1G99" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G99&lt;/a&gt;, &lt;a href="https://www.ti.com/product/SN74LVC1G17" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G17&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi experts,&lt;/p&gt;
&lt;div data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-complete="true" data-processed="true" data-hveid="CAEIAxAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;Customer used SN74LVC1G125DCKR and has some questions. To delay the power on/enable timing, they implemented an&amp;nbsp;RC delay&lt;!--TgQPHd|[]--&gt; on the Enable pin. Since this is a standard CMOS device, when the input voltage is below Vih in the undefined region, the buffer state becomes indeterminate, potentially toggling unexpectedly. Their RC delay is as long as 1 second&lt;!--TgQPHd|[]--&gt;.&lt;!--TgQPHd|[]--&gt;&lt;/div&gt;
&lt;ol data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-processed="true" data-complete="true" data-sfc-cb="" data-sfc-root="c"&gt;
&lt;li data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-sae="" data-complete="true" data-hveid="CAEIBBAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;span data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;do you see any risks associated with this application?&lt;br data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-complete="true" data-sfc-cb="" data-sfc-root="c"&gt;1.1 The datasheet specifies a maximum Delta t/Delta v of 20 ns/V&lt;!--TgQPHd|[]--&gt;. Could you explain this requirement? Does it also apply to the ENABLE pin?&lt;!--TgQPHd|[]--&gt;&lt;/span&gt;&lt;!--TgQPHd|[]--&gt;&lt;/li&gt;
&lt;li data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-sae="" data-complete="true" data-hveid="CAEIBBAC" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;span data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;Are there any&lt;strong&gt; &lt;/strong&gt;TI pin2pin alternatives that feature a Schmitt-trigger on the enable pin?&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/SN74LVC1G125_5F00_sch.png" alt="SN74LVC1G125_sch.png" data-temp-id="SN74LVC1G125_sch.png-78360"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/SN74LVC1G125_5F00_delay-timing.png" alt="SN74LVC1G125_delay timing.png" data-temp-id="SN74LVC1G125_delay timing.png-179696"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;BR,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-copy-service-computed-style="font-family: Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(10, 10, 10);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;Allan&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC157A: SN74LVC 157AD: Unable to find Junction temperature in Datasheet</title><link>https://e2e.ti.com/thread/1642903?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 07:45:06 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5994834b-b519-466a-b4e3-46628f5ced0d</guid><dc:creator>Abhilasha Verma</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1642903?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642903/sn74lvc157a-sn74lvc-157ad-unable-to-find-junction-temperature-in-datasheet/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/SN74LVC157A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC157A&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;I am Unable to find the Tj Juction temprature condition under datasheet for below mentioned IC&lt;/p&gt;
&lt;p&gt;Part Number : SN74LVC157AD&lt;/p&gt;
&lt;p&gt;Description : QUADRUPLE 2-LINE TO 1-LINE DATA SELECTORS/MULTIPLEXERS&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best Regards,&lt;/p&gt;
&lt;p&gt;Abhilasha Verma&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CD74HC14: Differences between parts marked with TI symbol or TI text</title><link>https://e2e.ti.com/thread/1642806?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 02:45:30 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:faba6cc2-f2f8-4490-b6fe-f766aa78c57a</guid><dc:creator>Steve Miller</dc:creator><slash:comments>8</slash:comments><comments>https://e2e.ti.com/thread/1642806?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642806/cd74hc14-differences-between-parts-marked-with-ti-symbol-or-ti-text/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/CD74HC14" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;CD74HC14&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Experiencing performance differences between parts marked with the TI symbol and TI text. What are the differences between parts, e.g., manufacturing site, revision, etc?&lt;/p&gt;
&lt;p&gt;TI symbol parts with no issues:&lt;/p&gt;
&lt;p&gt;Part Number&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Markings&lt;/p&gt;
&lt;p&gt;CD74HC14M96&amp;nbsp; &amp;nbsp;23CH5FK-G4-HC14M&lt;/p&gt;
&lt;p&gt;CD74HC14MT &amp;nbsp; &amp;nbsp; &amp;nbsp;01C1P4K -G4-HC14M&lt;/p&gt;
&lt;p&gt;CD74HC14MTG4 &amp;nbsp;26AZN2K-G4-HC14M&lt;/p&gt;
&lt;p&gt;CD74HC14MG4 &amp;nbsp; &amp;nbsp;28C3YTK-64-HC14M&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;TI text (no symbol) parts with issues:&lt;/p&gt;
&lt;p&gt;CD74HC14M96 &amp;nbsp; &amp;nbsp; TI-58ADHFM-HC14M&lt;/p&gt;
&lt;p&gt;SN74HC14DR &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;TI-54CEDERK-HC14&lt;/p&gt;
&lt;p&gt;Thanks for your support.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN54ALS564B: Difference between SN54ALS564B and SN54ALS576B</title><link>https://e2e.ti.com/thread/1642630?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 13:13:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1c6d755d-25e5-48e0-b266-65a804c09633</guid><dc:creator>Marvn Arcangel</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1642630?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642630/sn54als564b-difference-between-sn54als564b-and-sn54als576b/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/SN54ALS564B" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN54ALS564B&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/SN54ALS576B" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN54ALS576B&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi Experts,&lt;/p&gt;
&lt;p&gt;I checked the datasheet of SN54ALS564B and SN54ALS576B and they seem to be identical and can&amp;#39;t find any differences.&lt;/p&gt;
&lt;p&gt;Can you confirm? what does &amp;#39;64B&amp;#39; and &amp;#39;76B&amp;#39; stands for?&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Marvin&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TXS-EVM: Board Files</title><link>https://e2e.ti.com/thread/1642625?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 12:53:15 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2b6cbd4e-7b79-453e-922f-e92a15ea2383</guid><dc:creator>Sasha Yakovleva</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1642625?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642625/txs-evm-board-files/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/TXS-EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TXS-EVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi&lt;/p&gt;
&lt;p&gt;I need the boad files or atleast the dimensions.&lt;/p&gt;
&lt;p&gt;Thanks!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G08: SN74LVC1G08 w/ 5V Level input</title><link>https://e2e.ti.com/thread/1642542?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 08:15:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:06fc1176-a5fe-45c0-93b7-71ff6fd00e57</guid><dc:creator>William Hu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1642542?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642542/sn74lvc1g08-sn74lvc1g08-w-5v-level-input/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/SN74LVC1G08" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G08&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;P0V82_PGOOD and P1V15_PGOOD are pulled up to P5V with 440k ohm resistors from the PWM, and they are connected to the inputs of the SN74LVC1G08. With VCC = P3V3, the device outputs a P3V3-level signal. Is it still appropriate to use the SN74LVC1G08 in this configuration?&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/_16574772_.png" alt=" "&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74LVC1G17: TO: TI RD&amp; Customer Team-Please confirm picture(1)(2) sample specification FM: Hanpin Procurement Team</title><link>https://e2e.ti.com/thread/1642510?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 05:32:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:683ab81b-9b5c-4d3a-a023-0642bc09886c</guid><dc:creator>宗慶 林</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1642510?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/logic-group/logic/f/logic-forum/1642510/sn74lvc1g17-to-ti-rd-customer-team-please-confirm-picture-1-2-sample-specification-fm-hanpin-procurement-team/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/SN74LVC1G17" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LVC1G17&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:10pt;"&gt;&lt;img style="float:left;" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/417_2D00_DDJLE_2D00_1078-or-417_2D00_HX500_2D00_1283_2800_1_2900_.jpg" alt="417-DDJLE-1078 or 417-HX500-1283(1).jpg" width="132" height="176" data-temp-id="417-DDJLE-1078 or 417-HX500-1283(1).jpg-2157339"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:13.3333px;"&gt;&amp;nbsp;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/151/417_2D00_DDJLE_2D00_1078-or-417_2D00_HX500_2D00_1283_2800_2_2900_.jpg" alt="417-DDJLE-1078 or 417-HX500-1283(2).jpg" width="132" height="177" data-temp-id="417-DDJLE-1078 or 417-HX500-1283(2).jpg-2352816"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:12pt;"&gt;Please help confirm the sample specifications shown in Photos (1) and (2), as they look very similar.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:12pt;"&gt;HP item:417-DDJLE-1078-&amp;gt;TI item: SN74LVC1G17DCKR,SC70&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:12pt;"&gt;HP item:417-HX500-1283-&amp;gt;TI item: SN74LVC1G04DCKR,SC70-5P&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Cliff Lin&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Procurement&lt;/p&gt;
&lt;p&gt;Hanpin Electronics Industrial Co., Ltd&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>