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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>Inductive Sensing Forum - Recent Threads</title><link>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum</link><description>This forum covers TI&amp;#39;s Inductive Sensing products. Products covered here are LDCs (inductance to digital converters).</description><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Mon, 10 Aug 2026 06:44:17 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum" /><item><title>LMZ31710: Body marking for MPN: LMZ31710RVQR</title><link>https://e2e.ti.com/thread/1671787?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 06:44:17 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ed48c0d0-3ed0-4411-b31c-bf5a3867360b</guid><dc:creator>Reiko Oh</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1671787?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1671787/lmz31710-body-marking-for-mpn-lmz31710rvqr/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/LMZ31710" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMZ31710&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Kindly seek your help to advise the correct body marking for MPN: &lt;!--StartFragment--&gt;&lt;span data-olk-copy-source="MessageBody"&gt;LMZ31710RVQR.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-olk-copy-source="MessageBody"&gt;As in the datasheet, the part marking should be (54020, LMZ31710). Hence, w&lt;/span&gt;&lt;span data-olk-copy-source="MessageBody"&gt;e would like to know does below part marking image denotes to the correct MPN,&amp;nbsp;&lt;strong&gt;LMZ31710RVQR&lt;/strong&gt;?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-olk-copy-source="MessageBody"&gt;&lt;img 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" alt=" "&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-olk-copy-source="MessageBody"&gt;Thanks. &lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LM35: About the surface of chips LM35DT/NOPB</title><link>https://e2e.ti.com/thread/1651407?ContentTypeID=0</link><pubDate>Tue, 02 Jun 2026 09:13:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f1d2fce8-b7ad-4523-a1a4-5ddc53710556</guid><dc:creator>Gary Cheung</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1651407?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1651407/lm35-about-the-surface-of-chips-lm35dt-nopb/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/LM35" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM35&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;About the surface of chips LM35DT/NOPB, the edges of the heatsinks are damaged, exposing the internal copper. Could you please tell us if this is considered normal processing?&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/938/lQDPJwvP6x8aX9_5F00_NCIDNDwCwE_5F00_rSSfJzOIUJ84LQoCizAA_5F00_3840_5F00_2176.jpg" alt="lQDPJwvP6x8aX9_NCIDNDwCwE_rSSfJzOIUJ84LQoCizAA_3840_2176.jpg" data-temp-id="lQDPJwvP6x8aX9_NCIDNDwCwE_rSSfJzOIUJ84LQoCizAA_3840_2176.jpg-275616"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/938/lQDPKeDbaoonf9_5F00_NCIDNDwCwPasEkf77bqwJ84LQoCizAQ_5F00_3840_5F00_2176.jpg" alt="lQDPKeDbaoonf9_NCIDNDwCwPasEkf77bqwJ84LQoCizAQ_3840_2176.jpg" data-temp-id="lQDPKeDbaoonf9_NCIDNDwCwPasEkf77bqwJ84LQoCizAQ_3840_2176.jpg-589042"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPS61260: Requesting for Shelf Life, MSL and Country of Origin TOP URGENT!!!</title><link>https://e2e.ti.com/thread/1651364?ContentTypeID=0</link><pubDate>Tue, 02 Jun 2026 07:48:43 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:684d07d4-ae95-49c3-af17-b184c97c9071</guid><dc:creator>Vigneshwaran A</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1651364?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1651364/tps61260-requesting-for-shelf-life-msl-and-country-of-origin-top-urgent/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/TPS61260" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPS61260&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;table class="MsoNormalTable" style="width:359.0pt;border-collapse:collapse;" border="0" cellspacing="0" cellpadding="0"&gt;
&lt;tbody&gt;
&lt;tr style="height:16.5pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;Hi Team,&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:16.5pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;Good day!&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:33.0pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;This is Vigneshwaran Arumugam from Flex Component Engineering team. &lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:66.0pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;Kindly help us to provide the Shelf Life, MSL and Country of Origin details for the below part numbers. Also please provide us an confirmation, if the shelf life Value is same and applicable to all of your products.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:16.5pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;Flex Build Site:EMEA, TAB-Hungary&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:16.5pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;End Customer:Verisure&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:16.5pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;table class="MsoNormalTable" style="width:568.0pt;border-collapse:collapse;" border="0" cellspacing="0" cellpadding="0"&gt;
&lt;tbody&gt;
&lt;tr style="height:17.25pt;"&gt;
&lt;td style="width:164.0pt;border:solid gray 1.0pt;background:gray;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:13.0pt;font-family:Calibri, sans-serif;color:white;"&gt;MPN&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:155.0pt;border:solid gray 1.0pt;border-left:none;background:gray;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:13.0pt;font-family:Calibri, sans-serif;color:white;"&gt;Manufacturer&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:112.0pt;border-top:solid gray 1.0pt;border-left:none;border-bottom:none;border-right:solid gray 1.0pt;background:gray;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:13.0pt;font-family:Calibri, sans-serif;color:white;"&gt;Shelf Life(Days)&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:63.0pt;border-top:solid gray 1.0pt;border-left:none;border-bottom:none;border-right:solid gray 1.0pt;background:gray;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:13.0pt;font-family:Calibri, sans-serif;color:white;"&gt;MSL&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:74.0pt;border-top:solid gray 1.0pt;border-left:none;border-bottom:none;border-right:solid gray 1.0pt;background:gray;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-size:13.0pt;font-family:Calibri, sans-serif;color:white;"&gt;COO&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="width:164.0pt;border:solid gray 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;TPS61260DRVR&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:155.0pt;border:none;border-bottom:solid gray 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;TEXAS INSTRUMENTS&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:112.0pt;border:solid windowtext 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:63.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:74.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="width:164.0pt;border:solid gray 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;74AVC4T774RSVR-NT&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:155.0pt;border:none;border-bottom:solid gray 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;TEXAS INSTRUMENTS&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:112.0pt;border:solid windowtext 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:63.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:74.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="width:164.0pt;border:solid gray 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;PCA9306DCUR&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:155.0pt;border:none;border-bottom:solid gray 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;TEXAS INSTRUMENTS&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:112.0pt;border:solid windowtext 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:63.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:74.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="width:164.0pt;border:solid gray 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;LMR36015FBRNXR&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:155.0pt;border:none;border-bottom:solid gray 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;TEXAS INSTRUMENTS&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:112.0pt;border:solid windowtext 1.0pt;border-top:none;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:63.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style="width:74.0pt;border-top:none;border-left:none;border-bottom:solid windowtext 1.0pt;border-right:solid windowtext 1.0pt;padding:0in 5.4pt 0in 5.4pt;" valign="bottom" nowrap="nowrap"&gt;
&lt;p style="text-align:center;margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:black;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:16.5pt;"&gt;
&lt;td style="width:359.0pt;padding:.75pt .75pt 0in .75pt;" valign="bottom"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Century Gothic&amp;#39;, sans-serif;"&gt;Thank you,&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style="width:359.0pt;padding:0in 0in 0in 0in;"&gt;&amp;nbsp;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/p&gt;
&lt;table class="MsoNormalTable" style="width:356.0pt;border-collapse:collapse;" border="0" cellspacing="0" cellpadding="0"&gt;
&lt;tbody&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="width:356.0pt;padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;color:#002060;"&gt;Thank you&lt;/span&gt;&lt;span style="font-size:11.0pt;font-family:&amp;#39;Segoe UI Emoji&amp;#39;, sans-serif;color:#002060;"&gt;&lt;span class="emoticon" data-url="https://e2e.ti.com/cfs-file/__key/system/emoji/1f60a.svg" title="Blush"&gt;&amp;#x1f60a;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" valign="bottom" nowrap="nowrap"&gt;&amp;nbsp;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;&amp;nbsp;&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-family:Arial, sans-serif;color:#1f497d;"&gt;Best regards&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-family:Arial, sans-serif;color:#1f497d;"&gt;Vigneshwaran V&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:8.0pt;font-family:Arial, sans-serif;color:#1f497d;"&gt;Component Engineering&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:8.0pt;font-family:Arial, sans-serif;color:#595959;"&gt;Chennai, India&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;em&gt;&lt;span style="font-size:8.0pt;font-family:Arial, sans-serif;color:#003366;"&gt;Creating value that increases customer competitiveness&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:8.0pt;font-family:Arial, sans-serif;color:#595959;"&gt;VOIP:&amp;nbsp; 4466667365&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:15.0pt;"&gt;
&lt;td style="padding:.75pt .75pt 0in .75pt;" nowrap="nowrap"&gt;
&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;span style="font-family:&amp;#39;Aptos Narrow&amp;#39;, sans-serif;color:#0563c1;"&gt;&lt;a href="mailto:vigneshwaran.a@flex.com"&gt;vigneshwaran.a@flex.com&lt;/a&gt;&amp;nbsp; |&amp;nbsp; &lt;a title="Protected by Check Point: https://urldefense.com/..." href="https://protect.checkpoint.com/v2/r01/___https:/urldefense.com/A8d__myyu:dBBB.kqjC.htr__;!!L8AP!WLcOij4o4tNGKq_-IiX4Jgy0EXW7wBj6-9*~*R6XaL3CKO/4Wu45SQmPsZ/gY2o060xh_oO4AHO4UJxJ2mmu6-0B$___.YzJ1OmZsZXh0cm9uaWNzZmxleGNvbTpjOm86NjQ0Mzk1ZTIzMDIxOGI2YzIxMjJhOTljMDkyNWIwYmU6Nzo3NTM2OjAyOWZlMzg3Y2E0OTFjM2Q0M2MyY2QxZDBlYTJkYmY4YTBiYzRhZmQ4M2MwY2FkMDY4NTIwMTQzMmE5NGY0NDM6aDpUOlQ"&gt;www.flex.com&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
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&lt;p style="margin:0in;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;strong&gt;&lt;em&gt;&lt;span style="font-size:14.0pt;font-family:Arial, sans-serif;color:red;"&gt;For External Use Only&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74AXC8T245-Q1: Unused output pin termination</title><link>https://e2e.ti.com/thread/1616719?ContentTypeID=0</link><pubDate>Thu, 12 Feb 2026 10:44:09 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6b71ffdf-df85-4a87-af48-344ae31f9637</guid><dc:creator>Kazuki Kuramochi</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1616719?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1616719/sn74axc8t245-q1-unused-output-pin-termination/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/SN74AXC8T245-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74AXC8T245-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/SN74LXC8T245-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LXC8T245-Q1&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello Expert,&lt;/p&gt;
&lt;p&gt;&lt;br&gt;Customer is desiging schematics using SN74AXC8T245-Q1 and SN74LXC8T245-Q1.&lt;br&gt;As of now each ports direction is fixed and won&amp;#39;t happen in/out direction switch.&lt;/p&gt;
&lt;p&gt;Also, there are some unused port at each devices.&lt;br&gt;Currently they are conneting unused intput and output to GND directly.&lt;/p&gt;
&lt;p&gt;I think connecting input to GND is mandatory requirement.&lt;br&gt;Then, is there any risk from connecting output to GND?&lt;br&gt;I worry that there may be shoot through risk during power-on disable to enable transition etc...&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I suppose that floting may cause unstable voltage at Hi-z condition.&lt;br&gt;So I&amp;#39;d like to suggest them to keep connecting unused output to GND.&lt;br&gt;However, if there is risk, I&amp;#39;ll suggest them to change output from conneting it to GND to floating.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br&gt;Kazuki Kurmaochi&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPS55289: Power supply IC selection</title><link>https://e2e.ti.com/thread/1614616?ContentTypeID=0</link><pubDate>Fri, 06 Feb 2026 06:01:07 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c0ce2228-994c-4269-a4c5-24bce4d6fe06</guid><dc:creator>Rakesh Roshan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1614616?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1614616/tps55289-power-supply-ic-selection/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/TPS55289" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPS55289&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi TI team. We are looking for a low cost power supply IC which should cost nearly 1$ -1.2$. Our requirement is&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Input Voltage - 10V - 30V dc (Variable input),&amp;nbsp; &amp;nbsp; &amp;nbsp;Output Voltage- 12V , 0.1A Dc (Fixed)&amp;nbsp;&lt;/p&gt;
&lt;p&gt;This requirement is for inductive proximity senor application. The yearly required quantity will be 50000Pcs and it will increase as our sales will grow.&lt;/p&gt;
&lt;p&gt;Please provide the power supply ics which will be suitable for our application. Also please share the reference designs for our 12v fixed output application. I have tried TI webench power designer but i am getting designs which has transformer which isolates the output and quite confusing for us. Let us know if TI can support on this or else we have to look for other vendors like STM, microchip.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TIDA-010961: Reference software</title><link>https://e2e.ti.com/thread/1598067?ContentTypeID=0</link><pubDate>Mon, 15 Dec 2025 06:10:07 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:eb3de689-d366-4d6d-8871-c0c09c472c03</guid><dc:creator>Colin Chen</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1598067?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1598067/tida-010961-reference-software/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/TIDA-010961" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TIDA-010961&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear teams,&lt;/p&gt;
&lt;p&gt;For this TIDA-010961 reference design, we would like to know if the software for this design can be provided as a reference. Thank you&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/938/image.png" alt="image.png" data-temp-id="image.png-43951"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPS61097A-33: Inquiry About Inductor Replacement for TPS61097A-33DBVR</title><link>https://e2e.ti.com/thread/1579959?ContentTypeID=0</link><pubDate>Fri, 24 Oct 2025 11:03:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:38adba09-7873-41e3-87f1-4878e1adcbfb</guid><dc:creator>Nurullah &amp;#214;zkan</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1579959?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/inductive-sensing/f/inductive-sensing-forum/1579959/tps61097a-33-inquiry-about-inductor-replacement-for-tps61097a-33dbvr/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/TPS61097A-33" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPS61097A-33&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;Dear TI team,&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;We currently use the TPS61097A-33DBVR boost converter in our products. So far, we have been using the DO3314-103MLC inductor from Coilcraft. We noticed in your datasheet for the TPS61097 that other inductors are listed. One of these is the NLC565050T from TDK, which unfortunately is now discontinued and no longer manufactured.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;Therefore, we are considering using the VLS3015CX-100M-H, also from TDK, as a replacement. According to the datasheets, the electrical characteristics appear to match.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;Our question is: can the VLS3015CX-100M-H inductor reliably replace the Coilcraft DO3314-103MLC in our design with the TPS61097A-33DBVR, or are there considerations (e.g., mounting, saturation current, DC resistance, ripple current, layout, thermal behavior) that we may have overlooked?&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;We would greatly appreciate any guidance or recommendations you might have regarding inductor substitution in this application.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;Thank you very much for your assistance.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;Best regards,&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&lt;span style="font-size:11.0pt;font-family:Arial, sans-serif;"&gt;M. Eng. Nurullah &amp;Ouml;zkan&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-right:0cm;margin-left:0cm;font-size:12pt;font-family:&amp;#39;Times New Roman&amp;#39;, serif;"&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>