<?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>Interface forum - Recent Threads</title><link>https://e2e.ti.com/support/interface-group/interface/f/interface-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Sat, 13 Jun 2026 14:57:10 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/interface-group/interface/f/interface-forum" /><item><title>MAX3223: Transmitter section failure of MAX3223IPW</title><link>https://e2e.ti.com/thread/1655118?ContentTypeID=0</link><pubDate>Sat, 13 Jun 2026 14:57:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5180ae03-b681-44ea-8596-92e8d0cd77ce</guid><dc:creator>Anurag Bajpai</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1655118?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1655118/max3223-transmitter-section-failure-of-max3223ipw/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MAX3223&lt;/p&gt;&lt;p&gt;Hi in one application for MAX3223IPW , the force on is connected with invalid bar pin with zero ohm resistor. By mistake the force on is also connected with ground using zero ohm resistor. Initially the ic was working fine, now the tranmit section on RS 232 is sending garbage while the recive section of rs232 of ic is working fine. Can you tell due the invalid bar pin is connected to ground has done the damage to the IC?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;</description></item><item><title>DS90UB983-Q1: Compatibility Inquiry: DS90UB983-Q1 with DS90UB948-Q1 for DP to Dual LVDS Display Application</title><link>https://e2e.ti.com/thread/1655115?ContentTypeID=0</link><pubDate>Sat, 13 Jun 2026 12:37:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:af69c1bc-7ed1-4737-b5c7-9590094c3510</guid><dc:creator>Madhan Kumar</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1655115?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1655115/ds90ub983-q1-compatibility-inquiry-ds90ub983-q1-with-ds90ub948-q1-for-dp-to-dual-lvds-display-application/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DS90UB983-Q1&lt;/p&gt;&lt;div&gt;
&lt;div&gt;
&lt;p&gt;I am evaluating a display architecture and would like to confirm the compatibility of the selected devices.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;System Architecture:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Board 1:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Mini Display Port (mDP) input from host system&lt;/li&gt;
&lt;li&gt;DS90UB983-Q1 serializer&lt;/li&gt;
&lt;li&gt;Coaxial cable output&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Board 2:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Coaxial cable input&lt;/li&gt;
&lt;li&gt;DS90UB948-Q1 deserializer&lt;/li&gt;
&lt;li&gt;Dual LVDS output to display panel(s)&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;The intended signal path is:&lt;/p&gt;
&lt;p&gt;mDP Source &amp;rarr; DS90UB983-Q1 &amp;rarr; Coaxial Cable &amp;rarr; DS90UB948-Q1 &amp;rarr; Dual LVDS Display&lt;/p&gt;
&lt;p&gt;I would like to know:&lt;/p&gt;
&lt;ol start="1"&gt;
&lt;li&gt;Is DS90UB983-Q1 compatible with DS90UB948-Q1 in this configuration?&lt;/li&gt;
&lt;li&gt;Can the DS90UB983-Q1 establish a valid link with the DS90UB948-Q1 over a coaxial cable?&lt;/li&gt;
&lt;li&gt;If they are not directly compatible, could you please recommend the appropriate serializer/deserializer pair for converting a Mini Display Port source to Dual LVDS displays over a coaxial cable?&lt;/li&gt;
&lt;li&gt;Are there any reference designs, application notes, or design considerations relevant to this implementation?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Display requirements:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Interface: Mini Display Port input&lt;/li&gt;
&lt;li&gt;Transmission medium: Coaxial cable&lt;/li&gt;
&lt;li&gt;Display interface: Dual LVDS&lt;/li&gt;
&lt;li&gt;Resolution: 1920 * 1080&lt;/li&gt;
&lt;li&gt;Refresh rate: 60Hz&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;Thank you for your support. I look forward to your guidance.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>XIO2001EVM: PCI card detection</title><link>https://e2e.ti.com/thread/1655103?ContentTypeID=0</link><pubDate>Sat, 13 Jun 2026 07:16:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bf835f4d-8d55-4d59-87ad-c05fc99488b6</guid><dc:creator>vara  prasad</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1655103?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1655103/xio2001evm-pci-card-detection/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; XIO2001EVM&lt;/p&gt;&lt;p&gt;I inserted a PCI card into the EVM slot. When used together, the EVM is detected but the PCI card is not &amp;mdash; however, both cards work fine individually in their respective slots on both Linux and Windows.&lt;/p&gt;</description></item><item><title>RE: DP83869HM: Request for Schematic Pre-Check and Ethernet PHY Design Validation – AM2634 + DP83869</title><link>https://e2e.ti.com/thread/6381721?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 04:53:47 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c9383f8c-0f5b-43af-88ea-58d5d9c2be73</guid><dc:creator>phanendra beella</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381721?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1649197/dp83869hm-request-for-schematic-pre-check-and-ethernet-phy-design-validation-am2634-dp83869/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Dear Gregory,&lt;br /&gt;Thank for your response . we are eagerly waiting for your confirmation&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DP83869HM: Request for Schematic Pre-Check and Ethernet PHY Design Validation – AM2634 + DP83869</title><link>https://e2e.ti.com/thread/1649197?ContentTypeID=0</link><pubDate>Tue, 26 May 2026 06:53:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:efdbd77f-649c-4308-a1e7-9e4c5573964c</guid><dc:creator>phanendra beella</dc:creator><slash:comments>6</slash:comments><comments>https://e2e.ti.com/thread/1649197?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1649197/dp83869hm-request-for-schematic-pre-check-and-ethernet-phy-design-validation-am2634-dp83869/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DP83869HM&lt;/p&gt;&lt;p&gt;Hello TI Team,&lt;/p&gt;
&lt;p&gt;I have designed a custom industrial board based on the AM2634COLFHAZCZR (Sitara&amp;trade; Real-Time MCU) along with the DP83869 Gigabit Ethernet PHY.&lt;/p&gt;
&lt;p&gt;Before proceeding with Ethernet bring-up, PHY initialization, and continuous ping stability testing, I would like to request a detailed schematic pre-check and design validation from the TI team to ensure the hardware implementation follows TI recommended guidelines and reference designs.&lt;/p&gt;
&lt;p&gt;Our intention is to validate the schematic thoroughly before PCB fabrication/board bring-up to avoid any Ethernet stability.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Processor :&lt;/strong&gt; AM2634COLFHAZCZR (Sitara&amp;trade; Real-Time MCU)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Ethernet PHY:&amp;nbsp; &lt;/strong&gt;DP83869 Gigabit Ethernet PHY&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Ethernet Interface:&amp;nbsp; &lt;/strong&gt;RGMII interface between AM2634 and DP83869&lt;/p&gt;
&lt;p&gt;Target Validation:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Ethernet PHY bring-up&lt;/li&gt;
&lt;li&gt;MDIO communication verification&lt;/li&gt;
&lt;li&gt;PHY link detection&lt;/li&gt;
&lt;li&gt;Continuous ping stability testing&lt;/li&gt;
&lt;li&gt;Long-duration Ethernet communication validation&lt;br /&gt;
&lt;p&gt;Please review the RGMII interface between AM2634 and DP83869.&lt;/p&gt;
&lt;p&gt;Signals include:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;TXD&lt;span data-placeholder-token="true"&gt;[3:0]&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;RXD&lt;span data-placeholder-token="true"&gt;[3:0]&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;TX_CTL / RX_CTL&lt;/li&gt;
&lt;li&gt;TX_CLK / RX_CLK&lt;/li&gt;
&lt;li&gt;MDC / MDIO&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Please verify:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Signal connectivity correctness&lt;/li&gt;
&lt;li&gt;IO voltage compatibility&lt;/li&gt;
&lt;li&gt;Pull-up/pull-down requirements&lt;/li&gt;
&lt;li&gt;Trace matching recommendations&lt;/li&gt;
&lt;li&gt;RGMII timing/skew implementation&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Specific Questions:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Should DP83869 be configured with internal delay mode or external PCB delay?&lt;/li&gt;
&lt;li&gt;Are series termination resistors recommended on RGMII signals?&lt;/li&gt;
&lt;li&gt;Are there any layout-critical timing considerations?&lt;br /&gt;
&lt;ol start="3" data-spread="false"&gt;
&lt;li&gt;Clock Network Verification&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;&lt;hr /&gt;&lt;/div&gt;
&lt;p&gt;Please review:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;25MHz crystal circuit connected to DP83869&lt;/li&gt;
&lt;li&gt;Crystal load capacitor values&lt;/li&gt;
&lt;li&gt;Clock routing recommendations&lt;/li&gt;
&lt;li&gt;Oscillator stability requirements&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Questions:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Is the crystal implementation correct as per TI recommendations?&lt;/li&gt;
&lt;li&gt;Are the load capacitor values appropriate?&lt;br /&gt;
&lt;ol start="4" data-spread="false"&gt;
&lt;li&gt;PHY Strap Pin Configuration&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;&lt;hr /&gt;&lt;/div&gt;
&lt;p&gt;Please verify:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;PHY address strap configuration&lt;/li&gt;
&lt;li&gt;RGMII mode strap settings&lt;/li&gt;
&lt;li&gt;Bootstrap resistor values&lt;/li&gt;
&lt;li&gt;Auto-negotiation configuration&lt;/li&gt;
&lt;li&gt;LED strap functionality&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Questions:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Is the PHY correctly configured for RGMII operation?&lt;/li&gt;
&lt;li&gt;Is Auto-negotiation enabled correctly by default?&lt;/li&gt;
&lt;li&gt;Any strap timing or resistor concerns?&lt;br /&gt;
&lt;ol start="5" data-spread="false"&gt;
&lt;li&gt;Reset Circuit Verification&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;&lt;hr /&gt;&lt;/div&gt;
&lt;p&gt;Please review:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Reset topology for AM2634 and DP83869&lt;/li&gt;
&lt;li&gt;Reset timing implementation&lt;/li&gt;
&lt;li&gt;Reset dependency between MCU and PHY&lt;/li&gt;
&lt;li&gt;Power-on reset behavior&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Questions:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Is the reset timing correct?&lt;/li&gt;
&lt;li&gt;Is the reset sequence proper for reliable PHY initialization?&lt;br /&gt;
&lt;h2&gt;Request&lt;/h2&gt;
&lt;p&gt;Kindly review the attached schematic and provide feedback on whether the design is ready for PCB fabrication and hardware bring-up.&lt;/p&gt;
&lt;p&gt;Please let us know if:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;Any schematic corrections are required&lt;/li&gt;
&lt;li&gt;Any layout recommendations should be followed&lt;/li&gt;
&lt;li&gt;Any Ethernet timing or PHY configuration changes are needed before fabrication&lt;br /&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/CUSTOM_5F00_BRD_5F00_REV03.pdf" target="_blank" rel="noopener" data-temp-id="CUSTOM_BRD_REV03.pdf-589676"&gt;CUSTOM_BRD_REV03.pdf&lt;/a&gt;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</description></item><item><title>DP83TC815-Q1: DP83TC815-Q1 can not be detected on MDIO bus</title><link>https://e2e.ti.com/thread/1654783?ContentTypeID=0</link><pubDate>Fri, 12 Jun 2026 04:20:51 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a347b128-6d1b-4fbd-a7c1-4086dfa48248</guid><dc:creator>gavin zhang</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1654783?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654783/dp83tc815-q1-dp83tc815-q1-can-not-be-detected-on-mdio-bus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DP83TC815-Q1&lt;/p&gt;&lt;p&gt;Hi, TI experts.&lt;/p&gt;
&lt;p&gt;On my board, DP83TC815-Q1 can not be detected on MDIO bus. I test the power and reset waveform:&lt;/p&gt;
&lt;p&gt;1)3V3(VDDIO,VDDMAC,VDDA3P3,VSLEEP) and 1V0(VDD1P0)waveform:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/3v3_2D00_1v0.jpg" alt="3v3-1v0.jpg" data-temp-id="3v3-1v0.jpg-113427" /&gt;&lt;/p&gt;
&lt;p&gt;(yellow is 3.3V ,green is 1.0V)&lt;/p&gt;
&lt;p&gt;2)VDD1P0 and reset waveform:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/1v0_2D00_reset.jpg" alt="1v0-reset.jpg" data-temp-id="1v0-reset.jpg-114884" /&gt;&lt;/p&gt;
&lt;p&gt;(yellow: reset,green:1V0)&lt;/p&gt;
&lt;p&gt;3) test the clock, it is also ok.&lt;/p&gt;
&lt;p&gt;schematic is as follows:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/DP83TC815-schematic.pdf" target="_blank" rel="noopener" data-temp-id="DP83TC815 schematic.pdf-107311"&gt;DP83TC815 schematic.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Do you have any comments for this issue?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Gavin&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: DP83TC815-Q1: DP83TC815-Q1 can not be detected on MDIO bus</title><link>https://e2e.ti.com/thread/6381706?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 02:26:05 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d133c6df-a154-4090-8c2d-3fca32fb3d17</guid><dc:creator>gavin zhang</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381706?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654783/dp83tc815-q1-dp83tc815-q1-can-not-be-detected-on-mdio-bus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi, Drew&lt;/p&gt;
&lt;p&gt;Yes, you are correct, INH is low, this chip is in sleep state.&lt;/p&gt;
&lt;p&gt;on my board ,there is no fanout of wake pin, so can I change the DP83TC815 to DP83TC814, they are pin to pin compatible and&amp;nbsp;&lt;span&gt;DP83TC814 do not support TC10. I think I can change bom only, is it correct?&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DP83TC815-Q1: DP83TC815-Q1 can not be detected on MDIO bus</title><link>https://e2e.ti.com/thread/6381702?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 01:50:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4c1519e1-8019-47c2-9dc4-aa2db1f85505</guid><dc:creator>Drew Miller1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6381702?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654783/dp83tc815-q1-dp83tc815-q1-can-not-be-detected-on-mdio-bus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Gavin,&lt;/p&gt;
&lt;p&gt;I apologize, I&amp;nbsp;mixed up RX_CTRL and RX_CLK.&amp;nbsp; You are correct regarding RX_CTRL.&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/138/pastedimage1781315260207v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/138/pastedimage1781315274884v2.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;With RX_CLK floating, TC10 is enabled.&amp;nbsp; PHY may be asleep.&amp;nbsp; You can check INH pin to confirm.&amp;nbsp; INH is high-Z when PHY is asleep, so it would be pulled down by 3.3kOhm in your design.&amp;nbsp; To wake up PHY, pull WAKE pin to VSLEEP.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Drew&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DP83TC815-Q1: DP83TC815-Q1 can not be detected on MDIO bus</title><link>https://e2e.ti.com/thread/6381700?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 01:45:51 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7bd1bdc2-f3eb-49b6-9907-cbce24688192</guid><dc:creator>gavin zhang</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6381700?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654783/dp83tc815-q1-dp83tc815-q1-can-not-be-detected-on-mdio-bus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi, Drew&lt;/p&gt;
&lt;p&gt;1. clk_out waveform:&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" alt=" " src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/138/clkout.jpg" /&gt;&lt;/p&gt;
&lt;p&gt;2. For&amp;nbsp;&lt;span&gt;RX_CTRL pin, it is defined as 3-level strap pin on datasheet:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/138/pastedimage1781315000724v1.png" alt=" " /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/138/pastedimage1781315085859v3.png" alt=" " /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;so is it correct?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Thanks&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Gavin&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: TUSB2E221: sch review</title><link>https://e2e.ti.com/thread/6381698?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 01:28:59 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:387c43d1-c194-400b-abba-0a01d2b71c34</guid><dc:creator>Charles (KAT) Zhang</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381698?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654826/tusb2e221-sch-review/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Thank you Ryan!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TUSB2E221: sch review</title><link>https://e2e.ti.com/thread/1654826?ContentTypeID=0</link><pubDate>Fri, 12 Jun 2026 06:49:42 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0073caac-1044-439e-9cf6-1cf867652c9b</guid><dc:creator>Charles (KAT) Zhang</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1654826?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654826/tusb2e221-sch-review/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TUSB2E221&lt;/p&gt;&lt;p&gt;Dear team,&lt;/p&gt;
&lt;p&gt;Could you help to review customer TUSB2E221 sch as below?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you~&lt;/p&gt;
&lt;p&gt;Charles&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/84487.image.png" alt="image.png" data-temp-id="image.png-516928" /&gt;&lt;/p&gt;</description></item><item><title>AM6442: Ospi flash through UART uniflash</title><link>https://e2e.ti.com/thread/1653274?ContentTypeID=0</link><pubDate>Mon, 08 Jun 2026 15:14:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bf6e7780-82ac-43ea-98aa-f4abd46ff024</guid><dc:creator>ganesh d</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1653274?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1653274/am6442-ospi-flash-through-uart-uniflash/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AM6442&lt;/p&gt;&lt;p&gt;&lt;span data-teams="true"&gt;Hi TI Team,&lt;br /&gt;&lt;br /&gt;We are working on a custom AM6442 board using Processor SDK Linux 9.x and would like to boot completely from OSPI flash without using an SD card.&lt;br /&gt;&lt;br /&gt;We plan to flash the following images using UART UniFlash:&lt;br /&gt;&lt;br /&gt;* tiboot3.bin&lt;br /&gt;* tispl.bin&lt;br /&gt;* u-boot.img&lt;br /&gt;* k3-am642-evm.dtb&lt;br /&gt;* am6-sdk-tiny-fs.ubi&amp;nbsp;&lt;br /&gt;&lt;br /&gt;We would like clarification on the following points:&lt;br /&gt;&lt;br /&gt;1. Does UART UniFlash support directly flashing a UBIFS image (root.ubifs) to a UBI volume, or does it only support flashing a UBI image (root.ubi)?&lt;br /&gt;2. If root.ubifs is supported, how are the UBI volume creation and UBI attach operations handled during flashing?&lt;br /&gt;3. Is it recommended to generate and flash a root.ubi image instead of root.ubifs for production programming?&lt;br /&gt;4. Could you provide an example UART UniFlash configuration file for flashing the above images to OSPI flash?&lt;br /&gt;5. After flashing, what are the required bootargs and partition settings to ensure the kernel automatically attaches the UBI partition and mounts the UBIFS root filesystem?&lt;br /&gt;&lt;br /&gt;Any guidance or reference documentation would be appreciated.&lt;br /&gt;&lt;br /&gt;Thanks,&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span data-teams="true"&gt;Ganesh D&lt;/span&gt;&lt;/p&gt;</description></item><item><title>RE: AM6442: Ospi flash through UART uniflash</title><link>https://e2e.ti.com/thread/6381696?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 01:03:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:895d1441-afa3-4cfa-a887-14c9ab105a12</guid><dc:creator>Bin Liu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381696?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1653274/am6442-ospi-flash-through-uart-uniflash/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ganesh,&lt;/p&gt;
&lt;p&gt;I will review this later next week and get back to you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>THVD2452V-EP: DE and RE# Tied Together?</title><link>https://e2e.ti.com/thread/1654980?ContentTypeID=0</link><pubDate>Fri, 12 Jun 2026 12:55:47 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:af743ae4-f106-4a3d-98b1-36da26a4d053</guid><dc:creator>Filipe Rubinstein</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1654980?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654980/thvd2452v-ep-de-and-re-tied-together/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; THVD2452V-EP&lt;/p&gt;&lt;p&gt;Hi Team,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I am investigating the THVD2452-EP and whether or not this device can be configured as a half-duplex. However, one question that came up is whether the signal pins DE &amp;amp; RE# be tied together so a single source can be used? In addition, I&amp;#39;m not sure whether the logic levels internal to the part will dictate whether to enable DE or RE#.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Is the team able to provide any guidance here on how to achieve this with the THVD2452-SP?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you,&lt;/p&gt;
&lt;p&gt;Filipe Rubinstein&lt;/p&gt;</description></item><item><title>RE: THVD2452V-EP: DE and RE# Tied Together?</title><link>https://e2e.ti.com/thread/6381689?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 00:22:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f7441b32-49c2-4ce9-ae70-e2521efc5402</guid><dc:creator>Ethan Sempsrott</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381689?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654980/thvd2452v-ep-de-and-re-tied-together/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Filipe,&lt;/p&gt;
&lt;p&gt;Yes, they can short the bus pins to achieve half-duplex. They can also short /RE and DE together so only one GPIO is needed to control the mode. This is a very common implementation. When they driver the line high, the driver will be enabled and the receiver will be disabled, and vice versa.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best,&lt;/p&gt;
&lt;p&gt;Ethan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: THVD1424:Question about IEC ESD/EFT rating acceptance criteria for THVD1424</title><link>https://e2e.ti.com/thread/6381688?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 00:19:59 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0584b595-09ee-4db8-b8da-603b7b1e523f</guid><dc:creator>Ethan Sempsrott</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381688?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1653938/thvd1424-question-about-iec-esd-eft-rating-acceptance-criteria-for-thvd1424/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;No, the resistor&amp;nbsp;does not need an ESD rating. The transceiver will still achieve its ESD rating regardless.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>THVD1424:Question about IEC ESD/EFT rating acceptance criteria for THVD1424</title><link>https://e2e.ti.com/thread/1653938?ContentTypeID=0</link><pubDate>Wed, 10 Jun 2026 06:20:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6558503d-dcba-41fe-83a3-8b0dcde3b231</guid><dc:creator>kz_sk</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1653938?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1653938/thvd1424-question-about-iec-esd-eft-rating-acceptance-criteria-for-thvd1424/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; THVD1424&lt;/p&gt;
&lt;p&gt;Regarding the THVD1424 datasheet, Section 6.3 &amp;quot;ESD Ratings [IEC]&amp;quot;, the device is specified as:&lt;/p&gt;
&lt;p&gt;IEC 61000-4-2 Contact Discharge: &amp;plusmn;8 kV&lt;br /&gt;IEC 61000-4-4 EFT: &amp;plusmn;4 kV&lt;/p&gt;
&lt;p&gt;Could you clarify what acceptance criterion was used to determine these ratings?&lt;/p&gt;
&lt;p&gt;For example, are these ratings intended to indicate:&lt;/p&gt;
&lt;p&gt;No permanent damage to the transceiver (device survives the test), or&lt;br /&gt;Compliance with a specific IEC performance criterion (A, B, C, or D)?&lt;/p&gt;
&lt;p&gt;In other words, during the IEC 61000-4-2 and IEC 61000-4-4 tests, was normal communication operation maintained, or was the criterion simply that the device remained functional after the test?&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;
&lt;p&gt;&lt;img alt="image.png" src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/0676.image.png" data-temp-id="image.png-111690" /&gt;&lt;/p&gt;
&lt;p&gt;Quoted from&amp;nbsp; &amp;quot;slva711.pdf&amp;quot;　&amp;darr;&lt;/p&gt;
&lt;p&gt;Results of the surge test should be classified according to the loss of function and degradation. From most protected systems to the least, the classes in the IEC 61000-4-5 are:&lt;/p&gt;
&lt;p&gt;(A) Normal performance within the limits specified by the manufacturer, requester or purchaser.&lt;/p&gt;
&lt;p&gt;(B) Temporary loss of function or temporary degradation of performance not requiring an operator.&lt;/p&gt;
&lt;p&gt;(C) Temporary loss of function or degradation of performance, the correction of which requires operator intervention.&lt;/p&gt;
&lt;p&gt;(D) Loss of function or degradation of performance which is not recoverable, owing to damage of the hardware or software, or loss of data. Class A is for the most reliable applications. Class D is usually not acceptable to the manufacturers.&lt;/p&gt;</description></item><item><title>TCAN1145-Q1: Problem with CAN transceiver TCAN1145-Q1</title><link>https://e2e.ti.com/thread/1654794?ContentTypeID=0</link><pubDate>Fri, 12 Jun 2026 05:21:17 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:174b6c4c-3b8b-43f4-a394-71664b7959cf</guid><dc:creator>Jan Thorstensson</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1654794?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654794/tcan1145-q1-problem-with-can-transceiver-tcan1145-q1/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TCAN1145-Q1&lt;/p&gt;&lt;p&gt;&lt;span data-olk-copy-source="MessageBody"&gt;We have experienced a couple of TCAN1145-Q1 failing when exposed to a wiring short circuit between CANL and GND.&lt;br /&gt;&lt;/span&gt;After failing, the DC-resistance between CANL and GND was found to be approx. 5ohm when non-powered. Similar on both IC:s, obviously EOS damage.&lt;br /&gt;&lt;br /&gt;The TCAN1145-Q1 is used combined with a Murata DLW32SH101XF2 common-mode choke in this application.&lt;br /&gt;&lt;br /&gt;Both simulations and bench tests indicate that the CM choke causes negative transients at the transceiver CANL port at the trailing edge of every CAN bit sent.&lt;br /&gt;Those transients are being clamped to approx. -60V by internal transceiver TVS&lt;br /&gt;&lt;br /&gt;However, the energy absorbed by the TVS during these pulses is very small, less than&amp;nbsp;&lt;strong&gt;700nJ&lt;/strong&gt;&amp;nbsp;per pulse.&lt;br /&gt;Even when using extremely unfavourable conditions (such as 25V GND voltage offset), energy never exceeds 1.5uJ.&lt;br /&gt;&lt;br /&gt;The datasheet for TCAN1145 indirectly suggest there are internal TVS diodes on CANL and CANH clamping at approx. &amp;plusmn;60V. This has also been confirmed in bench tests.&lt;br /&gt;The 8kV CD ESD-spec implies that these TVS diodes should be able to handle at least&amp;nbsp;&lt;strong&gt;83uJ&lt;/strong&gt;&lt;br /&gt;ISO 7637-2 pulse 1 appears to subject internal TVS diodes to approx.&amp;nbsp;&lt;strong&gt;5mJ&lt;/strong&gt;, pulse 2 approx.&amp;nbsp;&lt;strong&gt;1mJ&lt;/strong&gt;&lt;br /&gt;&lt;br /&gt;&lt;img id="x_Picture_x0020_1" style="width:6.2604in;height:3.5937in;" src="data:image/png;base64,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" width="601" height="345" data-custom="AAkALgAAAAAAHYQDEapmEc2byACqAC%2FEWg0AAxUNHsmrbkCDoZEAtPMJRQAIU1p2uwAAARIAEAD3najtafADRreT2Q2fCqjj" data-imagetype="AttachmentByCid" alt=" " /&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;TI Application Report &amp;ldquo;SLLA271 - January 2008&amp;rdquo;&lt;/strong&gt;&lt;br /&gt;This report suggests that a CM choke may cause dangerous transient voltages whenever the CAN bus is shorted to VBAT or GND&lt;br /&gt;The recommended solution is to add external TVS diodes between CM-choke and transceiver.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Question 1:&lt;/strong&gt; Is such external TVS diodes really necessary for TCAN1145-Q1, which apparently has internal TVS diodes able to clamp pulses with 1000x higher energy than typically caused by the CM choke.&lt;strong&gt; &lt;em&gt;I.e. is it highly recommended to design according to the Application Report SLLA271 - January 2008?&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;Question 2:&lt;/strong&gt;&amp;nbsp;Is the transceivers ability to survive &amp;plusmn; 58V fully tested in production? Could there be individuals that may fail before the internal clamping goes into action?&lt;br /&gt;&lt;strong&gt;Question 3:&lt;/strong&gt;&amp;nbsp;Is the internal clamping function fully tested in production? Or could the clamping simply be missing on certain individuals?&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Question 4:&amp;nbsp;&lt;/strong&gt;Is the indirect estimation of TVS energy limits, based on ESD and ISO7637-ratings,&amp;nbsp; reasonable?&lt;br /&gt;&lt;br /&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/138/slla271.pdf" target="_blank" rel="noopener" data-temp-id="slla271.pdf-236471"&gt;slla271.pdf&lt;/a&gt;&lt;/p&gt;</description></item><item><title>RE: TCAN1145-Q1: Problem with CAN transceiver TCAN1145-Q1</title><link>https://e2e.ti.com/thread/6381686?ContentTypeID=1</link><pubDate>Sat, 13 Jun 2026 00:16:28 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:726cb932-6ebb-4ab3-9867-57f7f78826be</guid><dc:creator>Ethan Sempsrott</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381686?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654794/tcan1145-q1-problem-with-can-transceiver-tcan1145-q1/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Jan,&lt;/p&gt;
&lt;p&gt;Thanks for reaching out on E2E.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;So you are saying that when CANL is shorted to GND, TCAN1145 is permanently damaged? Did you check to see if CANH is shorted to GND well?&lt;/p&gt;
&lt;p&gt;Yes, shorting any supply at or above 12V to CANH/L can be a problem with a CMC as that app note shows. However, shorting CANL to GND with a CMC should not be a problem at all.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
[quote userid="703723" url="~/support/interface-group/interface/f/interface-forum/1654794/tcan1145-q1-problem-with-can-transceiver-tcan1145-q1"]Both simulations and bench tests indicate that the CM choke causes negative transients at the transceiver CANL port at the trailing edge of every CAN bit sent.[/quote]
&lt;p&gt;During those tests, was CANL shorted to GND? Or was CANH and CANL in normal operating conditions? Dose every trailing edge show this?&lt;/p&gt;
&lt;p&gt;Q1. Yes, I would still recommend external ESD diodes (especially in between the CMC and the transceiver if you suspect that there is a potential issue). The main reason is the transient created by the CMC may not match the IEC 61000-4-2 or other ESD standards. The real-world ESD strikes can also be much higher than 8kV, and the internal diodes don&amp;#39;t protect against any other forms of longer ESD strikes (like IEC 61000-4-5 surge). Our recommended diode is the ESD2CAN24, which supports up to 30kV IEC 61000-4-2 and ~5A of surge. This diode clamps at ~24V which will also help prevent voltage spikes from damaging the CAN transceiver pins (i.e. going above 58V). If those internal diodes clamp any higher than 60V (like in the case of a large surge event), they could potentially cause that EOS.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q2. Yes, this is tested. However, this is not tested with a CMC. The issue of clamping does not apply below 58V. This is because the transceiver can sustain 58V indefinitely. This would not be a transient. Hence, why the internal diodes clamp just above 58V.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q3. Yes, the clamping is always present since it is part of the TCAN1145 die. It is not a separate piece of silicon.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q4.&amp;nbsp;Your calculations are accurate, but they do not really apply as the issue you are experiencing likely does not line up with the exact ESD standard waveform. So the voltage, amperage, and time will be different.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best,&lt;/p&gt;
&lt;p&gt;Ethan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DP83TG721S-Q1: Required Ferrite Beads</title><link>https://e2e.ti.com/thread/6381643?ContentTypeID=1</link><pubDate>Fri, 12 Jun 2026 22:31:17 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a3211491-6dbd-40a1-b775-60a16a41f555</guid><dc:creator>Drew Miller1</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381643?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654462/dp83tg721s-q1-required-ferrite-beads/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Katharina,&lt;/p&gt;
&lt;p&gt;1&lt;/p&gt;
&lt;p&gt;A) The Impedance at 100 MHz, DC resistance, and rated current are all parameters to consider when selecting a ferrite bead.&lt;/p&gt;
&lt;p&gt;B) Typically, ferrite bead impedance is specified at 100 MHz.&lt;/p&gt;
&lt;p&gt;2&lt;/p&gt;
&lt;p&gt;There is a risk of negatively impacting EMC performance if separate ferrite beads are not used.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Drew&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DP83TG721S-Q1: Required Ferrite Beads</title><link>https://e2e.ti.com/thread/1654462?ContentTypeID=0</link><pubDate>Thu, 11 Jun 2026 08:08:40 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:72753b93-1660-4680-b73f-4b26831b9671</guid><dc:creator>Katharina Ehmke</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1654462?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654462/dp83tg721s-q1-required-ferrite-beads/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DP83TG721S-Q1&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;In the data sheet of the DP83TG721S Q1, different ferrite beads are recommended for the three supply rails VDDIO, VDDA and VDD1P1.&lt;span style="font-size:12.0pt;font-family:Aptos, sans-serif;"&gt;&lt;img style="height:3.718in;width:8.395in;" src="data:image/jpeg;base64,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" width="806" height="357" alt=" " /&gt;Q&lt;/span&gt;uestions:&lt;br /&gt;1.Can you please explain&amp;nbsp; what criteria are used to select these ferrite beads?&lt;br /&gt;A) Which parameters of the ferrite beads are decisive?&lt;br /&gt;B) For example, at which frequency must the impedance be ensured?&lt;br /&gt;2.What risk do we see in this case if the supply rails VDDIO, VDDA and VDD1P1 are not filtered via a separate ferrite bead?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Appreciate your feedback!&lt;/p&gt;
&lt;p&gt;Katharina&lt;/p&gt;</description></item><item><title>RE: DP83TC815-Q1: DP83TC815-Q1 can not be detected on MDIO bus</title><link>https://e2e.ti.com/thread/6381635?ContentTypeID=1</link><pubDate>Fri, 12 Jun 2026 22:21:29 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:14a4974b-32cb-4232-8c55-56ecd99b3635</guid><dc:creator>Drew Miller1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6381635?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654783/dp83tc815-q1-dp83tc815-q1-can-not-be-detected-on-mdio-bus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Gavin,&lt;/p&gt;
&lt;p&gt;Can you check clk_out signal?&lt;/p&gt;
&lt;p&gt;Also, I noticed you have 4.53kOhm pullup resistor on&amp;nbsp;RX_CTRL to disable TC-10 sleep.&amp;nbsp; Can you switch to 2.49 kOhm?&amp;nbsp; This a 2-level strap.&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/138/pastedimage1781302882350v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Drew&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DP83848Q-Q1: RTOS driver for DP83848Q-Q1</title><link>https://e2e.ti.com/thread/6381629?ContentTypeID=1</link><pubDate>Fri, 12 Jun 2026 22:14:06 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d9e18257-0bd1-497f-a97a-1eb247e3a254</guid><dc:creator>Gerome Cacho</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6381629?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654808/dp83848q-q1-rtos-driver-for-dp83848q-q1/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ted,&lt;/p&gt;
&lt;p&gt;My team is looking into this query. Please note that DP83848 is an older device and support is very limited.&lt;/p&gt;
&lt;p&gt;Sincerely,&lt;/p&gt;
&lt;p&gt;Gerome&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DP83848Q-Q1: RTOS driver for DP83848Q-Q1</title><link>https://e2e.ti.com/thread/1654808?ContentTypeID=0</link><pubDate>Fri, 12 Jun 2026 06:14:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d062adc4-7e2f-44ba-9e3b-a846a295a61f</guid><dc:creator>Ted Xu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1654808?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1654808/dp83848q-q1-rtos-driver-for-dp83848q-q1/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DP83848Q-Q1&lt;/p&gt;&lt;p&gt;Hi Team&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Would you help provide the RTOS driver for DP83848Q-Q1?&amp;nbsp; Only Linux driver can be found in below website link?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;ETHERNET-SW Driver or library | TI.com&lt;/p&gt;
&lt;p&gt;Thanks&amp;nbsp;&lt;/p&gt;</description></item><item><title>DP83867IS: Inquiry on PHY Behavior and Required Handling When GMAC is Reset Without PHY Reset under SGMII</title><link>https://e2e.ti.com/thread/1650639?ContentTypeID=0</link><pubDate>Fri, 29 May 2026 12:26:16 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:60684150-6e09-4417-b09a-cefb926a4520</guid><dc:creator>Yuuichi Asano</dc:creator><slash:comments>14</slash:comments><comments>https://e2e.ti.com/thread/1650639?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/interface-group/interface/f/interface-forum/1650639/dp83867is-inquiry-on-phy-behavior-and-required-handling-when-gmac-is-reset-without-phy-reset-under-sgmii/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DP83867IS&lt;/p&gt;&lt;div&gt;
&lt;div&gt;&lt;hr /&gt;
&lt;p&gt;&lt;strong&gt;[Situation]&lt;/strong&gt;&lt;br /&gt;Please consider the case where the GMAC block is reset/restarted due to an external factor, while the PHY remains continuously powered and maintains link-up status.&lt;/p&gt;
&lt;p&gt;In this scenario:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;No power cycling is performed on the PHY&lt;/li&gt;
&lt;li&gt;No cable unplug/replug occurs&lt;/li&gt;
&lt;li&gt;No re-triggering of auto-negotiation is requested after the initial link is established&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Under these conditions, we would like to continue using the PHY seamlessly before and after the GMAC reset, without changing the PHY state.&lt;/p&gt;
&lt;p&gt;Could you please advise if there are any specific requirements, constraints, or recommended handling procedures to ensure correct operation in this use case?&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;&lt;strong&gt;[Background / Observed Behavior]&lt;/strong&gt;&lt;br /&gt;Currently, we are observing the following behavior in our prototype:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;When the GMAC block is restarted without resetting the PHY, the PHY appears to maintain link-up status with the link partner.&lt;/li&gt;
&lt;li&gt;However, it seems that data communication between the GMAC and upper layers is no longer functioning (i.e., TX/RX data does not appear to flow correctly through the GMAC interface).&lt;/li&gt;
&lt;/ul&gt;
&lt;hr /&gt;
&lt;p&gt;&lt;strong&gt;[Questions]&lt;/strong&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Is this behavior expected as part of the specification for the PHY (especially under SGMII operation)?&lt;/li&gt;
&lt;li&gt;Does the GMAC reset require any re-initialization or re-synchronization sequence on the PHY side (e.g., SGMII re-negotiation, reconfiguration, or register reprogramming)?&lt;/li&gt;
&lt;li&gt;Are there any recommended workarounds or best practices to maintain normal data communication without resetting the PHY?&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;p&gt;&lt;strong&gt;[Configuration / Scope]&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Interface: SGMII&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</description></item></channel></rss>