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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>Zigbee &amp;amp; Thread forum - Recent Threads</title><link>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 15 Apr 2026 14:16:04 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum" /><item><title>CC2652R7: ZED Unexpected Network Leave + NLME_RestoreFromNV() Returns False</title><link>https://e2e.ti.com/thread/1636508?ContentTypeID=0</link><pubDate>Tue, 14 Apr 2026 16:35:03 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3fd4555a-efca-45b7-9323-de0405efe0d2</guid><dc:creator>Rafal Wisniowski</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1636508?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1636508/cc2652r7-zed-unexpected-network-leave-nlme_restorefromnv-returns-false/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2652R7&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;&amp;nbsp; I&amp;#39;m working on a battery-powered Zigbee End Device (ZED) project and need assistance with two related issues: &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Hardware/Software Environment:&lt;br /&gt;&amp;nbsp; - Device: CC2652R7 (custom board)&lt;br /&gt;&amp;nbsp; - Z-Stack Version: 3.x (SDK 8.30)&lt;br /&gt;&amp;nbsp; - Configuration: Zigbee End Device (sleepy end device)&lt;/p&gt;
&lt;p&gt;&amp;nbsp; ---&lt;br /&gt;&amp;nbsp; Issue 1: Unexplained Network Leave Events&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Our battery-powered end devices occasionally leave the Zigbee network unexpectedly (very rare occurrence, ~0.1% of devices in field). Since this is intermittent and difficult to reproduce in our lab, I don&amp;#39;t have sniffer logs or device traces yet. I do have information that this issue also happened on older version of SDK (6.20).&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Questions:&lt;br /&gt;&amp;nbsp; - What are the known mechanisms that can cause a ZED to leave the network without explicit application request? &amp;nbsp; &amp;nbsp;&lt;br /&gt;&amp;nbsp; - Should I be looking at: parent loss timeout, poll rate issues, security failures, low battery behavior, or something else?&lt;br /&gt;&amp;nbsp; - Are there specific NV items or runtime flags I should monitor to detect why a leave occurred?&lt;/p&gt;
&lt;p&gt;&amp;nbsp; ---&lt;br /&gt;&amp;nbsp; Issue 2: NLME_RestoreFromNV() Returns False&lt;/p&gt;
&lt;p&gt;&amp;nbsp; To work around Issue 1, I&amp;#39;m implementing a network backup/restore mechanism that saves network parameters to a separate custom NVS region. After a device leaves the network, I want to restore the parameters and rejoin the closed network (permit join disabled).&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Current Implementation:&lt;br /&gt;&amp;nbsp; 1. On successful join:&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Save NIB data to custom NVS region&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Save Security Keys&amp;nbsp;&lt;br /&gt;&amp;nbsp; 2. On boot/rejoin attempt:&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Restore NIB data from custom NVS&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Restore Security Keys from custom NVS&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Calling bdb_setNodeIsOnANetwork() - Tell BDB that device has network parameters so it can attempt secure rejoin&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Clear startup options to allow network state restoration on next boot&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Writing NIB via osal_nv_write&lt;br /&gt;&amp;nbsp; &amp;nbsp; - Restart the device&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Problem:&lt;br /&gt;&amp;nbsp; NLME_RestoreFromNV() consistently returns FALSE. Since this is a precompiled library function, I cannot debug why it&amp;#39;s failing.&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Questions:&lt;br /&gt;&amp;nbsp; - What conditions cause NLME_RestoreFromNV() to return false?&lt;br /&gt;&amp;nbsp; - Is there a specific initialization sequence or NV items that must be set before calling this function?&lt;br /&gt;&amp;nbsp; - Should I be using a different API for restoring network state after a leave event?&lt;br /&gt;&amp;nbsp; - Does the network key need to be handled separately from the NIB structure?&lt;/p&gt;
&lt;p&gt;&amp;nbsp; What I&amp;#39;ve Tried:&lt;br /&gt;&amp;nbsp; - Verified NV write operations succeed&lt;br /&gt;&amp;nbsp; - Verified NIB data integrity with CRC checks before restore&lt;br /&gt;&amp;nbsp; - Called restore at different points in initialization sequence&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Any guidance on either issue would be greatly appreciated. For Issue 1, even general debugging strategies would help. For Issue 2, understanding the restore API requirements would unblock my prototype.&lt;/p&gt;
&lt;p&gt;&amp;nbsp; Thank you!&lt;/p&gt;</description></item><item><title>RE: CC2652R7: ZED Unexpected Network Leave + NLME_RestoreFromNV() Returns False</title><link>https://e2e.ti.com/thread/6309746?ContentTypeID=1</link><pubDate>Wed, 15 Apr 2026 14:16:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2dd8c3c4-cea5-4d18-ad01-4bf560f03786</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6309746?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1636508/cc2652r7-zed-unexpected-network-leave-nlme_restorefromnv-returns-false/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Rafal,&lt;/p&gt;
&lt;p&gt;Here are some similar E2E threads although I do not believe they are identical to your observations.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;a href="https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1292893/cc2652r7-zed-randomly-leaves-network"&gt;CC2652R7: ZED Randomly leaves network&lt;/a&gt;&amp;nbsp;&lt;br /&gt;&amp;nbsp;&lt;a href="https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1501709/cc2652p-why-zc-send-a-leave-request-to-zed-automatically"&gt;CC2652P: why  ZC send a Leave request to ZED automatically?&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Issue 1: You have a firm grasp on mechanisms which could be causing a network Leave without rejoin.&amp;nbsp; Are you using a SimpleLink F2 device for your ZC/ZR parent as well?&amp;nbsp; If this source code is not from TI then it becomes even more difficult to determine what could be causing the Leave without having a sniffer log.&amp;nbsp; You could try to force the issue by leaving the ZED off for a few hours, or the same for turning off all available network parents while leaving the ZED on.&amp;nbsp; You can also debug the ZED code by placing breakpoints at each call to NLME_LeaveReq and bdb_setFN as based on issue 2 it appears that a factory reset is being performed.&amp;nbsp; Does your ZED rejoin as expected when it is simply reset, and how many messages does it send on average over time?&amp;nbsp; Can devices fail in the field regardless of how long they have been active, or are older devices more susceptible?&lt;/p&gt;
&lt;p&gt;Issue 2: Since&amp;nbsp;&lt;span&gt;NLME_RestoreFromNV returns FALSE we have reason to believe that the ZED is initiating a factory reset.&amp;nbsp; This is most commonly performed through the bdb_setFN API.&amp;nbsp; This would erase all existing NV flash memory and start the device in a new network state configuration (ZDApp_RestoreNetworkState).&amp;nbsp; So your idea of storing NVS&amp;nbsp;would be ineffective if using the Zigbee application NV memory section which is reset on a factory reset (zgReadStartupOptions).&amp;nbsp; ZEDs should be perfectly capable of restoring network settings on a reset, the exception being if they have been instructed to start into a new state.&amp;nbsp; You could modify the application to not allow a factory reset of the NV memory and force a rejoin, however this could be rejected by the parent if it sent a Leave without rejoin command.&amp;nbsp; What you&amp;#39;ve described sounds a bit like Zigbee Cloning which you can read more about in this &lt;a href="https://www.ti.com/lit/an/swra671/swra671.pdf"&gt;App Note&lt;/a&gt;.&amp;nbsp; If you don&amp;#39;t want your custom NV to be affected by the Z-Stack state machine then you would need to add a different NV section to SysConfig which is directly controlled by the &lt;a href="https://software-dl.ti.com/simplelink/esd/simplelink_cc13xx_cc26xx_sdk/latest/exports/docs/drivers/doxygen/html/_n_v_s_8h.html"&gt;NVS TI Driver&lt;/a&gt;.&amp;nbsp; This would need to be accounted for in your command linker file.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Regards,&lt;br /&gt;Ryan&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2652P: Which file can change TX_POWER, Bootloader Backdoor DIO, and LF Clock Source</title><link>https://e2e.ti.com/thread/6306768?ContentTypeID=1</link><pubDate>Tue, 14 Apr 2026 01:34:17 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d59a735b-5bca-4c45-948b-36acf2944e88</guid><dc:creator>Kimi Hu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6306768?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1635277/cc2652p-which-file-can-change-tx_power-bootloader-backdoor-dio-and-lf-clock-source/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ryan,&lt;/p&gt;
&lt;p&gt;Thank you. It works&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CC2652P: Which file can change TX_POWER, Bootloader Backdoor DIO, and LF Clock Source</title><link>https://e2e.ti.com/thread/1635277?ContentTypeID=0</link><pubDate>Fri, 10 Apr 2026 10:18:15 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7e93ec27-458e-467f-8d9f-c5a5cf4705e1</guid><dc:creator>Kimi Hu</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1635277?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1635277/cc2652p-which-file-can-change-tx_power-bootloader-backdoor-dio-and-lf-clock-source/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2652P&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I downloaded OpenThread from your GitHub repository (&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;a href="https://github.com/TexasInstruments/ot-ti" target="_blank" rel="noopener"&gt;https://github.com/TexasInstruments/ot-ti&lt;/a&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;). I need to change some parameters. Could you please tell me which files I should modify?&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;TX_POWER&lt;/li&gt;
&lt;li&gt;&amp;nbsp;Bootloader Backdoor DIO &amp;amp; Trigger Level of Bootloader Backdoor&amp;nbsp;&lt;/li&gt;
&lt;li&gt;LF Clock Source&lt;/li&gt;
&lt;/ol&gt;</description></item><item><title>RE: CC2652P: Which file can change TX_POWER, Bootloader Backdoor DIO, and LF Clock Source</title><link>https://e2e.ti.com/thread/6305589?ContentTypeID=1</link><pubDate>Mon, 13 Apr 2026 11:39:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5e886d72-6f4c-4ecd-b5b8-467a7df2b659</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6305589?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1635277/cc2652p-which-file-can-change-tx_power-bootloader-backdoor-dio-and-lf-clock-source/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Did you add the CLI arguments as instructed in the GitHub document I linked?&amp;nbsp; This would explain the board and device missing arguments.&lt;/p&gt;
&lt;p&gt;&lt;pre class="ui-code" data-mode="text"&gt;// @cliArgs --product &amp;lt;path to SDK&amp;gt;/.metadata/product.json --board /ti/boards/CC1352P_2_LAUNCHXL --rtos freertos&lt;/pre&gt;&lt;/p&gt;
&lt;p&gt;Your SDK path could look like &amp;quot;/home/kimi/ot-ti/third_party/ti_simplelink_sdk/repo_cc13xx_cc26xx/.metadata/product.json&amp;quot;&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Ryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2652P: Which file can change TX_POWER, Bootloader Backdoor DIO, and LF Clock Source</title><link>https://e2e.ti.com/thread/6304813?ContentTypeID=1</link><pubDate>Mon, 13 Apr 2026 01:48:58 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c831155e-c531-4124-9a29-98381f457fc3</guid><dc:creator>Kimi Hu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6304813?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1635277/cc2652p-which-file-can-change-tx_power-bootloader-backdoor-dio-and-lf-clock-source/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ryan,&lt;/p&gt;
&lt;p&gt;I download and use the sysconfig(linux version) tool. But I cannot open the sysconfig file. Pleas tell me how to fix it, thank you.&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/158/sysconfig1.png" /&gt;&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/158/sysconfig2.png" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;I try to open it by terminal but I get another error&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/158/sysconfig3.png" /&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2652P: Which file can change TX_POWER, Bootloader Backdoor DIO, and LF Clock Source</title><link>https://e2e.ti.com/thread/6303815?ContentTypeID=1</link><pubDate>Fri, 10 Apr 2026 13:11:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:83139d53-cdf2-4c0d-9f7d-9deebfbdc4c3</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6303815?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1635277/cc2652p-which-file-can-change-tx_power-bootloader-backdoor-dio-and-lf-clock-source/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Kimi,&lt;/p&gt;
&lt;p&gt;These are achieved through modification of the &lt;a href="https://github.com/TexasInstruments/ot-ti/blob/thread-v1.3-ti/src/openthread.syscfg"&gt;openthread.syscfg&lt;/a&gt; file, preferably by &lt;a href="https://github.com/TexasInstruments/ot-ti/blob/thread-v1.3-ti/docs/thread-syscfg/getting-started.md"&gt;using the standalone SysConfig tool&lt;/a&gt;.&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Custom -&amp;gt; IEEE -&amp;gt; TX power&lt;/li&gt;
&lt;li&gt;Device Configuration -&amp;gt; Enable Bootloader / Backdoor&lt;/li&gt;
&lt;li&gt;Device Configuration -&amp;gt; LF Clock Source&lt;/li&gt;
&lt;/ol&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/158/pastedimage1775826680590v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Ryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2745R10-Q1: Is there a way to use CAN FD on CC2745 without FreeRTOS?</title><link>https://e2e.ti.com/thread/6302057?ContentTypeID=1</link><pubDate>Thu, 09 Apr 2026 13:12:29 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:924ae50e-049a-44c1-b044-ae275097c89a</guid><dc:creator>Christin Lee</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6302057?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1631149/cc2745r10-q1-is-there-a-way-to-use-can-fd-on-cc2745-without-freertos/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Please do not post the same question on multiple forums. I will close this one and respond on Bluetooth LE forum&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CC2745R10-Q1: Is there a way to use CAN FD on CC2745 without FreeRTOS?</title><link>https://e2e.ti.com/thread/1631149?ContentTypeID=0</link><pubDate>Mon, 30 Mar 2026 02:04:45 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4088b6bd-f856-4c38-b033-06fac162ecaa</guid><dc:creator>zeng wang</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1631149?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1631149/cc2745r10-q1-is-there-a-way-to-use-can-fd-on-cc2745-without-freertos/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2745R10-Q1&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Background:&lt;/strong&gt;&lt;br /&gt;Currently, we are using the CC2745 chipset and developing based on the SDK:&amp;nbsp;&lt;em&gt;simplelink_lowpower_f3_sdk_9_14_00_41&lt;/em&gt;. We found that the CAN FD driver in this SDK requires FreeRTOS.&lt;/p&gt;
&lt;ol style="list-style-type:none;"&gt;
&lt;li style="list-style-type:decimal;"&gt;
&lt;p&gt;Besides the&amp;nbsp;&lt;em&gt;simplelink_lowpower_f3_sdk_9_14_00_41&lt;/em&gt;, is there any other library or SDK that supports CAN FD functionality properly without relying on FreeRTOS?&lt;/p&gt;
&lt;/li&gt;
&lt;li style="list-style-type:decimal;"&gt;
&lt;p&gt;If&amp;nbsp;&lt;em&gt;simplelink_lowpower_f3_sdk_9_14_00_41&lt;/em&gt; is the only available SDK, are there any other methods to use CAN FD without FreeRTOS while maintaining normal functionality?&lt;/p&gt;
&lt;/li&gt;
&lt;li style="list-style-type:decimal;"&gt;&lt;span&gt;&lt;img style="height:4.072in;width:9.104in;" 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" width="874" height="391" alt=" " /&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;</description></item><item><title>CC2652P: CC2652P (Sonoff Zigbee 3.0 Dongle Plus) sends NWK key but ignores APS Request Key (TCLK) and Secure Rejoin Request</title><link>https://e2e.ti.com/thread/1634057?ContentTypeID=0</link><pubDate>Tue, 07 Apr 2026 17:55:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:58c7103b-cacc-468f-97a0-028e3e9ed307</guid><dc:creator>Elisavet Papadopoulou</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1634057?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1634057/cc2652p-cc2652p-sonoff-zigbee-3-0-dongle-plus-sends-nwk-key-but-ignores-aps-request-key-tclk-and-secure-rejoin-request/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2652P&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I am working with a Sonoff Zigbee 3.0 USB Dongle Plus (CC2652P coordinator running Z-Stack 3.x via ZNP). I am developing a custom Zigbee node implementation (not based on TI Z-Stack) and investigating Trust Center admission behavior.&lt;/p&gt;
&lt;p&gt;My device successfully performs the following sequence:&lt;/p&gt;
&lt;ol start="1" data-spread="false"&gt;
&lt;li&gt;MAC Association Request &amp;rarr; Association Response received&lt;/li&gt;
&lt;li&gt;APS Transport Key (network key) received from the coordinator&lt;/li&gt;
&lt;li&gt;ZDO Device Announce is broadcast by the coordinator&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;So the device clearly joins the network at NWK level and receives the network key successfully.&lt;/p&gt;
&lt;p&gt;However:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;APS Request Key (key type = 0x04, Trust Center Link Key) is only MAC-ACKed and never answered&lt;/li&gt;
&lt;li&gt;Secure NWK Rejoin Request is only MAC-ACKed and never answered&lt;/li&gt;
&lt;li&gt;No APS_UPDATE_DEVICE command is observed&lt;/li&gt;
&lt;li&gt;The joining device does not appear in coordinator-side key tables&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Coordinator security configuration (from ZNP/zigpy network info):&lt;/p&gt;
&lt;p&gt;APS_USE_INSECURE_JOIN = 1&lt;br /&gt;USE_DEFAULT_TCLK = 1&lt;br /&gt;SECURE_PERMIT_JOIN = 1&lt;br /&gt;APS_LINK_KEY_TABLE empty&lt;br /&gt;TCLK_TABLE empty&lt;/p&gt;
&lt;p&gt;Device capability flags during association:&lt;/p&gt;
&lt;p&gt;alternate_pan_coordinator = 0&lt;br /&gt;device_type = 0 (end device)&lt;br /&gt;receiver_on_when_idle = 1&lt;br /&gt;security_capability = 1&lt;br /&gt;allocate_address = 1&lt;/p&gt;
&lt;p&gt;Zigbee revision = 22&lt;/p&gt;
&lt;p&gt;Observed behavior summary:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;NWK Transport Key is delivered successfully&lt;/li&gt;
&lt;li&gt;Device Announce is rebroadcast by coordinator&lt;/li&gt;
&lt;li&gt;APS Request Key (0x04) ignored&lt;/li&gt;
&lt;li&gt;Secure Rejoin Request ignored&lt;/li&gt;
&lt;li&gt;Only MAC ACK responses received&lt;/li&gt;
&lt;li&gt;No APS_UPDATE_DEVICE observed at any stage&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Questions:&lt;/p&gt;
&lt;ol start="1" data-spread="false"&gt;
&lt;li&gt;After NWK Transport Key delivery and Device Annouce, under what conditions does Z-Stack 3.x (CC2652P coordinator) insert the device into ADDRMGR / security tables?&lt;/li&gt;
&lt;li&gt;Is APS_UPDATE_DEVICE required before APS Request Key (0x04) is accepted?&lt;/li&gt;
&lt;li&gt;Does USE_DEFAULT_TCLK = 1 suppress Trust Center link-key transport entirely in Zigbee 3.0 mode?&lt;/li&gt;
&lt;li&gt;Can a device that successfully received the NWK key still be considered unauthenticated at APS level?&lt;/li&gt;
&lt;li&gt;Are additional conditions required before Secure NWK Rejoin Request is answered?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Any clarification on Trust Center admission policy in this scenario would be greatly appreciated.&lt;/p&gt;</description></item><item><title>RE: CC2652P: CC2652P (Sonoff Zigbee 3.0 Dongle Plus) sends NWK key but ignores APS Request Key (TCLK) and Secure Rejoin Request</title><link>https://e2e.ti.com/thread/6300373?ContentTypeID=1</link><pubDate>Wed, 08 Apr 2026 13:39:09 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:752e978d-b9cc-4866-bd82-4e8ed229c591</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6300373?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1634057/cc2652p-cc2652p-sonoff-zigbee-3-0-dongle-plus-sends-nwk-key-but-ignores-aps-request-key-tclk-and-secure-rejoin-request/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Elisavet,&lt;/p&gt;
&lt;p&gt;I have no experience with the zigpy ZNP build or usage.&amp;nbsp; Have you considered asking their &lt;a href="https://github.com/zigpy/zigpy/discussions"&gt;GitHub space&lt;/a&gt; for support?&amp;nbsp; Do you have print logs on the ZNP messages as well as sniffer logs of the over-the-air communication?&amp;nbsp; You could try loading and using the &lt;a href="https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1634057/cc2652p-cc2652p-sonoff-zigbee-3-0-dongle-plus-sends-nwk-key-but-ignores-aps-request-key-tclk-and-secure-rejoin-request/dev.ti.com/tirex/explore/node?isTheia=false&amp;amp;node=A__AFocS9ZEoD-jZKUBiSuc-Q__com.ti.SIMPLELINK_CC13XX_CC26XX_SDK_ZSTACK_MODULE__BSEc4rl__LATEST"&gt;default znp example&lt;/a&gt; from the SimpleLink F2 SDK.&amp;nbsp; You may also reference the &lt;a href="https://dev.ti.com/tirex/content/simplelink_cc13xx_cc26xx_sdk_8_31_00_11/docs/zigbee/Z-Stack%20Monitor%20and%20Test%20API.pdf"&gt;Monitor and Test API guide&lt;/a&gt; as well as &lt;a href="https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1634057/cc2652p-cc2652p-sonoff-zigbee-3-0-dongle-plus-sends-nwk-key-but-ignores-aps-request-key-tclk-and-secure-rejoin-request/sunmaysky.blogspot.com/2017/02/use-ztool-z-stack-30-znp-to-set-up.html"&gt;Z-Tool instructions&lt;/a&gt;&amp;nbsp;for commissioning.&amp;nbsp; What kind of device are you trying to join and have you tried joining any other devices (even another CC2652P dongle with ZED/ZR application code loaded)?&lt;/p&gt;
&lt;p&gt;If you have the ZNP project you could try to debug&amp;nbsp;ZDSecMgrRequestKeyInd -&amp;gt;&amp;nbsp;ZDSecMgrTclkReq to further determine the reason for key transport failure.&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;If the TCLK update procedure is required then this must occur before security and address tables are fully populated&lt;/li&gt;
&lt;li&gt;I know little of APS_UPDATE_DEVICE as it is not a Z-Stack term, perhaps this comes from zigpy&lt;/li&gt;
&lt;li&gt;Here is some more information from zglobals.c, I also encourage you to read through the &lt;a href="https://dev.ti.com/tirex/content/simplelink_cc13xx_cc26xx_sdk_8_32_00_07/docs/zigbee/html/zigbee/z-stack-overview.html"&gt;Z-Stack User&amp;#39;s Guide&lt;/a&gt;.&lt;br /&gt;&lt;pre class="ui-code" data-mode="text"&gt;// With changes introduced in R20 of the ZigBee specification,
// boolean value of zgUseDefaultTCLK is set depending on zgApsLinkKeyType value.
//
// For zgApsLinkKeyType = ZG_GLOBAL_LINK_KEY, zgUseDefaultTCLK = TRUE
// For zgApsLinkKeyType = ZG_UNIQUE_LINK_KEY, different devices have
// different value:
//      ZC should have             zgUseDefaultTCLK = FALSE
//      Other devices should have  zgUseDefaultTCLK = TRUE
// This is initialized in zgInitItems()
// If ZG_UNIQUE_LINK_KEY, individual trust center link key between each device
// and the trust center should be manually configured via MT_SYS_OSAL_NV_WRITE&lt;/pre&gt;&lt;/li&gt;
&lt;li&gt;Only if&amp;nbsp;bdbTrustCenterRequireKeyExchange from&amp;nbsp;bdbAttributes_t is FALSE&lt;/li&gt;
&lt;li&gt;If TCLK updates are required then this could also be a limitation to secure rejoin requests&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Regards,&lt;br /&gt;Ryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CC2755P10: CC2755 - Need help with power rails.</title><link>https://e2e.ti.com/thread/1634153?ContentTypeID=0</link><pubDate>Wed, 08 Apr 2026 03:24:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c0e1e813-7fc3-49a8-ad9d-08e605b4678d</guid><dc:creator>Narashiman P</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1634153?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1634153/cc2755p10-cc2755---need-help-with-power-rails/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2755P10&lt;/p&gt;&lt;p&gt;Hi,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;I am trying to build an IOT device using CC2755. Will the IC work with 1.8V . I think there would be minor choking with &amp;lt;2.2V. Correct me if i am wrong. Also, in that case is there any way we can make the GPIO pins work at 1.8V instead of 3.0 or 3.3V .&lt;/p&gt;</description></item><item><title>RE: CC2755P10: CC2755 - Need help with power rails.</title><link>https://e2e.ti.com/thread/6300128?ContentTypeID=1</link><pubDate>Wed, 08 Apr 2026 10:58:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b5ae5487-91d4-408b-8e3c-5d8e6a9030fd</guid><dc:creator>RGW</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6300128?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1634153/cc2755p10-cc2755---need-help-with-power-rails/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;The IC will work at 1.8 V. In Global LDO Mode (GLDO), the voltage operating range is 1.71 V - 3.80 V.&lt;/p&gt;
&lt;p&gt;The DCDC mode works from 2.2 V - 3.8 V; if the voltage (VDDS) drops below 2.2 V then the chip switches to GLDO mode.&lt;/p&gt;
&lt;p&gt;For optimum current consumption, ideal to keep the VDDS supply as high as possible to utilize the inbuilt DCDC converter and to use the VDDIO as 1.8 V for split-rail supply.&lt;/p&gt;
&lt;p&gt;Alternatively, power everything with just 1.8 V.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CC2674P10: Enabling 20dBm for ZNP on CC2674P10 RGZ</title><link>https://e2e.ti.com/thread/1632762?ContentTypeID=0</link><pubDate>Thu, 02 Apr 2026 07:21:57 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f53b7b2b-85a2-481c-960d-e013d497e0db</guid><dc:creator>Shuyang Zhong</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1632762?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1632762/cc2674p10-enabling-20dbm-for-znp-on-cc2674p10-rgz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2674P10&lt;/p&gt;&lt;p&gt;My customer is using a custom board with CC2674P10 RGZ, they would like to enable the 20dBm Tx power on ZNP project, but could not find how to.&lt;/p&gt;
&lt;p&gt;znp_LP_EM_CC2674P10_tirtos7_ticlang only supports maximum 5dBm:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/158/1643.image.png" alt="image.png" data-temp-id="image.png-92880" /&gt;&lt;/p&gt;
&lt;p&gt;And switching device is not supported in the project of LP_EM_CC2674P10.&lt;/p&gt;
&lt;p&gt;I also tried to start from a LP_EM_CC1354P10-6 project, but there is no option for CC2674P10 RGZ in the device switching window:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/158/0184.image.png" alt="image.png" data-temp-id="image.png-95794" /&gt;&lt;/p&gt;
&lt;p&gt;Please kindly provide a guide to enable the 20dBm Tx power for ZNP project, the target device is CC2674P10 RGZ. Thanks.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;Shuyang&lt;/p&gt;</description></item><item><title>RE: CC2674P10: Enabling 20dBm for ZNP on CC2674P10 RGZ</title><link>https://e2e.ti.com/thread/6299648?ContentTypeID=1</link><pubDate>Wed, 08 Apr 2026 05:15:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:623c3462-f633-4e0d-8ecf-0b46b354df84</guid><dc:creator>Shuyang Zhong</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6299648?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1632762/cc2674p10-enabling-20dbm-for-znp-on-cc2674p10-rgz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ryan,&lt;/p&gt;
&lt;p&gt;I have verified the antenna switching pin is toggling as expected and the software goes into the high PA branch in the antenna switching callback. Thanks for confirming and I will work with the customer to verify the behavior on their end.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;Shuyang&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2674P10: Enabling 20dBm for ZNP on CC2674P10 RGZ</title><link>https://e2e.ti.com/thread/6299028?ContentTypeID=1</link><pubDate>Tue, 07 Apr 2026 19:00:29 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:001904b5-9fa8-462c-af7f-27dc44a8e7e7</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6299028?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1632762/cc2674p10-enabling-20dbm-for-znp-on-cc2674p10-rgz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Based on my quick test it appears that the TX powers in between +14 and +20 dBm can be selected using&amp;nbsp;&lt;span&gt;SYS_SET_TX_POWER and determine the TX output power of the default CC2674P10 ZNP project where a network has been formed.&amp;nbsp; I can observe packet RSSI modulating as expected and observed in a packet sniffer when changing TX power values. Values from -20 to +5 dBm are not included in&amp;nbsp;txPowerTable_2400_pa20 and thus not supported.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Ryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2674P10: Enabling 20dBm for ZNP on CC2674P10 RGZ</title><link>https://e2e.ti.com/thread/6296872?ContentTypeID=1</link><pubDate>Mon, 06 Apr 2026 14:14:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3f12e572-c0c3-472d-adec-16ff75100178</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6296872?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1632762/cc2674p10-enabling-20dbm-for-znp-on-cc2674p10-rgz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Shuyang,&lt;/p&gt;
&lt;p&gt;Please confirm the SimpleLink F2 SDK version being used and provide the ti_radio_config.c/h files being generated by SysConfig.&amp;nbsp; How is the customer verifying the output TX power, and are they evaluating it both before and after commissioning?&amp;nbsp; Please also try the following:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Revert&amp;nbsp;ZMacSetZigbeeMACParams, copy ti_zstack_config.h from the syscfg output folder to the root project directory, disable&amp;nbsp;&lt;span&gt;ti_zstack_config.h from generating in the SysConfig editor, and edit TXPOWER in the root ti_zstack_config.h to 20.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span&gt;Use&amp;nbsp;SYS_SET_TX_POWER&amp;nbsp;to change different TX powers (0, +5, +15, +19, +20) both before and after commissioning, and report the result of each&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span&gt;I cannot comment on the definition of&amp;nbsp;ZMacTransmitPower_t.&amp;nbsp; You should not have to specify the paType manually.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;I am not able to test today but will try to find a CC2674P10 RGZ tomorrow to evaluate.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Regards,&lt;br /&gt;Ryan&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2674P10: Enabling 20dBm for ZNP on CC2674P10 RGZ</title><link>https://e2e.ti.com/thread/6295868?ContentTypeID=1</link><pubDate>Fri, 03 Apr 2026 08:26:12 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:21ed2d81-f49c-4e90-9ad6-31ee2f7476f9</guid><dc:creator>Shuyang Zhong</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/6295868?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1632762/cc2674p10-enabling-20dbm-for-znp-on-cc2674p10-rgz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ryan,&lt;/p&gt;
&lt;p&gt;The customer tried to modify the Tx power passed into&amp;nbsp;ZMacSetTransmitPower(), but the Tx power is not changed.&lt;/p&gt;
&lt;p&gt;Two questions about this function:&lt;/p&gt;
&lt;p&gt;1.&amp;nbsp;ZMacTransmitPower_t only contains enums up to 19, but&amp;nbsp;ZMacSetTransmitPower seems to accept an input parameter of 20 because the return value is 0(SUCCESS) when&amp;nbsp;(ZMacTransmitPower_t)20 is passed into it. I&amp;#39;m a little confused about the enum definition, why it is up to 19 not 20?&lt;/p&gt;
&lt;p&gt;2. The customer has verified the return value of&amp;nbsp;&lt;span&gt;ZMacSetTransmitPower() being 0, but in antenna callback function, it still is not hitting the&amp;nbsp;if (paType == RF_TxPowerTable_HighPA) branch. Is there anything else needed besides changing the Tx power? Do I need to specify the paType manually?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;If you happen to have a CC2674P10 board on hand, it will be really appreciated if you give us a hand to verify it on your side, thanks.&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;Shuyang&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2674P10: Enabling 20dBm for ZNP on CC2674P10 RGZ</title><link>https://e2e.ti.com/thread/6294751?ContentTypeID=1</link><pubDate>Thu, 02 Apr 2026 14:07:23 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1d26073b-b7fc-4811-ba7d-f26836daaa7c</guid><dc:creator>Ryan Brown1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6294751?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1632762/cc2674p10-enabling-20dbm-for-znp-on-cc2674p10-rgz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Shuyang,&lt;/p&gt;
&lt;p&gt;I&amp;#39;ve investigated and do not think the &lt;a href="https://dev.ti.com/tirex/explore/node?isTheia=false&amp;amp;node=A__AAWPIz4h1VCx2HHeyNeykw__com.ti.SIMPLELINK_LOWPOWER_F3_SDK__58mgN04__LATEST"&gt;Migration Guides&lt;/a&gt; will offer much clarity in this regard. When looking at the&amp;nbsp;&lt;span&gt;znp_LP_EM_CC2674P10_tirtos7_ticlang&lt;/span&gt; ti_radio_config.c/h SysConfig-generated files, it appears that the high PA tables are already available.&amp;nbsp; There is likely an error in the Zigbee SysConfig module which only allows non-PA values, which you could amend by replacing TXPOWER in&amp;nbsp;ZMacSetZigbeeMACParams&lt;/p&gt;
&lt;p&gt;&lt;pre class="ui-code" data-mode="text"&gt;/********************************************************************************************************
 * @fn      ZMacSetZigbeeMACParams
 *
 * @brief   Sets MAC PIB values specific for Z-Stack (after calling ZMacReset)
 *
 * @return  None
 ********************************************************************************************************/
void ZMacSetZigbeeMACParams(void)
{
    uint8_t responseWaitTime = 16;
    ZMacSetReq(MAC_RESPONSE_WAIT_TIME, &amp;amp;responseWaitTime);

    uint16_t transactionPersistenceTime = 500;
    ZMacSetReq(MAC_TRANSACTION_PERSISTENCE_TIME, (byte *)&amp;amp;transactionPersistenceTime);

    uint8_t macFrameRetries = ZMAC_MAX_FRAME_RETRIES;
    ZMacSetReq(MAC_MAX_FRAME_RETRIES, &amp;amp;macFrameRetries);

    ZMacSetTransmitPower( (ZMacTransmitPower_t)20 ); //CHANGED FROM TX_POWER
}
&lt;/pre&gt;&lt;/p&gt;
&lt;p&gt;You could also use the&amp;nbsp;SYS_SET_TX_POWER &lt;a href="https://dev.ti.com/tirex/content/simplelink_cc13xx_cc26xx_sdk_8_31_00_11/docs/zigbee/Z-Stack%20Monitor%20and%20Test%20API.pdf"&gt;MT API&lt;/a&gt; during runtime.&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Ryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2755P10: CC2755P10 / CC2745R10 — Output power drops and harmonics increase above a certain power threshold</title><link>https://e2e.ti.com/thread/6291212?ContentTypeID=1</link><pubDate>Tue, 31 Mar 2026 15:11:27 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c52890e0-97dc-4145-9d30-844a7536acb2</guid><dc:creator>desouza</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6291212?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1630989/cc2755p10-cc2755p10-cc2745r10-output-power-drops-and-harmonics-increase-above-a-certain-power-threshold/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;Thanks for the additional details.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;This morning I tested two Launchpad boards featuring both the CC2745R10-Q1 and the CC2755P10 from 5 to 10dBm and I did not see the loss of power issues reported. I did not test harmonics as the performance did not deviate from the expected power as shown in the&amp;nbsp;&lt;a href="https://www.ti.com/tool/LP-EM-CC2745R10-Q1#order-start-development"&gt;LP-EM-CC2745R10-Q1 certification reports&lt;/a&gt;.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The mode flag in the PA table switches between the +5 and the +20dBm PA for the upper power levels, which explains that you are seeing the difference exactly in the transition between +5 (max power of the regular path) and +6 when the other PA is re-routed.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In the light of this, I can&amp;#39;t help but wonder that your VDDR line may be sagging when the higher output power is enabled.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The reason is that the +20dBm PA is powered by VDDR when used at power up to +10dBm. If your VDDR supply has any issues (typically the output of the DCDC converter), the problem might happen due to lack of power.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I attached the entirety of measurements done this morning for various tests.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Hope this helps,&lt;/p&gt;
&lt;p&gt;Rafael&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/158/1321.CC27x5x10.zip"&gt;e2e.ti.com/.../1321.CC27x5x10.zip&lt;/a&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CC2755P10: CC2755P10 / CC2745R10 — Output power drops and harmonics increase above a certain power threshold</title><link>https://e2e.ti.com/thread/1630989?ContentTypeID=0</link><pubDate>Fri, 27 Mar 2026 15:31:53 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e18cbd29-4029-48b0-8432-e85865ed83bb</guid><dc:creator>Tiago Lone</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1630989?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1630989/cc2755p10-cc2755p10-cc2745r10-output-power-drops-and-harmonics-increase-above-a-certain-power-threshold/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CC2755P10&lt;/p&gt;&lt;p&gt;We are developing a custom board using CC2755P10 and CC2745R10 for IEEE 802.15.4 / Zigbee at 2.4 GHz. We are observing anomalous behavior when RF output power&amp;nbsp;is configured above a certain threshold. The issue is reproducible using SmartRF Studio 8 directly, independently of application&amp;nbsp; firmware.&lt;/p&gt;
&lt;p&gt;Observed behavior:&lt;/p&gt;
&lt;p&gt;LP-EM-CC2755P10 profile, SmartRF Studio 8:&lt;/p&gt;
&lt;p&gt;&amp;nbsp; - +4 dBm: measured = +2 dBm, 2nd harmonic = &amp;minus;50 dBc&lt;br /&gt;&amp;nbsp; { .ibBoost=0, .ib=33, .gain=6, .mode=1, .rtrimTxCompCtl=0, .pa20dBmEsdCtl=0, .noIfampRfLdoBypass=0 }&lt;br /&gt;&amp;nbsp; - +5 dBm: measured = 0 dBm, 2nd harmonic ~+16 dBm higher than previous step&lt;br /&gt;&amp;nbsp; { .ibBoost=0, .ib=54, .gain=3, .mode=2, .rtrimTxCompCtl=0, .pa20dBmEsdCtl=0, .noIfampRfLdoBypass=0 }&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;LP-EM-CC2745R10-Q1 profile, SmartRF Studio 8:&lt;/p&gt;
&lt;p&gt;&amp;nbsp; - +5 dBm: measured = +5 dBm&lt;br /&gt;&amp;nbsp; - +6 dBm: measured = 0 dBm, 2nd harmonic significantly increased&lt;br /&gt;&amp;nbsp; - +10 dBm: measured = +4.5 dBm, 2nd harmonic significantly increased&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Summary:&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Below a certain power level, both devices behave as expected. Above that threshold, output drops significantly and 2nd harmonic increases by +16 dBm&amp;nbsp; or more and the behavior does not recover at higher configured values either. The anomaly is consistent across CC2755P10 and CC2745R10.&lt;/p&gt;
&lt;p&gt;Looking at the power table, we noticed this threshold coincides with the point where the mode field transitions from 1 to 2. Entries with mode=2 and mode=3 all&amp;nbsp;show the same anomalous behavior, while entries with mode=1 work as expected. We cannot confirm whether mode is the actual cause or just a correlation, we mention it as an observation.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;What we have considered:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Power table accuracy: We considered the possibility that the default power table generated by SysConfig or SmartRF Studio may contain incorrect values for the higher power entries. However, since both tools generate the table automatically, we have limited ability to evaluate or correct this directly. The only parameter we were able to investigate independently was pa20dBmEsdCtl: we disabled SysConfig generation on our project and manually edited the power table, setting this field to 1 for all mode=2 and mode=3 entries. We observed a marginal improvement (~2 dBm at higher power levels), but the fundamental anomaly&amp;nbsp;&amp;nbsp;persists. This suggests the table may have some inaccuracies, but correcting pa20dBmEsdCtl alone is not sufficient.&lt;/li&gt;
&lt;li&gt;Supply voltage (VDDS): We considered whether insufficient supply current could explain the behavior. However, project analysis and spot measurements do not indicate a supply issue, and the drop occurs even at low mode=2 levels (5&amp;ndash;6 dBm) where current draw should be close to or only marginally higher than the last working mode=1 entries. A supply limitation would not easily explain the abrupt output drop combined with such a large harmonic increase. We mention it for completeness, but consider it unlikely.&lt;/li&gt;
&lt;li&gt;Impedance matching: We also considered an RF matching issue. However, the CC2755P10 and CC2745R10 integrate the BALUN internally, and our board follows the same RF layout principles as the LP-EM-CC2745R10-Q1 LaunchPad. We have experience with TI CC-family RF projects and proper RF test equipment, which gives us&amp;nbsp;confidence in our measurements and layout analysis. We also note that the LP-EM-CC2755P10 documentation appears in Resource Explorer but links redirect to the&amp;nbsp;CC2745R10-Q1 documentation &amp;mdash; so we cannot confirm whether there are relevant schematic or layout differences for the P10 variant. That said, the same anomalous&amp;nbsp;behavior is observed on the CC2745R10 as well, for which we do have access to the correct LaunchPad reference. Following that reference design, we would&amp;nbsp;expect the CC2745R10 to work correctly across its full rated power range &amp;mdash; yet the anomaly appears well within that range. The circuit works correctly up to the threshold (~4&amp;ndash;5 dBm) on both devices, which makes a matching problem an unlikely explanation for the abrupt change in behavior above that point. &lt;br /&gt;&lt;br /&gt;As a side note, we would appreciate knowing whether the LP-EM-CC2755P10 schematic differs in any relevant way from the LP-EM-CC2745R10-Q1, or whether they are equivalent for RF purposes, not as the primary concern, but as useful context for our P10 design.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We have analyzed the problem as thoroughly as we can from our side and are running out of ideas. Has anyone seen this behavior before? Does anything in our description suggest something we may have overlooked? Are there any additional parameters, initialization steps, or hardware conditions we should investigate?&lt;/p&gt;
&lt;p&gt;Since we do not have access to a LaunchPad for these devices, we would also be very interested to know if this behavior can be reproduced on one with the default SDK configuration or rfStudio.&lt;/p&gt;
&lt;p&gt;For reference, below file generated by SysConfig used in most of our tests..&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/158/6763.ti_5F00_radio_5F00_config.c" target="_blank" rel="noopener" data-temp-id="ti_radio_config.c-21130"&gt;ti_radio_config.c&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best Regards&lt;/p&gt;</description></item><item><title>RE: CC2755P10: CC2755P10 / CC2745R10 — Output power drops and harmonics increase above a certain power threshold</title><link>https://e2e.ti.com/thread/6289230?ContentTypeID=1</link><pubDate>Mon, 30 Mar 2026 15:11:03 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c0e69e89-9c46-47af-aafe-d7f9cbd6b4b1</guid><dc:creator>Tiago Lone</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6289230?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1630989/cc2755p10-cc2755p10-cc2745r10-output-power-drops-and-harmonics-increase-above-a-certain-power-threshold/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;We are using SmarRF Studio v1.3.2&amp;nbsp;&lt;/p&gt;
&lt;p&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/158/rfstudio.jpeg" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Selecting LP-EM-CC2745R10-Q1 profile, using SmartRF Studio 8 v1.3.2:&lt;/p&gt;
&lt;p&gt;setting output +5 dBm, conducted measurement = +5 dBm, and double frequency harmonic around -50 dBc.&lt;br /&gt;setting output +6 dBm, conducted measurement = 0 dBm, and 2nd harmonic significantly increased to -35 dBc.&lt;br /&gt;setting output +10 dBm, conducted measurement = +4.5 dBm, and 2nd harmonic continues around -35 dBc.&lt;/p&gt;
&lt;p&gt;Project works perfectly at +5dBm output, but trying to increase even to +5.5dBm is &amp;quot;tragic&amp;quot;.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;And all &lt;span&gt;devices are&amp;nbsp;marked with the letter &amp;quot;F&amp;quot; on its package&lt;/span&gt;. See photos below:&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/158/1.jpeg" alt=" " /&gt;&lt;/p&gt;
&lt;p&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/158/2.jpeg" alt=" " /&gt;&lt;/p&gt;
&lt;p&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/158/3.jpeg" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2755P10: CC2755P10 / CC2745R10 — Output power drops and harmonics increase above a certain power threshold</title><link>https://e2e.ti.com/thread/6289027?ContentTypeID=1</link><pubDate>Mon, 30 Mar 2026 13:22:46 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1ad9289c-ede1-410c-8e12-68b929481c60</guid><dc:creator>desouza</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6289027?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1630989/cc2755p10-cc2755p10-cc2745r10-output-power-drops-and-harmonics-increase-above-a-certain-power-threshold/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;Thanks for the clarification. Indeed it seems the PA table is negatively influencing the output power at higher levels.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;One important question I forgot to ask: what version of SmartRF Studio 8 do you have? There were revisions to the PA table starting with version 1.3.0 (build 84).&lt;/p&gt;
&lt;p&gt;Also, which device versions do you have? The PA tables were characterized with PG2.1, which is marked with the letter &amp;quot;F&amp;quot; on its package (check the device&amp;#39;s errata at its product pages: &lt;a href="https://www.ti.com/product/CC2755P10"&gt;CC2755P10&lt;/a&gt;, &lt;a href="https://www.ti.com/product/CC2745R10-Q1"&gt;CC2745R10-Q1&lt;/a&gt;)&lt;/p&gt;
&lt;p&gt;I will keep investigating this and report back any findings that may corroborate or help overcome the issues you are seeing.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In any case, please consider acquiring a Launchpad board to make comparisons, which help us also further investigate this on our end as well.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Rafael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2755P10: CC2755P10 / CC2745R10 — Output power drops and harmonics increase above a certain power threshold</title><link>https://e2e.ti.com/thread/6287785?ContentTypeID=1</link><pubDate>Fri, 27 Mar 2026 21:01:59 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:328d05db-63ad-4b17-8100-e4addf9c1a6c</guid><dc:creator>Tiago Lone</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6287785?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1630989/cc2755p10-cc2755p10-cc2745r10-output-power-drops-and-harmonics-increase-above-a-certain-power-threshold/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Thank you for the detailed response and the attached RF path information for the CC2755P10.&lt;/p&gt;
&lt;p&gt;To confirm: all our measurements are conducted, using a Rohde &amp;amp; Schwarz spectrum analyzer. We are not dealing with antenna or irradiated measurement effects.&lt;/p&gt;
&lt;p&gt;We appreciate the suggestion regarding stackup and CPWG dimensions, and we will review our design against the reference. However, we would like to highlight&amp;nbsp;why we believe a passive component or layout deviation is unlikely to be the root cause in our case.&lt;/p&gt;
&lt;p&gt;The power drop we observe is not a gradual degradation, it is an abrupt, systematic drop of 5 dBm or more that occurs precisely at the boundary where the&amp;nbsp;power table transitions to higher mode values, and is consistent across both CC2755P10 and CC2745R10 designs. All entries above that threshold are consistently&amp;nbsp;affected, while all entries below work within expected margins. This does not behave like a gradually worsening match or a component tolerance issue. It leads&amp;nbsp;us to ask: what does the mode field actually switch inside the device? Does it enable a different PA stage, change the RF signal path, or modify internal&amp;nbsp;biasing in a way that could explain this behavior if some condition is not met? Understanding what changes internally when mode goes from 1 to 2 would help us&amp;nbsp;determine whether the root cause is in our hardware or in the configuration. We are also reviewing the attached CC2755P10 RF path details and will follow up if&amp;nbsp;we have further questions on that.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CC2755P10: CC2755P10 / CC2745R10 — Output power drops and harmonics increase above a certain power threshold</title><link>https://e2e.ti.com/thread/6287669?ContentTypeID=1</link><pubDate>Fri, 27 Mar 2026 19:29:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:630c4aa0-f575-426b-9aeb-0becf45a5bff</guid><dc:creator>desouza</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6287669?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/wireless-connectivity/zigbee-thread-group/zigbee-and-thread/f/zigbee-thread-forum/1630989/cc2755p10-cc2755p10-cc2745r10-output-power-drops-and-harmonics-increase-above-a-certain-power-threshold/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;Thanks for the comprehensive post.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;How are you measuring the output power? Are you doing conducted or irradiated measurements? It is preferred to perform conducted measurements as the first step to evaluate the performance of your product without the antenna and any external influences. If your measurements are conducted, then the test environment is properly limited to the device, passive components and the PCB itself.&lt;/p&gt;
&lt;p&gt;If your measurements above are conducted, what we usually see when loss of power happens is indeed impedance mismatch or a de-tuned output filter. At higher power levels, the RF output is closer to saturation but design deviations can still cause power loss and excessive harmonics. Is your board stackup and CPWG dimensions match the Launchpad? Both devices use the same dimensions on their reference designs. We have also seen that part tolerances and dimensions (we use 0201 passives) caused differences due to added parasitics and coupling, but not as dramatic as you are experiencing.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The RF path of the CC2755P10 device has differences when compared to the CC2745R10 - details follow attached to this post.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Our datasheet performance figures match our Launchpad reference designs with a reasonable margin (around &amp;plusmn;2dBm) that accounts for part-to-part variation and manufacturing deviations.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In the light of this, I recommend the following:&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Carefully check your design with our reference design for CC2745R10, especially the stackup and the CPWG dimensions: &lt;a href="https://www.ti.com/tool/LP-EM-CC2745R10-Q1#design-files"&gt;https://www.ti.com/tool/LP-EM-CC2745R10-Q1#design-files&lt;/a&gt;&amp;nbsp;
&lt;ul&gt;
&lt;li&gt;As I mentioned above, the CC2755P10 requires different part values but the routing is identical to the CC2745R10 device.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Check the Hardware design application note below, which contains additional design tips outside of the RF path but can still contribute to improve the performance of the device.&amp;nbsp;&amp;nbsp;
&lt;ul&gt;
&lt;li&gt;Available at: &lt;a href="https://www.ti.com/lit/pdf/swra834"&gt;https://www.ti.com/lit/pdf/swra834&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;I suspect you are already experienced in measurements, but still please check our reference guidelines:
&lt;ul&gt;
&lt;li&gt;Measuring current consumption: &lt;a href="https://www.ti.com/lit/pdf/swra478?keyMatch=swra478&amp;amp;tisearch=universal_search"&gt;https://www.ti.com/lit/pdf/swra478&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;RF testing guidelines: &lt;a href="https://www.ti.com/lit/pdf/swra370?keyMatch=swra370&amp;amp;tisearch=universal_search"&gt;https://www.ti.com/lit/pdf/swra370&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;For irradiated measurements, the Antenna Selection Guide is a useful reference.&amp;nbsp;
&lt;ul&gt;
&lt;li&gt;Available at: &lt;a href="https://www.ti.com/lit/pdf/swra161?keyMatch=swra340&amp;amp;tisearch=universal_search"&gt;https://www.ti.com/lit/pdf/swra161&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;As a last resort, you can always submit your design for review (link &lt;a href="https://www.ti.com/tool/SIMPLELINK-2-4GHZ-DESIGN-REVIEWS"&gt;here&lt;/a&gt;).&lt;/p&gt;
&lt;p&gt;Hope this helps,&lt;/p&gt;
&lt;p&gt;Rafael&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/158/mcu124b.pdf"&gt;e2e.ti.com/.../mcu124b.pdf&lt;/a&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>