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    <title>topic Re: PWM VARIABLE DUTY CYCLE in i.MX RT Crossover MCUs</title>
    <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958067#M4537</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi&amp;nbsp;&lt;A _jive_internal="true" class="" data-content-finding="Community" data-userid="351771" data-username="farid.mabrouk@alumni.ubc.ca" href="https://community.nxp.com/people/farid.mabrouk@alumni.ubc.ca" style="color: #3d9ce7; background-color: #ffffff; border: 0px; font-weight: 200; text-decoration: underline; font-size: 1.286rem;"&gt;Andre marcus&lt;/A&gt;,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp; What's the PWM wave on your related pin now?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Kerry&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Tue, 28 Apr 2020 09:19:41 GMT</pubDate>
    <dc:creator>kerryzhou</dc:creator>
    <dc:date>2020-04-28T09:19:41Z</dc:date>
    <item>
      <title>PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958047#M4517</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hello,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I'm running the IMXRT1050-EVKB.&lt;/P&gt;&lt;P&gt;My target: build PWM variable duty cycle with DMA.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;My&amp;nbsp; reference:&amp;nbsp;SDK_2.6.0_EVKB-IMXRT1050,&lt;/P&gt;&lt;P&gt;example:&amp;nbsp;inputcapture_outputpwm_dma. This examples describes, how to prepare the PWM with static duty cycle.&lt;/P&gt;&lt;P&gt;I can't find any info or example, how I&amp;nbsp; send to DMA the buffer ( includes array of different duty cycles ). I have to use DMA.&lt;/P&gt;&lt;P&gt;Also should config&amp;nbsp;Counter repetition (Each x Update Requests, the TMR Channel X Duty Cycle changes to the next new value defined by the buffer).&amp;nbsp;&lt;/P&gt;&lt;P&gt;1. Is possibility to config PWM&amp;nbsp; with variable duty cycle with DMA ? If yes, what is the way to config this option?&lt;/P&gt;&lt;P&gt;2. Counter repetition.&amp;nbsp; Is there a part of timer configuration? Is there such an option at all?&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 06 Aug 2019 07:57:51 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958047#M4517</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-06T07:57:51Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958048#M4518</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;A _jive_internal="true" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt; ,&lt;/P&gt;&lt;P&gt;&amp;nbsp; Please read these code carefully again, you will find the details:&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_1.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/85759i20C8276500F13F25/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_1.png" alt="pastedImage_1.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_2.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/86085iFA0DD338AE97B74D/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_2.png" alt="pastedImage_2.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_3.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/85938i6F1692823EF95F17/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_3.png" alt="pastedImage_3.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;If you still have questions about it, please kindly let me know.&lt;/P&gt;&lt;P&gt;Have a great day,&lt;BR /&gt;Kerry&lt;/P&gt;&lt;P style="min-height: 8pt; padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;-------------------------------------------------------------------------------&lt;BR /&gt;Note:&lt;BR /&gt;- If this post answers your question, please click the "Mark Correct" button. Thank you!&lt;/P&gt;&lt;P style="min-height: 8pt; padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- We are following threads for 7 weeks after the last post, later replies are ignored&lt;BR /&gt; Please open a new thread and refer to the closed one, if you have a related question at a later point in time.&lt;BR /&gt;-------------------------------------------------------------------------------&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 07 Aug 2019 10:59:12 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958048#M4518</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-07T10:59:12Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958049#M4519</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi&amp;nbsp;&lt;A _jive_internal="true" data-content-finding="Community" data-userid="215657" data-username="kerryzhou" href="https://community.nxp.com/people/kerryzhou" style="background-color: transparent; border-image-outset: 0; border-image-repeat: stretch; border-image-slice: 100%; border-image-source: none; border-image-width: 1; color: #3d9ce7; fill: #3d9ce7; font-family: arial,helvetica,&amp;amp;quot; helvetica neue&amp;amp;quot;,verdana,sans-serif; font-size: 17.93px; font-style: normal; font-variant: normal; font-weight: 200; letter-spacing: normal; line-height: 17.92px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; transition-delay: 0s; transition-duration: 0.1s; transition-property: color; transition-timing-function: cubic-bezier(0, 0, 1, 1); vertical-align: baseline; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px; border: 0px none #3d9ce7;"&gt;Kerry&lt;/A&gt;,&lt;/P&gt;&lt;P&gt;Thank you for your reply,&lt;/P&gt;&lt;P&gt;I know this example.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Func: QTMR_SetCmpldValue calculates the high and low values according to given dutycycle and frequency.&lt;/P&gt;&lt;P&gt;Prepare dma twice once for low value and once for high value.&lt;/P&gt;&lt;P&gt;After that sends out the wave with specific frequency and dutycycle.&lt;/P&gt;&lt;P&gt;My target is little different:&lt;/P&gt;&lt;P&gt;I have to send the wave, that every period changes the dutycycle. It's mean every period the timer&amp;nbsp;CMPLD should update his value according to buffer index.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Example 'bubble' do similar what I want - it changes duty cycle. But it implemented via&amp;nbsp;QTMR_IRQ_HANDLER.&lt;/P&gt;&lt;P&gt;I have to implement via DMA (not to stifle performance).&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 07 Aug 2019 11:33:04 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958049#M4519</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-07T11:33:04Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958050#M4520</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;,&lt;/P&gt;&lt;P&gt;&amp;nbsp; Whether your PWM period is fixed or not for every period?&lt;/P&gt;&lt;P&gt;&amp;nbsp; If you want to change the duty cycle, actually, you need to change the compare value in each period when you don't want to change the period. So you need to define a SRAM list the related compare value which you want to load to the QTMR, then set the DMA source as SRAM, the DMA destination as the compare buffer, each time load the value, the DMA source need to add 1, just go to the next compare value.&lt;/P&gt;&lt;P&gt;&amp;nbsp; About the specific code, we still don't have that code for your reference.&lt;/P&gt;&lt;P&gt;&amp;nbsp; But you can check my above thought, then try to write the related code.&lt;/P&gt;&lt;P&gt;&amp;nbsp; If you meet any problems, just let me know.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;If you still have questions about it, please kindly let me know.&lt;/P&gt;&lt;P&gt;Have a great day,&lt;BR /&gt;Kerry&lt;/P&gt;&lt;P style="min- padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;-------------------------------------------------------------------------------&lt;BR /&gt;Note:&lt;BR /&gt;- If this post answers your question, please click the "Mark Correct" button. Thank you!&lt;/P&gt;&lt;P style="min- padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- We are following threads for 7 weeks after the last post, later replies are ignored&lt;BR /&gt; Please open a new thread and refer to the closed one, if you have a related question at a later point in time.&lt;BR /&gt;-------------------------------------------------------------------------------&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 09 Aug 2019 10:07:47 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958050#M4520</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-09T10:07:47Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958051#M4521</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;&amp;nbsp;Hi Kerry,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;PWM period is fixed. I added a buffer with different duty cycles.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;See attached file. ( based on example: \SDK_2.6.0_EVKB-IMXRT1050 (4)\boards\evkbimxrt1050\driver_examples\qtmr\inputcapture_outputpwm_dma\)&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;DMA&amp;nbsp;takes only the first value from buffer.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;What I miss?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Sun, 18 Aug 2019 13:55:06 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958051#M4521</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-18T13:55:06Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958052#M4522</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Leon,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; Thanks for your feedback and effort, I will help you to check your project detail today, then give you reply.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Kerry&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 20 Aug 2019 02:51:38 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958052#M4522</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-20T02:51:38Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958053#M4523</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" class="" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; I tested the QTIMR+DMA with the changed duty, I also meet some problems, should still in the code side, I find just the last duty data is sent to the PWM by DMA, so I already check more details with our internal side, and find the workaround.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; Please keep patient, any updated information, I will let you know.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Kerry&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 10:09:31 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958053#M4523</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-21T10:09:31Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958054#M4524</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Today, I just make the CMPLD2 output changed the duty with g_Cmpld2buf[10]) = {37 , 75 , 112, 150, 187, 225, 263, 300, 338, 187};&amp;nbsp; CMP1 is fixed. so the frequency is also changed, because high pulse is changed, but low pulse didn't changed accordingly.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_1.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/88911iA140B594E45A2A3B/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_1.png" alt="pastedImage_1.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;So, I still need to consider more ways, how to make both the CMPLD1 and CMPLD2 change in pairs with DMA.&lt;/P&gt;&lt;P&gt;Anyway, any updated information, will let you know.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Kerry&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 22 Aug 2019 10:44:03 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958054#M4524</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-22T10:44:03Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958055#M4525</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Kerry,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you for update.&amp;nbsp;&lt;/P&gt;&lt;P&gt;Could you send me meanwhile the file with your current changes?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 22 Aug 2019 10:57:25 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958055#M4525</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-22T10:57:25Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958056#M4526</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; Thanks a lot for your patience and understanding.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; I get a large step today, please check the PWM result at first, I set it to output the duty as:&lt;/P&gt;&lt;P&gt;AT_NONCACHEABLE_SECTION_INIT(volatile uint16_t g_Cmpld1buf[10]) = {338, 300, 263, 225, 188, 150, 112,&amp;nbsp; 75, 37, 188};//10%, 20%, 30%, 40%, 50%, 60%, 70%, 80%,90%, 50%&lt;BR /&gt;AT_NONCACHEABLE_SECTION_INIT(volatile uint16_t g_Cmpld2buf[10]) = {37 , 75 , 112, 150, 187, 225, 263, 300, 338, 187};//10%, 20%, 30%, 40%, 50%, 60%, 70%, 80%,90%, 50%&lt;/P&gt;&lt;P&gt;This is the result:&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_2.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/89037i462B52B6F61C6733/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_2.png" alt="pastedImage_2.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;You can find the result PWM duty is really 10%, 20%, 30%, 40%, 50%, 60%, 70%, 80%,90%, 50%&lt;/P&gt;&lt;P&gt;About the code, I use the GPIO_AD_B1_00_GPIO1_IO16 pin to trigger the oscilloscope to save the PWM picture, so in pin_mux.c，modify these code:&lt;/P&gt;&lt;P&gt;&amp;nbsp; IOMUXC_SetPinMux(&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IOMUXC_GPIO_AD_B1_00_GPIO1_IO16,&amp;nbsp;&amp;nbsp;&amp;nbsp; /* GPIO_AD_B1_00 is configured as QTIMER3_TIMER0 */&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0U);&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Software Input On Field: Input Path is determined by functionality */&lt;/P&gt;&lt;P&gt;&amp;nbsp; IOMUXC_SetPinConfig(&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IOMUXC_GPIO_AD_B1_00_GPIO1_IO16,&amp;nbsp;&amp;nbsp;&amp;nbsp; /* GPIO_AD_B1_00 PAD functional properties : */&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0x10B0u);&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Slew Rate Field: Slow Slew Rate&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Drive Strength Field: R0/6&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Speed Field: medium(100MHz)&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Open Drain Enable Field: Open Drain Disabled&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pull / Keep Enable Field: Pull/Keeper Enabled&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pull / Keep Select Field: Keeper&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pull Up / Down Config. Field: 100K Ohm Pull Down&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hyst. Enable Field: Hysteresis Disabled */&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;About the main code, I I enabled two DMA channels, one is for CMPLD1, another is for CMPLD2, then enable the QTIMR CMPLD1, CMPLD2 DMA EN bit, and start the DMA two channels, the DMA will transfer the data to CMPLD1, CMPLD2 when the condition happens.&lt;/P&gt;&lt;P&gt;Please still use this SDK code：&lt;/P&gt;&lt;P&gt;SDK_2.6.1_EVKB-IMXRT1050\boards\evkbimxrt1050\driver_examples\qtmr\inputcapture_outputpwm_dma&lt;/P&gt;&lt;P&gt;just use my attached qtmr_inputcapture_outputpwm_dma.c to replace the orginal files.&lt;/P&gt;&lt;P&gt;Then you can test it.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Wish it helps you!&lt;/P&gt;&lt;P&gt;If you still have questions about it, please kindly let me know.&lt;/P&gt;&lt;P&gt;Have a great day,&lt;BR /&gt;Kerry&lt;/P&gt;&lt;P style="padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;-------------------------------------------------------------------------------&lt;BR /&gt;Note:&lt;BR /&gt;- If this post answers your question, please click the "Mark Correct" button. Thank you!&lt;/P&gt;&lt;P style="padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- We are following threads for 7 weeks after the last post, later replies are ignored&lt;BR /&gt; Please open a new thread and refer to the closed one, if you have a related question at a later point in time.&lt;BR /&gt;-------------------------------------------------------------------------------&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 23 Aug 2019 04:39:25 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958056#M4526</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-23T04:39:25Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958057#M4527</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Kerry,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank You a lot.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I tested your example.&amp;nbsp;&lt;/P&gt;&lt;P&gt;I see for a dma buffer to be circular, ,need add some configurations.&lt;/P&gt;&lt;P&gt;I added next configurations for each of buffers:&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;DIV&gt;AT_NONCACHEABLE_SECTION_ALIGN(static edma_tcd_t s_emdaTcd1, 32);&lt;/DIV&gt;&lt;DIV&gt;AT_NONCACHEABLE_SECTION_ALIGN(static edma_tcd_t s_emdaTcd2, 32);&lt;/DIV&gt;&lt;DIV&gt;….&lt;/DIV&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp; EDMA_TcdSetTransferConfig(&amp;amp;s_emdaTcd1, &amp;amp;transferConfig1, &amp;amp;s_emdaTcd1);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_TcdEnableInterrupts(&amp;amp;s_emdaTcd1, kEDMA_MajorInterruptEnable | kEDMA_HalfInterruptEnable);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_InstallTCD(EXAMPLE_QTMR_DMA, g_EDMA_Handle1.channel, &amp;amp;s_emdaTcd1);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_TcdSetTransferConfig(&amp;amp;s_emdaTcd2, &amp;amp;transferConfig2, &amp;amp;s_emdaTcd2);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_TcdEnableInterrupts(&amp;amp;s_emdaTcd2, kEDMA_MajorInterruptEnable | kEDMA_HalfInterruptEnable);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_InstallTCD(EXAMPLE_QTMR_DMA, g_EDMA_Handle2.channel, &amp;amp;s_emdaTcd2);&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;After adding this functions, the dma started as circular buffer.&lt;/P&gt;&lt;P&gt;Is there meaning to&amp;nbsp;&lt;SPAN style="display: inline !important; float: none; background-color: transparent; color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 25.95px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;"&gt;s_emdaTcd&lt;/SPAN&gt; size ?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Pls review.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Sun, 25 Aug 2019 13:59:02 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958057#M4527</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-25T13:59:02Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958058#M4528</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; After you add the new configuration, please also share your test result(PWM wave from the oscilloscope), is there any issue on your side?&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; About the &lt;SPAN style="display: inline !important; float: none; background-color: transparent; color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; line-height: 25.95px; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;"&gt;s_emdaTcd&lt;/SPAN&gt;&amp;nbsp; size, actually, it is the TCD size, it is 32Bytes, you also can find it from the definition:&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_1.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/90655i8E66F5315050227D/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_1.png" alt="pastedImage_1.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;RM also give the TCD structure:&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="pastedImage_2.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/90704i7134BA4E2CDDEEBC/image-size/large?v=v2&amp;amp;px=999" role="button" title="pastedImage_2.png" alt="pastedImage_2.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Wish it helps you!&lt;/P&gt;&lt;P&gt;If you still have questions about it, please kindly let me know.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;Have a great day,&lt;BR /&gt;Kerry&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;-------------------------------------------------------------------------------&lt;BR /&gt;Note:&lt;BR /&gt;- If this post answers your question, please click the "Mark Correct" button. Thank you!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;- We are following threads for 7 weeks after the last post, later replies are ignored&lt;BR /&gt; Please open a new thread and refer to the closed one, if you have a related question at a later point in time.&lt;BR /&gt;-------------------------------------------------------------------------------&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 27 Aug 2019 02:30:22 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958058#M4528</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-27T02:30:22Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958059#M4529</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Kerry,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Attached my scope snapshot. I see the duty cycle changing is working properly.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 27 Aug 2019 07:46:02 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958059#M4529</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-27T07:46:02Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958060#M4530</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; That's good to hear the duty cycle changing is working on your side.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; I didn't find your attached scope snapshot, but I believe it works on your side, please also share your latest modified .c code, it will also be useful to other customers.&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; Now, do you still have any question about this topic?&lt;/P&gt;&lt;P&gt;Have a great day,&lt;BR /&gt;Kerry&lt;/P&gt;&lt;P style="min-height: 8pt; padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;-------------------------------------------------------------------------------&lt;BR /&gt;Note:&lt;BR /&gt;- If this post answers your question, please click the "Mark Correct" button. Thank you!&lt;/P&gt;&lt;P style="min-height: 8pt; padding: 0px;"&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;- We are following threads for 7 weeks after the last post, later replies are ignored&lt;BR /&gt; Please open a new thread and refer to the closed one, if you have a related question at a later point in time.&lt;BR /&gt;-------------------------------------------------------------------------------&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 28 Aug 2019 01:31:12 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958060#M4530</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-28T01:31:12Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958061#M4531</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Kerry,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you for your support.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Currently I doesn't have an additional questions referred&amp;nbsp; to PWM issues.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Attached c file and snapshot.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 28 Aug 2019 06:13:24 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958061#M4531</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2019-08-28T06:13:24Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958062#M4532</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi &lt;SPAN class=""&gt;&lt;A _jive_internal="true" class="" data-content-finding="Community" data-userid="301792" data-username="leonidshigris" href="https://community.nxp.com/people/leonidshigris"&gt;Leonid Shigris&lt;/A&gt;&lt;/SPAN&gt;,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; It's good to hear your problem is solved now.&lt;/P&gt;&lt;P&gt;&amp;nbsp; Thank you very much for your patience about this case, it really caused a lot of times.&lt;/P&gt;&lt;P&gt;&amp;nbsp; Now, could you please also tell your DFAE to mark the related case as resolved after the case is closed?&amp;nbsp; Thank you very much!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;Have a great day,&lt;BR /&gt;Kerry&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;-------------------------------------------------------------------------------&lt;BR /&gt;Note:&lt;BR /&gt;- If this post answers your question, please click the "Mark Correct" button. Thank you!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;- We are following threads for 7 weeks after the last post, later replies are ignored&lt;BR /&gt; Please open a new thread and refer to the closed one, if you have a related question at a later point in time.&lt;BR /&gt;-------------------------------------------------------------------------------&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 29 Aug 2019 02:50:39 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958062#M4532</guid>
      <dc:creator>kerryzhou</dc:creator>
      <dc:date>2019-08-29T02:50:39Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958063#M4533</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Thank you Kerry and Lionid for sharing the example code!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I tried using your code to generate variable duty cycle for my PWM. I some how managed to generate the desired duty cycles, but I have seen that the last duty cycle get repeated. Duty cycles should be 10%, 20% , 30 % and so on with an increment of 10% till it gets to 100%, but I noticed 100% get sent twice. Also I want to mention that I am using this GPIO only to output the PWM: IOMUXC_SetPinMux(&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IOMUXC_GPIO_AD_B1_00_QTIMER3_TIMER0,&amp;nbsp;&amp;nbsp;&amp;nbsp; /* GPIO_AD_B1_00 is configured as QTIMER3_TIMER0 */&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0U);&amp;nbsp;&lt;/P&gt;&lt;P&gt;Please see attached a copy of my source code and a snap shot of the wave form.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;In the meantime, I have these questions about your code: I believe you set up two DMA sources here just to transfer one buffer for low count and the other buffer for high count? am I right? but in my case, I had only once source and was able to send one value at a time for both comp1 and comp2?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;DMAMUX_SetSource(EXAMPLE_QTMR_DMA_MUX, 0, QTMR_EDMA_REQUEST_CMPLD2_SOURCE);&lt;BR /&gt;&amp;nbsp;DMAMUX_EnableChannel(EXAMPLE_QTMR_DMA_MUX, 0);&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp;DMAMUX_SetSource(EXAMPLE_QTMR_DMA_MUX, 1, QTMR_EDMA_REQUEST_CMPLD1_SOURCE);&lt;BR /&gt;&amp;nbsp; DMAMUX_EnableChannel(EXAMPLE_QTMR_DMA_MUX, 1);&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;how the defines below are related to the QTIMER GPIO we select?&lt;/P&gt;&lt;P&gt;#define QTMR_EDMA_REQUEST_CMPLD2_SOURCE kDmaRequestMuxQTIMER3CaptTimer0Cmpld1Timer0Cmpld2Timer1&lt;BR /&gt;#define QTMR_EDMA_REQUEST_CMPLD1_SOURCE kDmaRequestMuxQTIMER3CaptTimer1Cmpld1Timer1Cmpld2Timer0&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thanks a lot!&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 31 Jan 2020 08:23:48 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958063#M4533</guid>
      <dc:creator>farid_mabrouk</dc:creator>
      <dc:date>2020-01-31T08:23:48Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958064#M4534</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hello Andre,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;As I know, to implement PWM, we should config QTIMER with two channels ( each QTIMER has 4 channels&lt;BR /&gt;: timer0- timer3). If you want to implement using DMA, config two DMA channels, each channel corresponds to his own buffer.&amp;nbsp;&lt;/P&gt;&lt;P&gt;One buffer will hold values for&amp;nbsp;Cmpld1 and second buffer will hold values for&amp;nbsp;Cmpld2.&amp;nbsp;&lt;/P&gt;&lt;P&gt;Function:&amp;nbsp;EDMA_PrepareTransfer&amp;nbsp; will combine the timer channel with relevant buffer.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="color: #51626f; background-color: #ffffff;"&gt;how the defines below are related to the QTIMER GPIO we select?&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="color: #51626f; background-color: #ffffff;"&gt;1.&amp;nbsp;Pay attention to file pin_mux.c ( configs the relevant pin as qtimer)&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="color: #51626f; background-color: #ffffff;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;Your configuration:&amp;nbsp;&lt;SPAN&gt;IOMUXC_GPIO_AD_B1_00_QTIMER3_TIMER0 --&amp;gt; config QTIMER3 with timer 0 (channel 0)&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;2.&lt;SPAN style="background-color: #ffffff; color: #51626f; "&gt;&amp;nbsp;&lt;SPAN&gt;kDmaRequestMuxQTIMER3CaptTimer0Cmpld1Timer0Cmpld2Timer1 --&amp;gt; it's cmpld1 in timer 0&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="background-color: #ffffff; color: #51626f; "&gt;&lt;SPAN&gt;3.&amp;nbsp;kDmaRequestMuxQTIMER3CaptTimer1Cmpld1Timer1Cmpld2Timer0 --&amp;gt; it's cmpld2 in timer 0&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="background-color: #ffffff; color: #51626f; "&gt;&lt;SPAN&gt;4. function&amp;nbsp;QTMR_SetupPwm&amp;nbsp;sets up Quad timer module for PWM signal output.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="background-color: #ffffff; color: #51626f; "&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN style="background-color: #ffffff; color: #51626f; "&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;Best Regards,&lt;/P&gt;&lt;P&gt;Leon.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 03 Feb 2020 14:11:38 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958064#M4534</guid>
      <dc:creator>leonidshigris</dc:creator>
      <dc:date>2020-02-03T14:11:38Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958065#M4535</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;hi Leonid and Kerry,&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;How can your attached code for single Qtimer channel be modified and extended for two Qtimers GPIOs? Now I am using TMR1 timer0 and TMR1 timer1. I am having issues configuring both channels at the same time. The code below run normal only if a single channel is configured. I cant configure both channels in my code? any idea what the the issue below is?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you in advance!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/* Qtimer configuration for PWM count*/&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;void QTimerPWM_Ch1config(void)&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;{&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; qtmr_config_t qtmrConfig;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; edma_config_t userConfig2,userConfig1;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;EDMA_Init(QTMR_DMA, &amp;amp;userConfig1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_CreateHandle(&amp;amp;LED1_EDMA_Handle1, QTMR_DMA, 1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SetCallback(&amp;amp;LED1_EDMA_Handle1, EDMA_LED1_Callback1, NULL);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;EDMA_Init(QTMR_DMA, &amp;amp;userConfig2);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_CreateHandle(&amp;amp;LED1_EDMA_Handle2, QTMR_DMA, 0);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SetCallback(&amp;amp;LED1_EDMA_Handle2, EDMA_LED1_Callback2, NULL);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/*&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.debugMode = kQTMR_RunNormalInDebug;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.enableExternalForce = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.enableMasterMode = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.faultFilterCount = 0;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.faultFilterPeriod = 0;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.primarySource = kQTMR_ClockDivide_2;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.secondarySource = kQTMR_Counter0InputPin;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; */&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;//added&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_GetDefaultConfig(&amp;amp;qtmrConfig);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; qtmrConfig.primarySource = kQTMR_ClockDivide_1;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;DMAMUX_Init(QTMR_DMA_MUX);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; DMAMUX_SetSource(QTMR_DMA_MUX, 1, QTMR_EDMA_REQUEST_LED1CMPLD2_SOURCE);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; DMAMUX_EnableChannel(QTMR_DMA_MUX, 1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;DMAMUX_SetSource(QTMR_DMA_MUX, 0, QTMR_EDMA_REQUEST_LED1CMPLD1_SOURCE);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; DMAMUX_EnableChannel(QTMR_DMA_MUX, 0);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;QTMR_Init(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, &amp;amp;qtmrConfig);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/* Generate a 800Khz PWM signal with 0% dutycycle */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_SetupPwm(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, 800000, 0, false, QTMR_SOURCE_CLOCK / 1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/* Enable comparator preload register 1 DMA */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_EnableDma(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, kQTMR_ComparatorPreload1DmaEnable);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; /* Enable comparator preload register 2 DMA */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_EnableDma(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, kQTMR_ComparatorPreload2DmaEnable);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; /* Start the counter */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_StartTimer(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, kQTMR_PriSrcRiseEdge);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;}&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt;/* Qtimer configuration for PWM count*/&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;void QTimerPWM_Ch2config(void)&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;{&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; qtmr_config_t qtmrConfig;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; edma_config_t userConfig2,userConfig1;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_Init(QTMR_DMA, &amp;amp;userConfig1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_CreateHandle(&amp;amp;LED2_EDMA_Handle1, QTMR_DMA, 0);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SetCallback(&amp;amp;LED2_EDMA_Handle1, EDMA_LED2_Callback1, NULL);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;EDMA_Init(QTMR_DMA, &amp;amp;userConfig2);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_CreateHandle(&amp;amp;LED2_EDMA_Handle2, QTMR_DMA, 1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SetCallback(&amp;amp;LED2_EDMA_Handle2, EDMA_LED2_Callback2, NULL);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/*&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.debugMode = kQTMR_RunNormalInDebug;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.enableExternalForce = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.enableMasterMode = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.faultFilterCount = 0;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.faultFilterPeriod = 0;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.primarySource = kQTMR_ClockDivide_2;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; * qtmrConfig.secondarySource = kQTMR_Counter0InputPin;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; */&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;//added&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_GetDefaultConfig(&amp;amp;qtmrConfig);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; qtmrConfig.primarySource = kQTMR_ClockDivide_1;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;DMAMUX_Init(QTMR_DMA_MUX);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; DMAMUX_SetSource(QTMR_DMA_MUX, 0, QTMR_EDMA_REQUEST_LED2CMPLD2_SOURCE);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; DMAMUX_EnableChannel(QTMR_DMA_MUX, 0);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;DMAMUX_SetSource(QTMR_DMA_MUX, 1, QTMR_EDMA_REQUEST_LED2CMPLD1_SOURCE);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; DMAMUX_EnableChannel(QTMR_DMA_MUX, 1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;QTMR_Init(QTMR_BASEADDR, QTMR_PWM_CHANNEL2, &amp;amp;qtmrConfig);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/* Generate a 800Khz PWM signal with 0% dutycycle */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_SetupPwm(QTMR_BASEADDR, QTMR_PWM_CHANNEL2, 800000, 0, false, QTMR_SOURCE_CLOCK / 1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/* Enable comparator preload register 1 DMA */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_EnableDma(QTMR_BASEADDR, QTMR_PWM_CHANNEL2, kQTMR_ComparatorPreload1DmaEnable);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; /* Enable comparator preload register 2 DMA */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_EnableDma(QTMR_BASEADDR, QTMR_PWM_CHANNEL2, kQTMR_ComparatorPreload2DmaEnable);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; /* Start the counter */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; QTMR_StartTimer(QTMR_BASEADDR, QTMR_PWM_CHANNEL2, kQTMR_PriSrcRiseEdge);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;}&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;// a user function&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;void DataTransfer(uint8_t LEDport)&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;{&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;edma_transfer_config_t LED1transferConfig1, LED1transferConfig2;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; edma_transfer_config_t LED2transferConfig1, LED2transferConfig2;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt; if(LEDport==1)&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; {&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; if((LED1_Transfer_Done1==true)&amp;amp;&amp;amp;(LED1_Transfer_Done2==true))&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; {&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;LED1_Transfer_Done1 = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; LED1_Transfer_Done2 = false;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;EDMA_PrepareTransfer(&amp;amp;LED1transferConfig1, (uint16_t *)&amp;amp;g_Cmpld1buf, 2,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; (uint16_t *)&amp;amp;QTMR_BASEADDR-&amp;gt;CHANNEL[QTMR_PWM_CHANNEL1].CMPLD1, 2, 2,484,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; kEDMA_MemoryToPeripheral);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SubmitTransfer(&amp;amp;LED1_EDMA_Handle1, &amp;amp;LED1transferConfig1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_PrepareTransfer(&amp;amp;LED1transferConfig2, (uint16_t *)&amp;amp;g_Cmpld2buf, 2,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; (uint16_t *)&amp;amp;QTMR_BASEADDR-&amp;gt;CHANNEL[QTMR_PWM_CHANNEL1].CMPLD2, 2, 2,484,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; kEDMA_MemoryToPeripheral);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SubmitTransfer(&amp;amp;LED1_EDMA_Handle2, &amp;amp;LED1transferConfig2);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_StartTransfer(&amp;amp;LED1_EDMA_Handle2);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_StartTransfer(&amp;amp;LED1_EDMA_Handle1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; }&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; }&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; else if(LEDport==2)&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; {&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; if((LED2_Transfer_Done1==true)&amp;amp;&amp;amp;(LED2_Transfer_Done2==true))&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; {&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; LED2_Transfer_Done1 = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; LED2_Transfer_Done2 = false;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;EDMA_PrepareTransfer(&amp;amp;LED2transferConfig1, (uint16_t *)&amp;amp;g_Cmpld1buf, 2,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; (uint16_t *)&amp;amp;QTMR_BASEADDR-&amp;gt;CHANNEL[QTMR_PWM_CHANNEL2].CMPLD1, 2, 2,484,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; kEDMA_MemoryToPeripheral);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SubmitTransfer(&amp;amp;LED2_EDMA_Handle1, &amp;amp;LED2transferConfig1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_PrepareTransfer(&amp;amp;LED2transferConfig2, (uint16_t *)&amp;amp;g_Cmpld2buf, 2,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; (uint16_t *)&amp;amp;QTMR_BASEADDR-&amp;gt;CHANNEL[QTMR_PWM_CHANNEL2].CMPLD2, 2, 2,484,&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; kEDMA_MemoryToPeripheral);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_SubmitTransfer(&amp;amp;LED2_EDMA_Handle2, &amp;amp;LED2transferConfig2);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_StartTransfer(&amp;amp;LED2_EDMA_Handle2);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; EDMA_StartTransfer(&amp;amp;LED2_EDMA_Handle1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; }&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt; }&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;}&lt;/EM&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Sat, 11 Apr 2020 09:43:20 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958065#M4535</guid>
      <dc:creator>farid_mabrouk</dc:creator>
      <dc:date>2020-04-11T09:43:20Z</dc:date>
    </item>
    <item>
      <title>Re: PWM VARIABLE DUTY CYCLE</title>
      <link>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958066#M4536</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;&lt;A class="jx-jive-macro-user" href="https://community.nxp.com/people/KerryHsu"&gt;KerryHsu&lt;/A&gt;&lt;/P&gt;&lt;P&gt;I am trying to use same code you generated for above for a TMR1 channel2 (GPIO_B0_02), but apparently I am having issues with DMA configuration:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Here is how I defined my DMA:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;#define QTMR_EDMA_REQUEST_LED1CMPLD2_SOURCE kDmaRequestMuxQTIMER1Cmpld1Timer2Cmpld2Timer3&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;#define QTMR_EDMA_REQUEST_LED1CMPLD1_SOURCE kDmaRequestMuxQTIMER1Cmpld1Timer3Cmpld2Timer2&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;#define QTMR_PWM_CHANNEL1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; kQTMR_Channel_2&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;/* Qtimer configuration for PWM count*/&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;void QTimerPWMconfig(void)&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;{&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; qtmr_config_t qtmrConfig;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; edma_config_t userConfig2,userConfig1;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_Init(QTMR_DMA, &amp;amp;userConfig1);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_CreateHandle(&amp;amp;LED1_EDMA_Handle1, QTMR_DMA, 1);&amp;nbsp; &amp;nbsp;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_SetCallback(&amp;amp;LED1_EDMA_Handle1, EDMA_LED1_Callback1, NULL);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_Init(QTMR_DMA, &amp;amp;userConfig2);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_CreateHandle(&amp;amp;LED1_EDMA_Handle2, QTMR_DMA, 0); &amp;nbsp;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; EDMA_SetCallback(&amp;amp;LED1_EDMA_Handle2, EDMA_LED1_Callback2, NULL);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; /*&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.debugMode = kQTMR_RunNormalInDebug;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.enableExternalForce = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.enableMasterMode = false;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.faultFilterCount = 0;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.faultFilterPeriod = 0;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.primarySource = kQTMR_ClockDivide_2;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * qtmrConfig.secondarySource = kQTMR_Counter0InputPin;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; */&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; //added&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; QTMR_GetDefaultConfig(&amp;amp;qtmrConfig);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; qtmrConfig.primarySource = kQTMR_ClockDivide_1;&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; DMAMUX_Init(QTMR_DMA_MUX);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; DMAMUX_SetSource(QTMR_DMA_MUX, 1, QTMR_EDMA_REQUEST_LED1CMPLD2_SOURCE); &amp;nbsp;&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; DMAMUX_EnableChannel(QTMR_DMA_MUX, 1); //&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; DMAMUX_SetSource(QTMR_DMA_MUX, 0, QTMR_EDMA_REQUEST_LED1CMPLD1_SOURCE);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; DMAMUX_EnableChannel(QTMR_DMA_MUX, 0);&amp;nbsp; //0&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; QTMR_Init(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, &amp;amp;qtmrConfig);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Generate a 800Khz PWM signal with 0% dutycycle */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; QTMR_SetupPwm(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, 800000, 0, false, QTMR_SOURCE_CLOCK / 1);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Enable comparator preload register 1 DMA */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; QTMR_EnableDma(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, kQTMR_ComparatorPreload1DmaEnable);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Enable comparator preload register 2 DMA */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; QTMR_EnableDma(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, kQTMR_ComparatorPreload2DmaEnable);&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Start the counter */&lt;/EM&gt;&lt;BR /&gt;&lt;EM&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; QTMR_StartTimer(QTMR_BASEADDR, QTMR_PWM_CHANNEL1, kQTMR_PriSrcRiseEdge);&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;}&lt;/EM&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Can you please, let me know my configuration is wrong?&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 27 Apr 2020 22:14:13 GMT</pubDate>
      <guid>https://community.nxp.com/t5/i-MX-RT-Crossover-MCUs/PWM-VARIABLE-DUTY-CYCLE/m-p/958066#M4536</guid>
      <dc:creator>farid_mabrouk</dc:creator>
      <dc:date>2020-04-27T22:14:13Z</dc:date>
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