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    <title>topic Re: KMA210 in Sensors</title>
    <link>https://community.nxp.com/t5/Sensors/KMA210/m-p/866451#M5495</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Sunning,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I do not quite understand your questions. Could you please rephrase them or provide a detailed description of your application?&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best regards,&lt;/P&gt;&lt;P&gt;Tomas&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Mon, 18 Mar 2019 12:21:48 GMT</pubDate>
    <dc:creator>TomasVaverka</dc:creator>
    <dc:date>2019-03-18T12:21:48Z</dc:date>
    <item>
      <title>KMA210</title>
      <link>https://community.nxp.com/t5/Sensors/KMA210/m-p/866450#M5494</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;What size of the&amp;nbsp; magnet is used for the KMA210 angle sensor ? And what is the distance between&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; 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; word-wrap: break-word;"&gt;the KMA210&lt;/SPAN&gt; and the magnet ?&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 18 Mar 2019 08:24:22 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Sensors/KMA210/m-p/866450#M5494</guid>
      <dc:creator>sunning2018</dc:creator>
      <dc:date>2019-03-18T08:24:22Z</dc:date>
    </item>
    <item>
      <title>Re: KMA210</title>
      <link>https://community.nxp.com/t5/Sensors/KMA210/m-p/866451#M5495</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Sunning,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I do not quite understand your questions. Could you please rephrase them or provide a detailed description of your application?&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thank you!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best regards,&lt;/P&gt;&lt;P&gt;Tomas&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 18 Mar 2019 12:21:48 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Sensors/KMA210/m-p/866451#M5495</guid>
      <dc:creator>TomasVaverka</dc:creator>
      <dc:date>2019-03-18T12:21:48Z</dc:date>
    </item>
    <item>
      <title>Re: KMA210</title>
      <link>https://community.nxp.com/t5/Sensors/KMA210/m-p/866452#M5496</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Tomas,&lt;/P&gt;&lt;P&gt;By product manual, I know that external magnetic field strength(35KA/m) need be meeted for KMA210. However, I don't know that what kind of magnet is applicable and &lt;SPAN style="display: inline !important; float: none; background-color: transparent; color: #51626f; font-family: arial,helvetica,'helvetica neue',verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; 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; word-wrap: break-word;"&gt;what the distance is between&amp;nbsp;&lt;/SPAN&gt;&lt;SPAN 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: #3d3d3d; display: inline; float: none; 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; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px; border: 0px none #3d3d3d;"&gt;the KMA210&lt;/SPAN&gt;&lt;SPAN style="display: inline !important; float: none; background-color: transparent; color: #51626f; font-family: arial,helvetica,'helvetica neue',verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; 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; word-wrap: break-word;"&gt; and the magnet&amp;nbsp; when I install them.&lt;/SPAN&gt;&lt;SPAN style="-webkit-text-stroke-width: 0px; color: #999999; white-space: normal; font-weight: normal; letter-spacing: normal; font-size: 14px; line-height: 21px; font-style: normal; box-sizing: border-box; background-color: #ffffff; text-transform: none; word-spacing: 0px; font-variant: normal; text-indent: 0px; font-family: Arial, 'Microsoft YaHei', '\ FAE软雅黑', '\ B8B体', 'Malgun Gothic', Meiryo, sans-serif; orphans: auto; widows: auto; text-align: start;"&gt;&lt;EM&gt;&amp;nbsp; &lt;SPAN style="color: #001000; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; background-color: transparent;"&gt;C&lt;/SPAN&gt;&lt;/EM&gt;&lt;/SPAN&gt;&lt;SPAN style="box-sizing: border-box;"&gt;ould you tell me, Tomas?&lt;/SPAN&gt;&lt;SPAN style="box-sizing: border-box;"&gt;&amp;nbsp;&lt;/SPAN&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;Thank you!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P 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: #51626f; font-family: arial,helvetica,&amp;amp;quot; helvetica neue&amp;amp;quot;,verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px; border: 0px none #51626f;"&gt;Best regards,&lt;/P&gt;&lt;P 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: #51626f; font-family: arial,helvetica,&amp;amp;quot; helvetica neue&amp;amp;quot;,verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: baseline; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px; border: 0px none #51626f;"&gt;sunning&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 18 Mar 2019 13:04:53 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Sensors/KMA210/m-p/866452#M5496</guid>
      <dc:creator>sunning2018</dc:creator>
      <dc:date>2019-03-18T13:04:53Z</dc:date>
    </item>
    <item>
      <title>Re: KMA210</title>
      <link>https://community.nxp.com/t5/Sensors/KMA210/m-p/866453#M5497</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Sunning,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;The distance between a sensor and a magnet&amp;nbsp;depends on how strong is the magnet and customer's allowed angle error.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;A href="https://www.magnetfabrik.de/magnetfabrik_de/uploads/1401203182Praxis_kompakt_0614_eng_Web.pdf"&gt;This&lt;/A&gt; document may give you a rough indication of the topic, &lt;A href="https://www.magnetfabrik.de/magnetfabrik_de/index.php"&gt;Magnetfabrik Bonn&lt;/A&gt; is our partner for sensor magnet.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Best regards,&lt;/P&gt;&lt;P&gt;Tomas&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 27 Mar 2019 11:24:54 GMT</pubDate>
      <guid>https://community.nxp.com/t5/Sensors/KMA210/m-p/866453#M5497</guid>
      <dc:creator>TomasVaverka</dc:creator>
      <dc:date>2019-03-27T11:24:54Z</dc:date>
    </item>
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