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<p class="MsoNormal">Hello,<span></span></p>
<p id="__paragraph__1370422406000" style=""><span style=""><br></span></p>

<p class="MsoNormal">I’am trying to build a differential GPS using RTKLIB 2.4.2.</p>

<p class="MsoNormal">The accuracy that I can achieve is around +/-2 m.</p>

<p class="MsoNormal">Which is about the same that one of my sensor achieves in
PPP kinematic mode.</p>

<p class="MsoNormal">My expectation is to achieve something around +/- 5 cm.</p>

<p class="MsoNormal"> </p>

<p class="MsoNormal">The set up:</p>

<p class="MsoNormal"><span style="mso-tab-count:1">             </span>Sensors<span style="mso-tab-count:2">                                </span>2 UBLOX NEO6P </p>

<p class="MsoNormal"><span style="mso-tab-count:1">             </span>Antenna
<span style="mso-tab-count:1">             </span>Trimble Bullet III</p>

<p class="MsoNormal" style="margin-left:36.0pt">The sensors are installed on the
roof with a free 360 °view. RTKLIB indicates that 6 to 8 Satellites are visible.
The distance between both sensors is < 20 cm.</p>

<p class="MsoNormal"><br></p>
<p class="MsoNormal">Ublox Center Configuration:</p>

<p class="MsoNormal"><span style="mso-tab-count:1">                </span>NEMA
Child Messages Disabled</p>

<p class="MsoNormal"><span style="mso-tab-count:1">                </span>UBX
Child Messages Enabled</p>

<p class="MsoNormal"><span style="mso-tab-count:1">                </span><span style="mso-tab-count:1">                </span>RXM-RAW Enabled</p>

<p class="MsoNormal"><span style="mso-tab-count:2">                                </span>RXM
SFRB Enabled</p>

<p class="MsoNormal"><span style="mso-tab-count:2">                                </span>RXM-RATE
200ms</p>

<p class="MsoNormal"><span style="mso-tab-count:2">                                </span>Dynamik
Mode Pedestrian</p>

<p class="MsoNormal">RTKLIB Configuration</p>

<p class="MsoNormal" style="margin-left:36.0pt">Input Streams</p>

<p class="MsoNormal" style="margin-left:36.0pt"><span style="mso-tab-count:1">                </span>Rover
Serial COM 1, UBLOX</p>

<p class="MsoNormal" style="margin-left:36.0pt;text-indent:36.0pt">Base Serial COM
2, UBLOX</p>

<p class="MsoNormal" style="margin-left:36.0pt">Log Streams</p>

<p class="MsoNormal" style="margin-left:36.0pt"><span style="mso-tab-count:1">                </span>Rover
to File</p>

<p class="MsoNormal" style="margin-left:36.0pt"><span style="mso-tab-count:1">                </span>Base
to File</p>

<p class="MsoNormal" style="margin-left:36.0pt">Solution Log</p>

<p class="MsoNormal" style="margin-left:36.0pt"><span style="mso-tab-count:1">                </span>Solution
1 toFile</p>

<p class="MsoNormal" style="margin-left:36.0pt"><span style="mso-tab-count:1">                </span>Solution
2 to File</p>

<p class="MsoNormal" style="margin-left:36.0pt"> </p>

<p class="MsoNormal" style="margin-left:36.0pt">Options</p>

<p class="MsoNormal" style="margin-left:36.0pt"><img src="data:image/png;base64,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" alt=""></p>

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" alt=""></p>

<p class="MsoNormal" style="margin-left:36.0pt">Positions</p>

<p class="MsoNormal" style="margin-left:36.0pt"><span style="mso-tab-count:1">                </span>Base
Station Position is acquired by 10hour static measurement.</p>

<p class="MsoNormal"><br></p>
<p class="MsoNormal">So, with this setting I usually get FLOAT (90%) and
intermediate FIX (10%) soloutions with an accuracy of +/- 2m.</p>

<p class="MsoNormal">My expectation is to achieve something around +/- 5 cm.</p>

<p class="MsoNormal">Is my expectation wrong?</p>

<p class="MsoNormal">Have I selected the correct configuration?</p>

<p class="MsoNormal">When I run the sensors stand alone in PPP Kinematic mode I
also get around +/- 2m accuracy which matches the manufacturer provided
data.<span style="mso-spacerun:yes">  </span>So I assume that my Antenna,
Sensor are working fine.</p>

<p class="MsoNormal">Can somebody HELP ?</p>

<span></span>


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