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<title>Acme Forum - Data Management - Normalise FWD Deflections in JunoViewer - Messages</title>
<link>https://help.junoviewerweb.com/pages/topic1229-normalise-fwd-deflections-in-junoviewer.aspx</link>
<description>Acme Forum - Data Management - Normalise FWD Deflections in JunoViewer - Messages</description>
<language>en-us</language>
<docs>http://blogs.law.harvard.edu/tech/rss</docs>
<generator>Jitbit AspNetForum</generator>
<pubDate>Tue, 01 Oct 2019 15:11:44 GMT</pubDate>
<lastBuildDate>Tue, 01 Oct 2019 15:11:44 GMT</lastBuildDate>
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<link>https://help.junoviewerweb.com/pages/topic1229-normalise-fwd-deflections-in-junoviewer.aspx</link>
<title>Message from Fritz Jooste</title>
<description><![CDATA[Falling Weight Deflectometer (FWD) deflections are measured at a specific plate pressure. The plate pressure will vary from one reading to the next because of surface irregularities and the pavement response. To compare deflections from one point to the next, you can run the "Normalise Deflections" function which can be found under the <b>Tools</b> Menu on the <b>Data Manipulation</b> page.<br/><br/>The formula for calculating the Normalized deflection is: D_norm = (Pressure_Normalize / Pressure_Actual) * D_raw<br/><br/>Where: <br/><ul><li>Pressure_Normalise is the selected normalisation pressure (see image below);</li><li>Pressure_Actual is the actual measured pressure (presumed to be stored in column "pressure")</li><li>D_norm is the normalised deflection or deflection bowl parameter</li><li>D_raw is the raw deflection or deflection bowl parameter</li></ul><img 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" border="0"><br/><span style="color:#ff0000">Note that Normalisation does not alter the data in your raw deflection columns. It merely normalises the maximum deflection in column "YMax", and if selected, it also normalises the deflection bowl parameters SCI, BLI, MLI and LLI.<br/></span><br/><br/>By default, the FWD normalisation function will assume that your database contains a table named "fwd", with the following columns:<br/><br/><ul><li>"pressure" (holds the actual measurement pressure)</li><li>"YMax" (holds the normalised maximum deflection)</li><li>"D0" (holds deflection at zero mm offset)</li><li>"D200" (holds the deflection at 200mm offset)<br/></li><li>"D300" (holds the deflection at 300mm offset)</li><li>"D600" (holds the deflection at 600mm offset)</li><li>"D900" (holds the deflection at 900mm offset)</li></ul><br/>If you tick the box "Add normalisation parameters" (see image above), then your FWD table also needs to have the following columns:<br/><br/><ul><li>"SCI" (holds the Surface curvature index)</li><li>"BLI" (holds the Base Layer Index = D0 - D300)</li><li>"MLI" (holds the Middle Layer Index = D300 - D600)</li><li>"LLI" (holds the Lower Layer Index = D600 - D900)</li></ul><br/><span style="color:#ff0000">If your FWD table contains similar columns but uses other names, then a custom normalisation setup can be created for your account</span>. Contact Lonrix for details on how to set this up (no charge involved).<br/><br/><br/>Currently JunoViewer allows two formulae for calculating the Surface Curvature Index. Use the dropdown box (image above) to select the equation you want to use.<br/><br/><br/><i>edited by Kiki on 8/18/2022</i>]]></description>
<pubDate>Tue, 01 Oct 2019 15:11:44 GMT</pubDate>
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