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<title>Rubicon Online Help - DCP Analysis - DCP:  Structural Capacity Relationships - Messages</title>
<link>https://forum.rubicontoolbox.com/pages/topic60-dcp--structural-capacity-relationships.aspx</link>
<description>Rubicon Online Help - DCP Analysis - DCP:  Structural Capacity Relationships - Messages</description>
<language>en-us</language>
<docs>http://blogs.law.harvard.edu/tech/rss</docs>
<generator>Jitbit AspNetForum</generator>
<pubDate>Tue, 11 Jan 2022 22:59:39 GMT</pubDate>
<lastBuildDate>Tue, 11 Jan 2022 22:59:39 GMT</lastBuildDate>
<item>
<link>https://forum.rubicontoolbox.com/pages/topic60-dcp--structural-capacity-relationships.aspx</link>
<title>Message from Arno Hefer</title>
<description><![CDATA[<b>Estimates based on the </b><b>DSN800 </b><b>Parameter</b><br/><b><br/></b>A fair estimate of the structural capacity of well-balanced pavements with unbound materials can be obtained with DCP measurements.  The empirical relation between the structural capacity and the total number of DCP blows to penetrate 800 mm into the pavement (DSN800) is as follows:<br/><br/><img 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" border="0"><br/><br/>Reference: E. G. Kleyn (1984). Aspects of Pavement Evaluation and Design as determined with the Dynamic Cone Penetrometer. M Eng Thesis (in Afrikaans), Faculty of Engineering, University of Pretoria.  <br/>  <br/><br/><b>DCP Penetration Rate - CBR Cover Requirement Relationships</b><br/><br/>The following equation can be used to determine the required DCP penetration rate (DCP Number or DN, mm/blow) at a certain depth within the pavement for an expected future traffic loading demand.  <br/><br/>Covered required/ depth = 196 x Log(Expected Traffic Load) + 457 x Log(DN) - 1285 <br/><br/>The calculated required rate of penetration at a certain depth can then be superimposed on the measured layer-strength diagram.<br/>  <br/>Reference: G. J. Jordaan (1989). Guidelines Towards the Use of a Rehabilitation Design Method Based on Dynamic Cone Penetrometer (DCP) Measurements as Developed in South Africa. Research Report DPVT 43, CSIR, Pretoria.<br/><br/><i>edited by   on 1/15/2022</i><br/><i>edited by   on 1/17/2022</i><br/><i>edited by   on 1/17/2022</i>]]></description>
<pubDate>Tue, 11 Jan 2022 22:59:39 GMT</pubDate>
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