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Kinematics / Partial differential equation / Traffic flow / Calculus of variations / Lagrangian / Calculus / Mathematical analysis / Cell Transmission Model


Analytical and grid-free solutions to the Lighthill-Whitham-Richards traffic flow model Pierre-Emmanuel Mazar´ea , Christian G. Claudelb , Alexandre M. Bayenc a Corresponding author. University of California at Berkele
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Document Date: 2011-01-06 03:59:12


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File Size: 1,55 MB

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Computer Sciences / /

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Facility

Sutardja Hall / University of California at Berkeley / /

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entropy solution / scalar hyperbolic conservation law / transportation engineering / analytical solution / partial solution / Analytical solutions / approximate solution / meaningful solution / transportation engineering literature / control applications / Analytical and grid-free solutions / partial solutions / measured law / /

Organization

University of California / Department of Civil and Environmental Engineering / UC Berkeley / Department of Electrical Engineering and Computer Sciences / /

Person

Pierre-Emmanuel Mazar´ea / Christian G. Claudelb / Alexandre M. Bayenc / Alexandre M. Bayen / Pierre-Emmanuel Mazar / Christian G. Claudel / /

Position

Lighthill-Whitham-Richards traffic flow model / representative / Corresponding author / /

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California / /

Technology

2010 The algorithm / Environmental Engineering / 9 Algorithm / Dom / /

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http /

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