'Numerical approach' diaporamas de présentation

Differential calculus

Differential calculus. Differential calculus is concerned with the rate at which things change. For example, the speed of a car is the rate at which the distance it travels changes with time. First we shall review the gradient of a straight line graph, which represents a rate of change.

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Mathematical Modeling

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Can a fractional derivative diffusion equation model Laboratory scale fluvial transport

Can a fractional derivative diffusion equation model Laboratory scale fluvial transport. Confusion on the incline. Vaughan Voller * and Chris Paola. * Responsible for all math and physical interpretation errors .

285 views • 15 slides

Numerical Solution for Bungee Jump Problem

2.78k views • 14 slides

Geothermal Workshop on the Pannonian Basin Budapest, 2011. May

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Applied Calculus (MAT 121) Dr. Day Thursday Feb 23, 2012

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Finite Element Approach for SEEPAGE Problem

Finite Element Approach for SEEPAGE Problem. Arash Khosravifar (Presentation of 281a Term Project) 6 December 2006 University of California, Davis. Contents: Formulation 2-D Example. The FEM is a numerical approach that solves a general differential equations in an approximate manner.

304 views • 7 slides