Fakultät II
Institut für Mathematik

Virtual Math Labs: Calculus

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Contents:

Equation Of Motion in a Potential Field	Function Plot 2D	Function Plot 2D with Sections	Planar Vector Fields	Fourier Analysis
Taylor	Taylor2d

To start a lab just click on the screenshot. If the application does not start, have a look at our Help page.

$EquationOfMotionInAPotentialField$	Equation Of Motion in a Potential Field Markus Schmies

$FunctionPlot2d$	Function Plot 2D Markus Schmies

$FunctionPlot2dWithSections$	Function Plot 2D with Sections Markus Schmies

$PlanarVectorFields$	Planar Vector Fields Markus Schmies

$FourierAnalysis$	Fourier Analysis This application illustrates the Fourier analysis of a periodic function. The expressions L(t) and R(t) define the function on the intervals [min,center] (left) and [center,max] (right). The center may coinside with min or max. The order of the Fourier polynomial can be chosen betwenn 0 and 200. For "high" order you may experience numerical inaccuracies. The chart shows 3 periods of the prescribed function. It has a context menu offering various features, like zooming or exporting. The context menu is accessed via the right mouse button. Markus Schmies

$Taylor$	Taylor Markus Schmies

$Taylor2d$	Taylor2d Markus Schmies

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17.11.2009.