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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

Paul Peters . 17.11.2009.