Wolfram Demonstrations Project
Calculus & Analysis
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Demonstrations 1 - 20 of 1357
Squigonometric Sine FunctionStabilization of the Wave Equation by Direct Fourier FilteringTrilinear Coordinates in Triangle of Line ChargesPhase Curve and Vector Field for Piecewise Linear Liénard SystemsBoundary-Feedback Control of Vibrations on a String with and without Filtering
Squigonometric Sine Function
Stabilization of the Wave Equation by Direct Fourier Filtering
Trilinear Coordinates in Triangle of Line Charges
Phase Curve and Vector Field for Piecewise Linear Liénard Systems
Boundary-Feedback Control of Vibrations on a String with and without Filtering
Generate Uniform Spherical 3D Random Vectors3D Stress-Strain Tensor RelationsRoads and WheelsSpirals to the Unit Circle from Trigonometric SeriesPlotting the Trivial and Critical Zeros of the Riemann Zeta Function
Generate Uniform Spherical 3D Random Vectors
3D Stress-Strain Tensor Relations
Roads and Wheels
Spirals to the Unit Circle from Trigonometric Series
Plotting the Trivial and Critical Zeros of the Riemann Zeta Function
Orthonormal Polynomials under Different Inner Product MeasuresFractal Curves Generated by Fourier SeriesKronig-Penney Model with Mathieu FunctionsSalzer's Method for Numerical Evaluation of Inverse Laplace Transform Involving a Bessel FunctionFourier Series Approximations to Roots of Unity
Orthonormal Polynomials under Different Inner Product Measures
Fractal Curves Generated by Fourier Series
Kronig-Penney Model with Mathieu Functions
Salzer's Method for Numerical Evaluation of Inverse Laplace Transform Involving a Bessel Function
Fourier Series Approximations to Roots of Unity
Heat Flow across Circuit BoardFourier Series Approximation to Equilateral TriangleFolding Cosine in the Complex PlaneIntroducing Higher DerivativesTeaching Limit of a Function
Heat Flow across Circuit Board
Fourier Series Approximation to Equilateral Triangle
Folding Cosine in the Complex Plane
Introducing Higher Derivatives
Teaching Limit of a Function

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