Wolfram Demonstrations Project
Materials Science
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Demonstrations 1 - 20 of 236
Optical Filter with Sinusoidally Varying Permittivity Using Mathieu's EquationBending and Stretching of an Elastic L-BeamClosest Packing of Disks and Spheres; Kepler's ConjectureBending and Stretching of an Elastic U-BeamBand Structure of Graphene
Optical Filter with Sinusoidally Varying Permittivity Using Mathieu's Equation
Bending and Stretching of an Elastic L-Beam
Closest Packing of Disks and Spheres; Kepler's Conjecture
Bending and Stretching of an Elastic U-Beam
Band Structure of Graphene
Torsion of an Elastic Beam with Triangular Cross SectionTorsion of an Elastic Beam with Rectangular Cross SectionTorsion of an Elastic Beam with Elliptic Cross SectionApplying Mohr's Circles to Stress States of ContinuumMohr's Arbelos and Lamé's Ellipsoids
Torsion of an Elastic Beam with Triangular Cross Section
Torsion of an Elastic Beam with Rectangular Cross Section
Torsion of an Elastic Beam with Elliptic Cross Section
Applying Mohr's Circles to Stress States of Continuum
Mohr's Arbelos and Lamé's Ellipsoids
Electronic Structure of 1D and 2D Quasiperiodic SystemsCahn-Hilliard Equation for Phase SeparationThe 14 3D Bravais LatticesThe Structure of DiamondColoring 2D Metallic-Mean Quasicrystal Tilings with a Mesh-Based Method
Electronic Structure of 1D and 2D Quasiperiodic Systems
Cahn-Hilliard Equation for Phase Separation
The 14 3D Bravais Lattices
The Structure of Diamond
Coloring 2D Metallic-Mean Quasicrystal Tilings with a Mesh-Based Method
Spectral Properties of 1D Fibonacci QuasicrystalsEigenvalues and Eigenfunctions for Angular Double-Well PotentialPhosphorene Quantum DotsSolubilization Model for Ionic CompoundsMotion of Three Magnetic Vortices
Spectral Properties of 1D Fibonacci Quasicrystals
Eigenvalues and Eigenfunctions for Angular Double-Well Potential
Phosphorene Quantum Dots
Solubilization Model for Ionic Compounds
Motion of Three Magnetic Vortices

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