Wolfram Demonstrations Project
S. M. Blinder
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Demonstrations 121 - 140 of 250
Molecular Motion in Solids, Liquids, and GasesFree Rotation of a Rigid Body: Poinsot ConstructionsSupersymmetry for the Square-Well PotentialDegenerate EigenstatesDifferent Slants on Simple Geometric Figures
Molecular Motion in Solids, Liquids, and Gases
Free Rotation of a Rigid Body: Poinsot Constructions
Supersymmetry for the Square-Well Potential
Degenerate Eigenstates
Different Slants on Simple Geometric Figures
Three-Dimensional Isotropic Harmonic OscillatorParticle in an Infinite Spherical WellMaxwell's Displacement CurrentCauchy-Schwarz Inequality for IntegralsHow the Proton and Neutron Got Their Masses
Three-Dimensional Isotropic Harmonic Oscillator
Particle in an Infinite Spherical Well
Maxwell's Displacement Current
Cauchy-Schwarz Inequality for Integrals
How the Proton and Neutron Got Their Masses
Low-Temperature Heat Capacity of Hydrogen MoleculesPiezoelectricity in Barium TitanateEigenstates for Pöschl-Teller PotentialsNested Square Root Representation of the Golden RatioSchrödinger Equation for a Dirac Bubble Potential
Low-Temperature Heat Capacity of Hydrogen Molecules
Piezoelectricity in Barium Titanate
Eigenstates for Pöschl-Teller Potentials
Nested Square Root Representation of the Golden Ratio
Schrödinger Equation for a Dirac Bubble Potential
Schrödinger Equation for a One-Dimensional Delta Function PotentialElectromagnetic Ring TossIdeal Gas Law SolverViète's Nested Square Root Representation of PiMagnetic Braking
Schrödinger Equation for a One-Dimensional Delta Function Potential
Electromagnetic Ring Toss
Ideal Gas Law Solver
Viète's Nested Square Root Representation of Pi
Magnetic Braking

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