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Demonstrations 401 - 420 of 608
Representation of Diffraction by Vector SummationParticle-in-a-Box Spectra for Delta-Function PerturbationPlots of Legendre PolynomialsEinstein-de Haas EffectElectrostatic Bonding Forces between Atoms
Representation of Diffraction by Vector Summation
Particle-in-a-Box Spectra for Delta-Function Perturbation
Plots of Legendre Polynomials
Einstein-de Haas Effect
Electrostatic Bonding Forces between Atoms
Variational Method Applied to Stepped-Infinite-Square-Well EnergiesExact Numerical Solutions for the Stepped-Infinite-Square WellState-Switching Damped Harmonic Oscillator ModelRotational-Vibrational Spectrum of a Diatomic MoleculeWhite Dwarfs and the Chandrasekhar Limit
Variational Method Applied to Stepped-Infinite-Square-Well Energies
Exact Numerical Solutions for the Stepped-Infinite-Square Well
State-Switching Damped Harmonic Oscillator Model
Rotational-Vibrational Spectrum of a Diatomic Molecule
White Dwarfs and the Chandrasekhar Limit
Soliton Trajectories of the Modified Korteweg-de Vries Equation (mKdV)Q-Representation of Number StatesWKB Computations on Morse PotentialPeriodic Box-Ball SystemHeisenberg Group Action on Quintics
Soliton Trajectories of the Modified Korteweg-de Vries Equation (mKdV)
Q-Representation of Number States
WKB Computations on Morse Potential
Periodic Box-Ball System
Heisenberg Group Action on Quintics
Scalar Feynman Diagrams and Symanzik PolynomialsOne-Slit Diffraction PatternTwo Electrons in a Box: EnergiesTrajectories of a Solitary Wave for the KdV Equation with Variable CoefficientsCanonical Integrals for Diffraction Catastrophes
Scalar Feynman Diagrams and Symanzik Polynomials
One-Slit Diffraction Pattern
Two Electrons in a Box: Energies
Trajectories of a Solitary Wave for the KdV Equation with Variable Coefficients
Canonical Integrals for Diffraction Catastrophes

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