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Quantum Mechanics
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Demonstrations 1 - 20 of 376
Simplified Model of Quantum ScatteringLower Excited States of the Helium Isoelectronic SeriesRandom-Matrix Eigenvalue Statistics for Quantum BilliardsHydrogen Atom in Varying DimensionsOntology of the One-Dimensional Wavefunction in Bohmian Mechanics
Simplified Model of Quantum Scattering
Lower Excited States of the Helium Isoelectronic Series
Random-Matrix Eigenvalue Statistics for Quantum Billiards
Hydrogen Atom in Varying Dimensions
Ontology of the One-Dimensional Wavefunction in Bohmian Mechanics
Hydrogen and Lithium Orbitals Using a Hartree Eigenvalue MethodParticle in a Box: Probability Density and Positional VarianceRotation of SpinorsBohm Trajectories for the Noncentral Hartmann PotentialEigenstates for the Hulthen Potential
Hydrogen and Lithium Orbitals Using a Hartree Eigenvalue Method
Particle in a Box: Probability Density and Positional Variance
Rotation of Spinors
Bohm Trajectories for the Noncentral Hartmann Potential
Eigenstates for the Hulthen Potential
Bohm Trajectories for a Special Type of a Pseudoharmonic PotentialQuasi-Exact Solutions of Schrödinger Equation: Sextic Anharmonic OscillatorWhite Dwarfs and the Chandrasekhar LimitDynamics of Free Particle and Harmonic Oscillator Using PropagatorsSchwinger's Oscillator Model for Angular Momentum
Bohm Trajectories for a Special Type of a Pseudoharmonic Potential
Quasi-Exact Solutions of Schrödinger Equation: Sextic Anharmonic Oscillator
White Dwarfs and the Chandrasekhar Limit
Dynamics of Free Particle and Harmonic Oscillator Using Propagators
Schwinger's Oscillator Model for Angular Momentum
Collision of Two Neutrons in the de Broglie?Bohm ApproachQuantum Theory of the Damped Harmonic OscillatorAnatomy of a Quantum Jump2. Mendeleev Interpreted by Schrödinger and Lewis1. Mendeleev Interpreted by Schrödinger and Lewis
Collision of Two Neutrons in the de Broglie?Bohm Approach
Quantum Theory of the Damped Harmonic Oscillator
Anatomy of a Quantum Jump
2. Mendeleev Interpreted by Schrödinger and Lewis
1. Mendeleev Interpreted by Schrödinger and Lewis

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