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17 Nov 2019
The Hamiltonian for a particle in a box is
The Hamiltonian for a Particle-In-A-Box is hat H = -h^2/2m partial differential^2/partial differential x^2 Show that the wavefuntion psi(x) = squareroot 2/L sin 2 pi x/L is an eigenfunction of the Hamiltonian operator (by plugging psi into the Schrodinger Equation), and calculate the energy(in Joules) of an electron confined to a 1 Angstromsign box (L = 1 Angstromsign).
The Hamiltonian for a particle in a box is
The Hamiltonian for a Particle-In-A-Box is hat H = -h^2/2m partial differential^2/partial differential x^2 Show that the wavefuntion psi(x) = squareroot 2/L sin 2 pi x/L is an eigenfunction of the Hamiltonian operator (by plugging psi into the Schrodinger Equation), and calculate the energy(in Joules) of an electron confined to a 1 Angstromsign box (L = 1 Angstromsign).
Tod ThielLv2
20 Feb 2019