Write down Schrödinger's equation for the motion for a free particle in a one-dimensional potential box. Appling appropriate boundary conditions calculate its eigen energies.
Answer:Remember quantized energies of a particle in a box is a direct result from the boundary conditions set by the confines of the box. When the potential energy V(x) is equal to zero and the Schrodinger equation become Show that ψ1(x) and ψ2(x) are solution to the Schrodinger equation where the potential energy V(x) is equal to zero
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Answer:Remember quantized energies of a particle in a box is a direct result from the boundary conditions set by the confines of the box. When the potential energy V(x) is equal to zero and the Schrodinger equation become Show that ψ1(x) and ψ2(x) are solution to the Schrodinger equation where the potential energy V(x) is equal to zero
Explanation: