Find an expression for the Hamiltonian, the Green's Function in Electrodynamics and the time independent Schrodinger...

Find an expression for the Hamiltonian, the Green's Function in Electrodynamics and the time independent Schrodinger Equation. Derive a force equation from each one

Expert Solution

genius_generous answered 2 years ago

write the Hamiltonian, the Green's function and the Schrodinger equation in spherical coordinates

Solve the time independent schrodinger equation for a particle confined to a mobius strip.

Find the Green's function for each of the following problem, and determine the solution of each...

Find the Green's function for each of the following problem, and determine the solution of each of the following boundary-value problem: y" + 4y = e^x y(0) = 0 y'(1) = 0

Determine the Time-Dependent Schrodinger Equation (TDSE) from the classical non-relativistic expression for the energy of a...

Determine the Time-Dependent Schrodinger Equation (TDSE) from the classical non-relativistic expression for the energy of a particle and de Broglie’s claim that all particles can be represented as waves. (Important: Describe as much as possible and must use your own words to explain it.)

1. A particle satisfying the time-independent Schrodinger equation must have a) an eigenfunction that is normalized....

1. A particle satisfying the time-independent Schrodinger equation must have a) an eigenfunction that is normalized. b) a potential energy that is independent of location. c) a de Broglie wavelength that is independent of location d) a total energy that is independent of location. Correct answer is C but I need detailed explanation also explain each point why they are false

Find the green's function then find the solution y"+4y=x y(0)=0, y'(1)=0

Suppose a solution to the time independent Schrodinger equation is multiplied by exp(-iEt/h-bar), thus making it...

Suppose a solution to the time independent Schrodinger equation is multiplied by exp(-iEt/h-bar), thus making it a solution to the time dependent Schrodinger equation. Will the product still be a solution to the time independent equation?

Calculation of half-life for alpha emission using time-independent Schrodinger Equation using the following following information: Radionuclide:...

Calculation of half-life for alpha emission using time-independent Schrodinger Equation using the following following information: Radionuclide: 241-Am (Z=95); Ea = 5.49 MeV; Measured Half-Life~432y Follow the steps involved and show your work for each subset question, not the final answer: (a) Evaluate the well radius [=separation distance (r) between the center of the alpha particle as it abuts the recoil nucleus]; (b) Evaluate the coulomb barrier potential energy (U) for the well; (c) Estimate the separation distance (r*) from the...

Find the green's function and fine the solution y"+4y=x y(0)=0, y'(1)=0

(a) The one-dimensional time-independent Schrodinger equation is -(h-bar2/2m)(d2?(x)/dx2) + U(x)?(x) = E?(x) Give the meanings of...

(a) The one-dimensional time-independent Schrodinger equation is -(h-bar2/2m)(d2?(x)/dx2) + U(x)?(x) = E?(x) Give the meanings of the symbols in this equation. (b) A particle of mass m is contained in a one-dimensional box of width a. The potential energy U(x) is infinite at the walls of the box (x = 0 and x = a) and zero in between (0 < x < a). Solve the Schrodinger equation for this particle and hence show that the normalized solutions have the...

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