When this quantity is constant, the solutions to the time-independent Schrodinger equation are complex exponentials, and the shape of the graph of this quantity is square for an infinite square well.
When this quantity is constant, the solutions to the time-independent Schrodinger equation are complex exponentials, and the shape of the graph of this quantity is square for an infinite square well. In the Hamiltonian or Lagrangian, it is often denoted uppercase V. Negative the gradient, or spatial derivative, of this property is equal to force, and it is equal to one-half a constant times the (*) displacement squared for a spring. The chemical form of this property is contained in bonds, and its gravitational form is proportional to the weight times the height. A swing at its peak has the maximum value of, for 10 points, what type of energy contrasted with kinetic?
When this quantity is constant, the solutions to the time-independent Schrodinger equation are complex exponentials, and the shape of the graph of this quantity is square for an infinite square well.
potential energy (prompt on uppercase "P" or uppercase "V"; prompt on "energy"; do not accept or prompt on "kinetic energy")