For an electric dipole, this quantity can be computed as the negative dot product of momentum and electric field, and for a t
For an electric dipole, this quantity can be computed as the negative dot product of momentum and electric field, and for a two-particle system, this quantity is equal to the negative product of big G and the particles' masses over r. For a spring this is equal to one-half k times displacement-squared, and the negative change in this quantity is work. Coming in elastic and gravitational varieties, For 10 points, name this energy of a system associated with its configuration, often contrasted with kinetic energy.
For an electric dipole, this quantity can be computed as the negative dot product of momentum and electric field, and for a two-particle system, this quantity is equal to the negative product of big G and the particles' masses over r. For a spring this is equal to one-half k times displacement-squared, and the negative change in this quantity is work.
{Potential Energy}