Linked from

The 44 pages that link to Potential energy, each with the reason it gives.

• VoltageRelated: Electric potential difference tracks changes in electrical potential energy per charge.

• GradientRelated: The negative gradient of potential energy gives the force in conservative systems.

• Magnetic momentRelated: A dipole's energy in a magnetic field depends on the angle between its moment and the field.

• JouleRelated: Gravitational and elastic potential energies are quantified in joules.

• Harmonic oscillatorRelated: A linear restoring force corresponds to a quadratic potential-energy curve.

• Equilibrium pointRelated: For conservative forces, equilibrium occurs where potential energy has zero slope.

• State functionRelated: Its value depends on configuration, while work by nonconservative forces can remain path-dependent.

• Conservative forceRelated: A conservative force’s work equals the decrease in potential energy.

• Specific orbital energyRelated: Its zero level is conventional, whereas orbital-energy differences and dynamics are physically meaningful.

• Torsional strainRelated: Torsional strain is an energetic cost of a particular molecular arrangement.

• Hamiltonian operatorRelated: It commonly appears as a multiplicative term in position-space Hamiltonians.

• Mechanical energyRelated: It is the configuration-dependent term paired with kinetic energy.

• Central forceRelated: For conservative central forces, a radial potential generates the force through its derivative.

• Indefinite integralRelated: In one dimension, integrating the negative force yields potential energy up to an additive constant.

• Particle in a boxRelated: The box is defined by its potential inside and at its boundaries.

• Conservative vector fieldRelated: A conservative force can be represented as the negative gradient of potential energy.

• Real-valued functionRelated: A potential-energy function assigns a real number to each configuration.

• Brownian ratchetRelated: Spatial variation in potential creates the landscape that biases particle steps.

• Restoring forceRelated: A restoring force can arise from a potential that increases away from equilibrium.

• Earnshaw's theoremRelated: A stable equilibrium requires a local minimum of the charge’s potential energy.

• Dipole approximationRelated: In a slowly varying external electric field, the leading interaction energy is set by charge and dipole moments.

• Gradient theoremRelated: The theorem computes work from changes in a potential, with sign determined by the force convention.

• Playground slideRelated: Elevation at the platform supplies energy that becomes motion during descent.

• Roger Joseph BoscovichRelated: A potential-energy description can represent the distance-dependent forces in his theory.

• EquipotentialRelated: For a fixed test object, equal potential means equal potential energy along an equipotential.

• Field lineRelated: Differences in potential energy underlie the potential descriptions often paired with field-line diagrams.

• Function of several real variablesRelated: Mechanical potential energy often depends on several position coordinates.

• Principle of minimum energyRelated: For conservative systems, equilibrium configurations occur at stationary points of potential energy.