Linked from

The 68 pages that link to Coulomb's law, each with the reason it gives.

• Ionic compoundRelated: It helps explain why ion charges and separation affect the strength of ionic attraction.

• Electric fieldRelated: It calculates the force that defines the field of a point charge.

• Chemical bondRelated: Electrostatic attraction and repulsion contribute directly to bond energies.

• Maxwell's equationsCompared with: It describes static electric interactions, while Maxwell's equations also cover changing fields.

• Electric chargeRelated: It quantifies the force between charges at rest.

• CapacitorRelated: It underlies the electric forces and fields created by capacitor charge.

• ElectromagnetismRelated: It quantified electric interactions before the field theory was unified.

• Bohr modelRelated: It supplies the attractive force between the nucleus and an electron.

• Ionic bondingRelated: It predicts stronger attraction for larger charges and shorter ion-to-ion distances.

• Lorentz forceCompared with: It describes electric force between charges, unlike the full velocity-dependent electromagnetic force.

• Electric potentialRelated: It supplies the force from which point-charge potential can be derived.

• IonRelated: It quantifies the force between ions as a function of charge and distance.

• Inverse-square lawRelated: Electric point charges exhibit the same spatial scaling as gravitating masses.

• ElectrostaticsRelated: It quantifies the force between the stationary charges at electrostatics’ core.

• Faraday's law of inductionCompared with: It describes static charge forces, unlike Faraday's law for changing magnetic flux.

• CapacitanceRelated: It underlies the fields and potentials that determine a conductor system's capacitance.

• Ionization energyRelated: Electrostatic attraction between the nucleus and electron helps set the removal energy.

• Dielectric constantRelated: In a uniform dielectric, relative permittivity reduces the Coulomb force compared with vacuum.

• Elementary chargeRelated: Its force predictions depend on the magnitudes of interacting charges, including elementary charges.

• Lanthanide contractionRelated: Increasing nuclear charge strengthens electrostatic attraction between the nucleus and electrons.

• Lattice energyRelated: It explains why stronger ionic charges and shorter interionic distances increase lattice energy.

• PermittivityRelated: In a uniform medium, permittivity determines the strength of this force.

• Gravitational forceCompared with: Its mathematical form resembles Newtonian gravity, but charge can have either sign.

• Vacuum permittivityRelated: In SI units, ε₀ sets the proportionality between charge and electrostatic force.

• CoulombRelated: It uses charge in coulombs to calculate electrostatic force.

• Dipole–dipole interactionRelated: The interaction follows from Coulomb forces between the partial charges in neighboring molecules.

• Normal forceRelated: Electromagnetic interactions underlie ordinary contact forces, though Coulomb's law alone does not give the surface force.

• AtomRelated: It captures the electrostatic attraction and repulsion shaping atomic structure.

• Rock salt structureRelated: Electrostatic attractions and repulsions contribute to the lattice’s stability.

• AnionRelated: It quantifies the attraction and repulsion involving anions.

• Biot–Savart lawCompared with: It offers a useful comparison: the Biot–Savart law describes magnetic fields from currents rather than electric forces between charges.

• Coulomb potentialRelated: Differentiating the potential energy with respect to separation gives the force described by this law.

• Effective nuclear chargeRelated: The nuclear attraction underlying effective charge is electrostatic.

• Electrostatic inductionBroader topic: It describes the forces that move mobile charges during induction.

• Rutherford scatteringRelated: The Coulomb force between projectile and nucleus produces the scattering deflection.

• Ampère's circuital lawCompared with: It is an inverse-square force law, unlike this field-circulation relation.

• André-Marie AmpèreRelated: Ampère extended mathematical reasoning about forces to interactions between current-carrying conductors.

• Debye lengthRelated: Screening modifies the long-range interaction predicted by this law in a medium.

• Debye–Hückel theoryRelated: Long-range Coulomb forces generate the ion correlations the theory approximates.

• Electromagnetic interactionBroader topic: It is the low-speed, static limit of electromagnetic interaction.

• Gauss's lawRelated: For point charges, it gives the field that Gauss's law can also recover using spherical symmetry.

• Coulomb barrierNarrower topic: Its inverse-square force between nuclear charges produces the repulsive potential behind the barrier.

• Coulomb interactionRelated: It gives the interaction’s force directly for two stationary point charges.

• Electric dipoleRelated: It determines the force between the dipole’s two charges and their external interactions.

• ElectricityRelated: It quantifies the force between stationary charges.

• Electrostatic precipitatorRelated: It describes the force that drives charged particles toward collecting electrodes.

• Noncovalent interactionRelated: It predicts how charge-based attractions and repulsions vary with distance.

• Henry CavendishCompared with: Cavendish investigated electrical forces before Coulomb’s published formulation became standard.

• Point chargeRelated: It gives the force between point charges directly from their charges and separation.

• Static electricityRelated: It quantifies the attraction and repulsion between separated static charges.