This man's most famous result can be derived by assuming a spherical surface around a point (*) charge and integrating using Gauss's Law.
This man's namesake gauge sets the divergence of the vector potential equal to zero, and he noted the independence of the sliding velocity in his namesake law on friction. This man's most famous result can be derived by assuming a spherical surface around a point (*) charge and integrating using Gauss's Law. This man's namesake constant is one over 4 pi times the permittivity of free space and appears in his namesake law giving an inverse-squared relationship for the electrostatic force between two charges. For 10 points, give this French physicist who names the SI unit of charge.
This man's namesake gauge sets the divergence of the vector potential equal to zero, and he noted the independence of the sliding velocity in his namesake law on friction.
Charles-Augustin de Coulomb [accept answers like Coulomb’s Law]