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A set of four linear partial differential equations that summarize the classical properties of the electromagnetic field.
- ‘A contradiction arose as a consequence of the development of a very successful theory of electricity and magnetism in the nineteenth century, which is embodied in a set of differential equations known as Maxwell's equation.’
- ‘He gave his famous four partial differential equations, now known as Maxwell's equations, which completely describe classical electromagnetic theory.’
- ‘Then the effective conductivity of a cell suspension was calculated using a generalized Maxwell's equation, whereas numerically, the effective conductivity was calculated directly.’
- ‘For example, in this limit, the quantum photon field behaves like the classical electromagnetic field as described by Maxwell's equations.’
- ‘In essence, the special theory is the result of a marriage of Newton's equations of motion with Maxwell's equations describing radiation.’
Early 20th century: named after J. C. Maxwell(see Maxwell, James Clerk).
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