The name is absent



Faraday's law of induction

(43)            f E . dl =- dφB

dt

Ampere's law

(44)              4 B. dl = μ i + -12 ɪ 4 E . dl

c 2 ∂t

II. Differential form in the absence of magnetic or polarizable media

Gauss' law for electricity

(45)             V . E = ρ = 4πkρ

ε0

where ρ is the charge density and k = —1— is the Coulomb’s constant.
4πε0

Gauss' law for magnetism

(46)              V.B = 0

Faraday's law of induction

(47)


V×E=

Ampere's law

(48)


V× B = —7
ε0c2

28




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