Equations 1-3 are shown below. Substitute the final expression of Eq.3 into Eq. 1 and apply the product rule of calculus to obtain three terms on the right-hand side.
Equations 1-3 are shown below. Substitute the final expression of Eq.3 into Eq. 1 and apply the product rule of calculus to obtain three terms on the right-hand side.
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Equations 1-3 are shown below. Substitute the final expression of Eq.3 into Eq. 1 and apply the product rule of calculus to obtain three terms on the right-hand side.
Transcribed Image Text:E = -
dt
(Eq. 1)
pl ɛ is known as "emf" and is defined as
8 = AVinduced
(Eq. 2)
lifference that is created by changing magnetism. The same emf symbol is
ced potential difference in a battery. The initials stand for "ElectroMotive
e we now know that it is not a force at all, but the name has somehow stuck.
ic flux, similar to electric flux Og that you met in the Gauss's Law section
ric flux it can be written as the scalar (dot) product of field and surface
O = B-A = BA cos 0B.A
(Eq. 3)
%3D
I vector and B its magnitude, A and A are likewise the vector and magnitude
s the angle between those two vectors. Substitute the final expression of
nd apply the product rule of calculus to obtain three terms on the right-hand
ligotiono of oloctromagmetic induction
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