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dI = J • dA = JdAcos(θ)
The equation by which we find out the differential current flow through the area dA describing the relationship between the current and current density
θ
Symbol that represents the angle between the area and the current density
I = ∫J•dA
Finding the total current passing through area dA
J = I/A
The simplest formula to find the current density
(n|q|Avd)/A
The elaborated formula to find the current density
n |q| vd
The final form of the current density formula
The charge is positive
The drift velocity here is in the same direction as the electrical field
The charge is negative
The drift velocity here is in the opposite direction of the electrical field
electrical field
The direction of the current density is in the direction of the ________________
Current
The current density is proportional to what
Area
The current density is inversely proportional to what
voltage
Electrical force in a conductor is provided by the electrical field, which is created when a _______ is applied across the conductor