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Xe
Electric Susceptibility
ε=ε0(1+Xe)
Dielectric permittivity
εr=1+Xe
Relative permittivity equation
Xm
Magnetic susceptibility
μ
electron mobility
μr =μ0(1+Xm)
Relative permeability equation
ρ=1/σ
Electrical resistivity
n
Volume density of mobile electrons within the resistor
v
Drift velocity
ΔA
Uncertainty of event A
H(r)
magnetic field
J(r)
current density
B(r)
magnetic flux density
A(r)
vector magnetic potential
pv(r)
volume charge density
D(r)
electric flux density
V(r)
Electrostatic potential
U(r)
potenital energy
I
current
Qv
charge enclosed
q
point charge
v
velocity
εr
Relative permittivity
B
Magnetic Flux Density
μr
relative permeability
Br
Residual Magnetization
σ
electrical conductivity
J
current density
ρ
electrical resistivity
ux
average velocity of charge
λ
wavelength
h
Planck’s Constant
Ψ
wavefunction/state function
Hamiltonian Operator
reduced Planck’s Constant
U
potential energy of a particle
<A>
expected value of A
w
frequency
k
wavenumber/”quantum number”