| Conventional Terminology
Primel Terminology | SI Unit
Primel Unit
Primel conversion to SI |
|---|
| electric charge
quantity of electricity | coulomb = C
⚀electrel
≈ 58.3547142537770d μC |
| magnetic pole strength
magnetic charge
quantity of magnetism | C·m·s−1 = A·m
⚀magnetel = ⚀electrel × ⚀velocitel
≈ (1.65414607212326×10−5)d A·m |
| electric current | ampere = A
⚀currentel = ⚀electrel / ⚀timel = ⚀magnetel / ⚀lengthel
≈ 2.01673892461053d mA |
| magnetic scalar potential
magnetism gradient |
| alternation | A·s−1 = C·s−2
⚀alternationel = ⚀currentel / ⚀timel = ⚀electrel / ⚀timel2
≈ (6.96984972345401×10−2)d A·s−1 |
| electric displacement field
free electrization | C·m−2
⚀electrizationel = ⚀areanelic·electrel = ⚀electrel / ⚀areanel
≈ (8.67416326062990×10−1)d C·m−2 |
| polarization density
material electrization |
| magnetizing field
free magnetization | (A·m)·m−2 = A·m−1
⚀magnetizationel = ⚀areanelic·magnetel = ⚀magnetel / ⚀areanel
≈ (2.45881301451119×10−1)d A·m−1 |
| bound magnetization
material magnetization |
| charge density
electrodensity | C·m−3
⚀electrodensitel = ⚀volumelic·electrel = ⚀electrel / ⚀volumel
≈ (1.05755609984820×102)d C·m−3 |
| electric displacement divergence
free electrodensity |
| polarization density divergence
material electrodensity |
| current density
magnetodensity | (A·m)·m−3 = A·m−2
⚀magnetodensitel = ⚀volumelic·magnetel = ⚀magnetel / ⚀volumel
≈ 2.99779082287369×101 A·m−2 |
| magnetizing field divergence
free magnetodensity |
| bound magnetization divergence
material magnetodensity |
| electric field
electric force | N·C−1 = V·m−1
⚀electrelic·forcel = ⚀forcel / ⚀electrel
≈ (9.26309397578308×101)d N·C−1 |
| magnetic flux density
magnetic force | tesla = T = N·(A·m)−1 = Wb·m−2 = kg·s−2·A−1
⚀magnetelic·forcel = ⚀forcel / ⚀magnetel
≈ (3.26782024376396×102)d T |
| electric flux
electric influence | N·m2·C−1 = V·m
⚀electrelic·influencel = ⚀influencel / ⚀electrel = ⚀forcel × ⚀areanel / ⚀electrel
≈ (6.23166968180227×10−3)d V·m |
| magnetic flux
magnetic influence | weber = Wb = N·m2·(A·m)−1 = J·A−1 = V·s
⚀magnetelic·influencel = ⚀influencel / ⚀magnetel = ⚀forcel × ⚀areanel / ⚀magnetel
≈ (2.19839897898932×10−2)d Wb |
| electric potential
electric potential | volt = V = J·C−1 = W·A−1= A·Ω
⚀electrelic·potentialel = ⚀εpotel = ⚀potentialel / ⚀electrel
≈ (7.59766687138707×10−1)d V |
| magnetic vector potential
magnetic potential | J·(A·m)−1 = N·A−1 = V·s = Wb·m−1 = T·m
⚀magnetelic·potentialel = ⚀μpotel = ⚀potentialel / ⚀magnetel
≈ 2.68029339577057d Wb·m−1 |
|
| electric field divergence
electric tension | N·m−1·C−1 = V·m−2
⚀electrelic·tensionel = ⚀tensionel / ⚀electrel = ⚀forcel / ⚀lengthel / ⚀electrel
≈ (1.12935867624483×104)d N·m−1·C−1 |
| electric field curl
electric tension |
| electric field Laplacian
electric pressure | N·m−2·C−1 = Pa·C−1 = V·m−3
⚀electrelic·pressurel = ⚀pressurel / ⚀electrel = ⚀forcel / ⚀areanel / ⚀electrel
≈ 1.37691685191140×106 Pa·C−1 |
| magnetic field divergence
magnetic tension | T·m−1 = N·m−1·(A·m)−1 = Wb·m−3 = kg·m−1·s−2·A−1
⚀magnetelic·tensionel = ⚀tensionel / ⚀magnetel = ⚀forcel / ⚀lengthel / ⚀magnetel
≈ (3.98413440946584×104)d T·m−1 |
| magnetic field curl
magnetic tension |
| magnetic field Laplacian
magnetic pressure | T·m−2 = N·m−2·(A·m)−1 = kg·m−2·s−2·A−1
⚀magnetelic·pressurel = ⚀pressurel / ⚀magnetel = ⚀forcel / ⚀areanel / ⚀magnetel
≈ (4.85746638695353×106)d T·m−2 |
| elastance | F−1 = J·C−2
⚀elastancel
≈ 1.30197996315187×104 F−1 |
| capacitance | farad = F = C2·J−1
⚀capacitancel
≈ 7.68060975054616×10−5 F |
| inductance | henry = H = J·A−2 = Wb·A−1
⚀inductancel
≈ (1.09007613834491×101)d H |
| reluctance | H−1 = J−1·A2 = Wb−1·A
⚀reluctancel
≈ (9.17367113014993×10−2)d H−1 |
| reciprocal permittivity
elastivity | m·F−1 = N·m2·C−2
⚀elastivitel = ⚀squarelectrelic·influencel
≈ (1.06789481561019×102)d m·F−1 |
| permittivity
capacitivity | F·m−1 = N−1·m−2·C2
⚀capacitivitel = ⚀influencelic·squarelectrel
≈ (9.36421813630215×10−3)d F·m−1 |
| permeability
inductivity | H·m−1 = N·m2·(A·m)−2 = N·A−2
⚀inductivitel = ⚀squaremagnetelic·influencel
≈ (1.32902348591708×103)d H·m−1 |
| reciprocal permeability
reluctivity | m·H−1 = N−1·m−2·(A·m)2 = N−1·A2
⚀reluctivitel = ⚀influencelic·squaremagnetel
≈ (7.52432150820839×10−4)d m·H−1 |
| resistance | ohm = Ω
⚀resistancel
≈ (3.76730313412×102)d Ω |
| reactance | ohm = Ω
⚀reactancel
≈ (3.76730313412×102)d Ω |
| impedance | ohm = Ω
impedancel
≈ (3.76730313412×102)d Ω |
| conductance | siemens = S
⚀conductancel
≈ (2.65441872978875×10−3)d S |
| susceptance | siemens = S
⚀susceptancel
≈ (2.65441872978875×10−3)d S |
| admittance | siemens = S
⚀admittancel
≈ (2.65441872978875×10−3)d S |
| resistivity | Ω·m
⚀resistivitel = ⚀resistancel × ⚀lengthel
≈ 3.08997342479801d Ω·m |
| conductivity | S·m−1
⚀conductivitel = ⚀rconductancel / ⚀lengthel
≈ (3.23627378790603×10−1)d S·m−1 |