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Length or Distance
Time
Mass
Volume
Density
Velocity
Acceleration
Momentum
Force
Weight
Pressure or Stress
Energy or Work
Kinetic Energy
Potential Energy
Power
Impulse
Action
Angle
Cycles
Frequency
Angular Velocity
Angular Acceleration
Moment of Inertia
Angular Momentum
Torque or Moment
Temperature
Heat
Entropy
Electric Charge +/−
Current
Voltage or Potential
Resistance
Capacitance
Inductance
Electric Field
Electric Flux
Magnetic Field
Magnetic Flux
fundamental
fundamental
fundamental
distance3
Area distance2
mass / volume
distance / time
velocity / time
mass × velocity
mass × acceleration
mass × acceleration of gravity
force / area
force × distance
mass × velocity2 / 2
mass × acceleration of gravity
× height
energy / time
force × time
energy × time
momentum × distance
fundamental
fundamental
cycles / time
angle / time
angular velocity / time
mass × radius2
radius × momentum
moment of inertia
radius × force
moment of inertia
fundamental
heat energy
heat / temperature
fundamental
charge / time
energy / charge
voltage / current
charge / voltage
voltage / (current / time)
voltage / distance
force / charge
electric field × area
force / (charge × velocity)
magnetic field × area
V = d3
A = d2
d = m/V
v = d/t
a = v/t
p = m·v
F = m·a
W = m·g
p = F/A
E = F·d
KE = m·v2/2
PE = m·g·h
P = E/t
I = F·t
S = E·t
S = p·d
θ
n
f = n/t
ω = θ/t
α = ω/t
I = m·r2
L = r·p
L = I·ω
τ = r·F
τ = I·α
T
Q
S = Q/T
q
i = q/t
V = E/q
R = V/i
C = q/V
L = V/(i/t)
E = V/d
E = F/q
ΦE = E·A
B = F/(q·v)
ΦM = B·A
m3
m2
kg/m3
m/s
c (speed of light)
m/s2
kg·m/s
N (newton) = kg·m/s2
Pa (pascal) = N/m2 = kg/(m·s2)
J (joule) = N·m = kg·m2/s2
W (watt) = J/s = kg·m2/s3
N·s = kg·m/s
J·s = kg·m2/s
° (degree), rad (radian), rev
360° = 2π rad = 1 rev
cyc (cycles)
Hz (hertz) = cyc/s = 1/s
rad/s = 1/s
rad/s2 = 1/s2
kg·m2
J·s = kg·m2/s
ħ (quantum of angular momentum)
N·m = kg·m2/s2
°C (celsius), K (kelvin)
J (joule) = kg·m2/s2
J/K
C (coulomb)
e (elementary charge)
A (amp) = C/s
V (volt) = J/C
Ω (ohm) = V/A
F (farad) = C/V
H (henry) = V·s/A
V/m = N/C
V·m = N·m2/C
T (tesla) = Wb/m2 = N·s/(C·m)
Wb (weber) = V·s = J·s/C
L3
L2
M/L3
L/T
L/T2
ML/T
ML/T2
M/LT2
ML2/T2
ML2/T3
ML/T
ML2/T
dimensionless
dimensionless
1/T
1/T
1/T2
ML2
ML2/T
ML2/T2
K (Temp.)
ML2/T2
ML2/T2K
Q (Charge)
Q/T
ML2/QT2
ML2/Q2T
Q2T2/ML2
ML2/Q2
ML/QT2
ML3/QT2
M/QT
ML2/QT
d
t
m
m (meter)
s (second)
kg (kilogram)
L (Length)
T (Time)
M (Mass)
× angular acceleration
× angular velocity
Mass, energy, momentum, angular momentum, and charge are conserved, which means the total amount does not change in an isolated system.
Note: Other conventions define different quantities to be fundamental.
h (quantum of action)
Quantity Definition Formula Units Dimensions
BasicMechanicalRotationalMechanicalThermalElectromagnetic
Physical Quantities
© 2003-2016 Keith Enevoldsen thinkzone.wlonk.com Creative Commons Attribution-ShareAlike 4.0 International License

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Physical quantities and their units

  • 1. Length or Distance Time Mass Volume Density Velocity Acceleration Momentum Force Weight Pressure or Stress Energy or Work Kinetic Energy Potential Energy Power Impulse Action Angle Cycles Frequency Angular Velocity Angular Acceleration Moment of Inertia Angular Momentum Torque or Moment Temperature Heat Entropy Electric Charge +/− Current Voltage or Potential Resistance Capacitance Inductance Electric Field Electric Flux Magnetic Field Magnetic Flux fundamental fundamental fundamental distance3 Area distance2 mass / volume distance / time velocity / time mass × velocity mass × acceleration mass × acceleration of gravity force / area force × distance mass × velocity2 / 2 mass × acceleration of gravity × height energy / time force × time energy × time momentum × distance fundamental fundamental cycles / time angle / time angular velocity / time mass × radius2 radius × momentum moment of inertia radius × force moment of inertia fundamental heat energy heat / temperature fundamental charge / time energy / charge voltage / current charge / voltage voltage / (current / time) voltage / distance force / charge electric field × area force / (charge × velocity) magnetic field × area V = d3 A = d2 d = m/V v = d/t a = v/t p = m·v F = m·a W = m·g p = F/A E = F·d KE = m·v2/2 PE = m·g·h P = E/t I = F·t S = E·t S = p·d θ n f = n/t ω = θ/t α = ω/t I = m·r2 L = r·p L = I·ω τ = r·F τ = I·α T Q S = Q/T q i = q/t V = E/q R = V/i C = q/V L = V/(i/t) E = V/d E = F/q ΦE = E·A B = F/(q·v) ΦM = B·A m3 m2 kg/m3 m/s c (speed of light) m/s2 kg·m/s N (newton) = kg·m/s2 Pa (pascal) = N/m2 = kg/(m·s2) J (joule) = N·m = kg·m2/s2 W (watt) = J/s = kg·m2/s3 N·s = kg·m/s J·s = kg·m2/s ° (degree), rad (radian), rev 360° = 2π rad = 1 rev cyc (cycles) Hz (hertz) = cyc/s = 1/s rad/s = 1/s rad/s2 = 1/s2 kg·m2 J·s = kg·m2/s ħ (quantum of angular momentum) N·m = kg·m2/s2 °C (celsius), K (kelvin) J (joule) = kg·m2/s2 J/K C (coulomb) e (elementary charge) A (amp) = C/s V (volt) = J/C Ω (ohm) = V/A F (farad) = C/V H (henry) = V·s/A V/m = N/C V·m = N·m2/C T (tesla) = Wb/m2 = N·s/(C·m) Wb (weber) = V·s = J·s/C L3 L2 M/L3 L/T L/T2 ML/T ML/T2 M/LT2 ML2/T2 ML2/T3 ML/T ML2/T dimensionless dimensionless 1/T 1/T 1/T2 ML2 ML2/T ML2/T2 K (Temp.) ML2/T2 ML2/T2K Q (Charge) Q/T ML2/QT2 ML2/Q2T Q2T2/ML2 ML2/Q2 ML/QT2 ML3/QT2 M/QT ML2/QT d t m m (meter) s (second) kg (kilogram) L (Length) T (Time) M (Mass) × angular acceleration × angular velocity Mass, energy, momentum, angular momentum, and charge are conserved, which means the total amount does not change in an isolated system. Note: Other conventions define different quantities to be fundamental. h (quantum of action) Quantity Definition Formula Units Dimensions BasicMechanicalRotationalMechanicalThermalElectromagnetic Physical Quantities © 2003-2016 Keith Enevoldsen thinkzone.wlonk.com Creative Commons Attribution-ShareAlike 4.0 International License