The most common used electrical formulas - Ohms Law and combinations
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This app contains all the Electrical Engineering calculations and conversions including Voltage, Current, Power, Efficiency, Resistor/Capacitor/Inductor combinations, Resonant Frequency, Reactance.
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Common electrical units used in formulas and equations are:
- Volt - unit of electrical potential or motive force - potential is required to send one ampere of current through one ohm of resistance
- Ohm - unit of resistance - one ohm is the resistance offered to the passage of one ampere when impelled by one volt
- Ampere - units of current - one ampere is the current which one volt can send through a resistance of one ohm
- Watt - unit of electrical energy or power - one watt is the product of one ampere and one volt - one ampere of current flowing under the force of one volt gives one watt of energy
- Volt Ampere - product of volts and amperes as shown by a voltmeter and ammeter - in direct current systems the volt ampere is the same as watts or the energy delivered - in alternating current systems - the volts and amperes may or may not be 100% synchronous - when synchronous the volt amperes equals the watts on a wattmeter - when not synchronous volt amperes exceed watts - reactive power
- kiloVolt Ampere - one kilovolt ampere - kVA - is equal to 1000 volt amperes
- Power Factor - ratio of watts to volt amperes
Electrical Potential - Ohm's Law
All About Circuits is one of the largest online electrical engineering communities in the world with over 300K engineers, who collaborate every day to innovate, design, and create. Calculators for Electrical Engineering & Electronics. All Electrical Engineering Formulas List. Cable Length from Sag, Span. Formula: L = S + ((8. d 2) / (3. S)) Where, L = Cable Length S = Cable Span d = Cable Sag. Using this Online Electrical Calculator the parallel Capacitors calculation in a circuit is made easier here. Related Calculator: Parallel Capacitor Calculator; Horsepower (HP. Find Electrical Engineering Calculator at CalcTown. Use our free online app Electrical Engineering Calculator to determine all important calculations with parameters and constants. All About Circuits is one of the largest online electrical engineering communities in the world with over 300K engineers, who collaborate every day to innovate, design, and create. Calculators for Electrical Engineering & Electronics.
Ohm's law can be expressed as:
U = R I (1a)
U = P / I (1b)
U = (P R)1/2 (1c)
Electric Current - Ohm's Law
I = U / R (2a)
I = P / U (2b)
I = (P / R)1/2 (2c)
Electric Resistance - Ohm's Law
R = U / I (3a)
R = U2/ P (3b)
R = P / I2 (3c)
Example - Ohm's law
A 12 volt battery supplies power to a resistance of 18 ohms.
I = (12 V) / (18 Ω)
= 0.67 (A)
Electric Power
P = U I (4a)
P = R I2 (4b)
P = U2/ R (4c)
where
P = power (watts, W, J/s)
U = voltage (volts, V)
I = current (amperes, A)
R = resistance (ohms, Ω)
Electric Energy
Electric energy is power multiplied with time:
W = P t (5)
where
W = energy (Ws, J)
t = time (s)
Alternative - power can be expressed
P = W / t (5b)
Power is consumption of energy by consumption of time.
Example - Energy lost in a Resistor
A 12 V battery is connected in series with a resistance of 50 ohm. The power consumed in the resistor can be calculated as
P = (12 V)2 / (50 ohm)
= 2.9 W
The energy dissipated in 60 seconds can be calculated
W = (2.9 W) (60 s)
= 174 Ws, J
= 0.174 kWs
= 4.8 10-5 kWh
Example - Electric Stove
An electric stove consumes 5 MJ of energy from a 230 V power supply when turned on in 60 minutes.
The power rating - energy per unit time - of the stove can be calculated as
P = (5 MJ) (106 J/MJ) / ((60 min) (60 s/min))
= 1389 W
= 1.39 kW
The current can be calculated
I = (1389 W) / (230 V)
= 6 ampere
Electrical Motors
Electrical Motor Efficiency
μ = 746 Php / Pinput_w (6)
where
μ = efficiency
Php = output horsepower (hp)
Pinput_w = input electrical power (watts)
or alternatively
μ = 746 Php / (1.732 V I PF) (6b)
Electrical Motor - Power
P3-phase = (U I PF 1.732) / 1,000 (7)
where
P3-phase = electrical power 3-phase motor (kW)
PF = power factor electrical motor
Electrical Motor - Amps
I3-phase = (746 Php) / (1.732 VμPF) (8)
where
I3-phase = electrical current 3-phase motor (amps)
PF = power factor electrical motor
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Cable Length from Sag, Span
Formula:
L = S + ((8 * d2) / (3 * S))
Where,
L = Cable Length
S = Cable Span
d = Cable Sag
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Spring Resonant Frequency
Formula:
fres= (1/2)* √(k/M)Where,
fres = Spring Resonance
k = Spring Constant
M = Spring Mass
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Solenoid Coil Electromagnetic Force
Formula:
F = (n x i)2 x magnetic constant x a / (2 x g2)
Where,
F = Force,
i = Current,
g = Length of the gap between the solenoid and a piece of metal,
a = Area
n = Number of turns,
Magnetic constant = 4 x PI x 10-7.
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Capacitor Energy (E) and RC Time Constant
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Formula:
E = (V² x C) / 2T = R x C
Where,
E =Stored Energy (Joules),
T = Time Constant (S),
V = Volatge (V) ,
C = Capacitance (uF),
R = Load Resistance (Ohms).
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Electrician Calculator Free
Physical Properties of Coil / Material
Formula Used:
T = bl / d
n = Turns/ T
cd = (2 x n x d) + bd
r = (n x d + bd) / 2
a = PI x r x r
L = (2 x PI x r x n) / 1000
rpm = .0333 *((0.812/2)*(0.812/2))/((d/2)*(d/2))
R = rpm x L
V = R x I
P = V x I
Where,
T = Turns per winding,
bl = Length of Bobbin,
d = Wire Diameter,
n = Number of windings,
cd = Outer diameter of coil,
bd = Diameter of Bobbin,
r = radius of middle of coil,
a = Cross sectional area,
L = Total Length,
rpm = Resistance/meter,
R = Resistance,
V = Voltage at Rated Current,
I = Current,
P = Power at Rated Current,
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Air Core Coil Inductance
Formula:
Inductance = ((d2) x (n2)) / (18d + 40l)
Where,
d = Coil Diameter,
l = Coil Length,
n = Number of turns.
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Parallel Resistor
Formula Used:
Rp = 1 / ((1/R1) + (1/R2))
Where,
Rp = Total Parallel Resistance
R1 & R2 = Resistors connected in parallel
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Straight Wire Inductance / Inductor
Formula:
L= 0.00508 x a x (log(2 x a/d)-0.75)
Where,
L = Inductance,
a,d = Length & Diameter of the wire,
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8051 PIC Microcontroller (UC) Time Delay
Electrical Engineering Calculators
Formula Used:
TIC12 = 1 / (mhz / 12)TIC6 = 1 / (mhz / 6)
8-bit Timer Counter Maximum Run-Time for 12 clock = TIC12 * 256 / 1000
8-bit Timer Counter Maximum Run-Time for 6 clock = TIC6 * 256 / 1000
16-bit Timer Counter Maximum Run-Time for 12 clock = TIC12 * 65536 / 1000
16-bit Timer Counter Maximum Run-Time for 6 clock = TIC6 * 65536 / 1000
8-Bit DRT Reload Value for 12 clock = 256 -(DRT / TIC12 * 1000)
8-Bit DRT Reload Value for 6 clock = 256 -(DRT / TIC6 * 1000)
16-Bit DRT Reload Value for 12 clock = 65536 -(DRT / TIC12 * 1000)
16-Bit DRT Reload Value for 6 clock = 65536 -(DRT / TIC6 * 1000)
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Parallel Resistance of Electronic Circuit
Formula :
Where R1,R2,...Rn are the individual resistor values
Rtotal is the total resistance value in parallel
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Series Resistor / Resistance
Formula:
R=R1+R2+R3+.......
Where,
R = Total Resistors value
R1 = Individual Resistors value
R2 = Individual Resistors value
R3 = Individual Resistors value
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Microstrip Transmission Lines Impedance (Z0)
Formula:
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Electrical Admittance (Y)
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Series Capacitor / Capacitance
1/CTotal = 1/C0 + 1/C1 + 1/C2 + .... + 1/Cn
Where,C0,C1,..,Cn are the individual capacitors values
CTotal is the total capacitance value of an electrical circuit
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Parallel Capacitor / Capacitance
CTotal = C1 + C2 + C3 + .... + Cn
Where,C1,C2,..,Cn are the individual capacitors values
CTotal is the total capacitors value in parallel
Using this Online Electrical Calculator the
parallel Capacitors calculation in a circuit is made easier here.
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Horsepower (HP) and Watts Conversion
Formula:
Horsepower (HP) =W/HP
Where,
W = Power in wattsHP = Value of one HP
1 Electrical HP = 746 watts
1 Mechanical HP = 745.69987 watts
1 Metric HP = 735.49875 watts
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Power Factor for AC
3 Phase Motor Cost Calculator
Formula:
Power factor = kW/√ (kW)2 + (kVAr)2
Where,
kW = Real Power
kVAr = Reactive Power
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Three Phase Transformer Capacity
Formula:
V = (k x 1000) / (A x Ph)A = (k x 1000) / (V x Ph)
k = (Ph x V x A) / 1000
Where,
V = Volt
A = Amps
k = kVA
Ph = 3 phase (√3 = 1.732050808)
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Specific Work of Gas Turbine
Formula:
w = K / ((K - 1) * R * T1 * [1 - ((p2 / p1)((K-1)/K))])Where,
w = Specific Work Gas Turbine
K = Ratio Specific Heat Air
R = Individual Gas Constant
T1 = Absolute Temperature
p1 = Primary Pressure
p2 = Secondary Pressure
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3 Phase Power by Two Wattmeters Method
Formula:
P = ( V12 * I2 * cos ( 30 + θ ) ) + ( V13 * I3 * cos ( 30 - θ ) )
Where,
P = Three Phase Power
V12 , V13 = Voltage
I2, I3 = Current
θ = Displacement Angle
cos = Cosine
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Specific Work
Formula:
w = (p1 - p2) / ρt = (p2 - p1) / ρ
Where,
w = Specific Work of Pump
t = Specific Work of Turbine
p1 = Primary Pressure
p2 = Secondary Pressure
ρ = Density
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AVR Timer
Formula:
f = cf / po = ttt / tr2
rtt = t - (o * tr2)
rt = ttt / f
nf = f / ttt
Where,
f = Frequency
cf = System Clock Frequency
p = Prescaler Clock Value
o =Overflow Count
tr = Timer Resolution
ttt = Total Timer Ticks
rtt = Remainder Timer Ticks
rt = Real Time
nf = New Frequency
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Young's Modulus Spring Resonant Frequency
Formula:
fres = (d / (9* D2 * nf)) * √(G / ρ)Where,
fres = Spring Resonant Frequency
d = Wire Diameter
D = spring Diameter
nf = Total Number of Coils
G = Youngs Modulus of Material
ρ = Material Density
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Gearbox Ratio
Formula:
GF = (eRPM * h * 0.002975) / aMPH = GF / GR
Where,
GF = Gear Factor
GR = Gear Ratio
eRPM = Engine RPM (Revolution per Minute)
h = Tire Height
a = Axle Ratio
MPH = Miles per Hour
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Power Consumption mAh Calculator
Formula:
b = (c / h) * 0.70Where,
b = Average Current Consumption
c = Battery Capacity
h = Estimated Hours
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Electricity Cost
Formula:
Energy Consumed per Day = (p × h) / 1000Energy Consumed per Month = ((p × h) / 1000) × 30
Energy Consumed per Year = ((p × h) / 1000) × 365
Electricity Cost per Day = ((p × h) / 1000) × r
Electricity Cost per Month =(((p × h) / 1000) × 30) × r
Electricity Cost per Year = (((p × h) / 1000) × 365) × r
Where,
p = Power Consumption
h = Hours of Use per Day
r = Electricity Cost per Unit
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Wire Diameter
Formula:
D = 2 × √(A / π)Where,
D = Wire Diameter
A = Area
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Wire Gauge
Formula:
Wire Diameter in AWG = -10 - 20 × log(d)Where,
d = Wire Diameter
g = Diameter of Wire in Gauge
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Electric Potential Energy
Formula:
Where,
V = Electric Potential
qN = Charge
ε0 = Permittivity(8.8541878176e-12 F/m)
rN = Point Distant
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Transformer Current
Formula:
I = P / VWhere,
I = Current
P = Power Rating
V = Voltage
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Transformer Primary Conductor Size
Formula:
δ = I / AWhere,
δ = Conductor Size
I= Current
A = Current density
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Number of Turns in a Transformer Coil
Formula:
Te = (1/(4.44 × F × M × A))T = Te × V
Where,
Te = Turns per Volts
T = Total Number of Turns
M = Magnetic flux
A = Area of Core
F = Operating Frequency
V = Voltage
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Transformer Wire Length
Formula:
Total Wire Length = Number of Turns × Perimeter of BobbinRelated Calculator:
Volume of Conductor
Formula:
Volume of Conductor = Area × LengthRelated Calculator:
Weight of Transformer Windings
Formula:
Weight of Windings(kg) = Density × Volume(m3)Related Calculator:
NE555 Timer Astable Circuit
Formula:
f = 1.44 / ((R1 + 2(R2)) × C)
THigh = 0.693 × (R1 + R2) × C
Tlow = 0.693 × R2 × C
d = ( THigh / ( THigh + l )) × 100
Where,
R1 = Resistor 1
R2 = Resistor 2
C = Capacitor
d = Duty Cycle
f = Frequency
THigh = Time High
Tlow = Time Low
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Electrostatic
Electrical Engineering Calculator Download
Formula:
p = ε0 × e2 / 2Where,
p = Electrostatic Pressure
e = Electric Field
ε0 = Electric Constant(8.854×10-12)
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Real and Reactive Power
Formula:
For Single Phaset = v × i × cos(p)
r = v × i × sin(p)
For Three Phase
t = √3 × v × i × cos(p)
r = √3 × v × i × sin(p)
Where,
t = Real power
r = Reactive power
v = Voltage
i = Current
p = Phase Angle
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DC Power
Formula:
P = V × IV = P / I
I = P / V
Where,
P = Power
V = Voltage
I = Current
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AC Power
Formula:
For Single PhaseP = V × I × cos(θ)
V = P / (I × cos(θ)
I = P / (V × cos(θ)
For Three Phase
P = √3 × V × I × cos(θ)
V = P / (3 × I × cos(θ)
I = P / (3 × V × cos(θ)
Where,
P = Power
θ = Power Factor Angle
V = Voltage
I = Current
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Power Consumption South Africa
Formula:
p = (e × t) / 1000Where,
p = Power Consumption
e = Electricity Usage
t = Total Usage Time
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Copper Loss
Formula:
l = (a2 × b) + (c2 × d)Where,
l = Copper Loss
a = Primary Winding Current
b = Primary Winding Ohmic Resistance
c = Secondary Winding Current
d = Secondary Winding Ohmic Resistance
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Total Luminous Flux
Formula:
Ω = 2π(1-Cosθ)F = ΩIv
Where,
Iv = Maximum Luminous Intensity
θ = Cone Full Angle
Ω = Equivalent Solid Angle
F = Total Luminous Flux
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Coaxial Cable Impedance
Formula:
Z = (138 × log10 (d1 / (d2)) / √(R)F = 11.8 / (√(R) × π × ((d1 + d2) / 2))
T =( (7.354 × R) / (log10(d1 / d2)))/0.3048
D = (140.4 × log10(d1 / d2))/0.3048
V = (1 / √ (R)) × 100
Where,
Z = Impedance
d1 = Dielectric Outer Diameter
d2 = Inner Conductor Diameter
R = Dielectric Constant
F = Cutoff Frequency
T = Capacitance
D = Inductance
V = Velocity of Propagation