Just to review, Ohms law allows us to calculate expected current in a circuit:
Suppose we know:
V = 12V
R = 100Ω
I = V/R
= 12V / 100Ω
= 0.12A
= 120mA
Power
Power is the amount of energy dissipated by a component over a given time. Another way of saying this is that power is the rate of energy dissipation.
Units and Variable Name:
Name |
Formula Symbol |
Unit of Measurement |
Voltage |
V |
V (volts) |
Current |
I |
A (amps) |
Resistance |
R |
Ω (ohms) |
Power |
P |
W(watts) |
Power is the product of voltage and current.
Power = Current × Voltage so P = I × V
The same holds true if we substitute I with V/R in the right hand triangle.
We get P = (V/R)2 x R which equals P = V2/R2 x R = V2R/R2 = V2/R.
Summarizing, the three formulas for power are:
P = I x V or P = I2 x R or P = V2/R
Example:
Take a look at the same circuit we looked at in the previous example. The applied voltage is 12 Volts and the total resistance is 100Ω.
We know the voltage and we know the resistance. What we want to calculate is the power dissipated in the circuit. The Power formula to use is: P = V2/R.
V = 12V
R = 100Ω
P = V2/R
= (12V)2 / 100Ω
= 1.44W
So, the power dissipated by the circuit will be 1.44 Watts.