Ohm's Law with power calculator
Online calculator for formulas used in electronic circuit design and electrical engineering.
Basic electric calculations:
Ohm's Law,
Ohm's Law with power,
DC power,
AC real power,
LC resonant frequency,
Capacitor charging/discharging,
Capacitive reactance,
Capacitive current + reactive power,
Capacitor energy,
Capacitor Δ energy,
RC discharging,
Inductor square pulse,
Inductive reactance,
Inductive current + reactive power,
Inductor energy,
2 parallel resistors,
3 parallel resistors,
System bandwidth,
Bandwidth ↔ rise time
Wire and winding calculations:
Calculate Ohm's Law with power: 6Ω, 12V, A, W
This combines the Ohm's law and Power law, for example to calculate the power of a resistive load or power dissipation (loss) of a resistor.
You can find the power loss and current of a resistor knowing its resistance and the voltage, or its power loss and voltage knowing its resistance and the current.
You can also calculate the maximum current and maximum voltage of a resistor knowing its resistance and maximum power rating,
or the resistance and power of a resistive load or resistor knowing the voltage and current, or
the current and resistance of a resistive load knowing its rated voltage and power rating.
Combines: V=R.I and P=V.I
Enter any 2 values, the other 2 will be calculated:
Standard EIA Decade Values of resistors - decade 1 to 10 Ω
E6 | E12 | E24 |
1.0 Ω
1.5 Ω
2.2 Ω
3.3 Ω
4.7 Ω
6.8 Ω
| 1.0 Ω, 1.2 Ω
1.5 Ω, 1.8 Ω
2.2 Ω, 2.7 Ω
3.3 Ω, 3.9 Ω
4.7 Ω, 5.6 Ω
6.8 Ω, 8.2 Ω
| 1.0 Ω, 1.1 Ω, 1.2 Ω, 1.3 Ω
1.5 Ω, 1.6 Ω, 1.8 Ω, 2.0 Ω
2.2 Ω, 2.4 Ω, 2.7 Ω, 3.0 Ω
3.3 Ω, 3.6 Ω, 3.9 Ω, 4.3 Ω
4.7 Ω, 5.1 Ω, 5.6 Ω, 6.2 Ω
6.8 Ω, 7.5 Ω, 8.2 Ω, 9.1 Ω
|
Other resistance decades:
100 - 1000 mΩ,
1 - 10 Ω,
10 - 100 Ω,
100 - 1000 Ω,
1 - 10 kΩ,
10 - 100 kΩ,
100 - 1000 kΩ,
1 - 10 MΩ,
10 - 100 MΩ,
100 - 1000 MΩ,
Some common voltages:
Ohm's Law with power says:
•When 12V (twelve volts) voltage is applied to 6Ω (six ohms) resistance, the resulting current is 2A (two amps) and the power (or power dissipation) is 24W (twenty-four watts).
•If a 2A (two amps) current is passed via 6Ω (six ohms) resistance, its voltage drop is 12V (twelve volts) and the power (or loss) is 24W (twenty-four watts).
•When a resistor passing 2A (two amps) drops 12V (twelve volts), its resistance is 6Ω (six ohms) and its power loss is 24W (twenty-four watts).
•If 12V (twelve volts) voltage applied to a resistor results in 2A (two amps) current, the resistance is 6Ω (six ohms) and the dissipation is 24W (twenty-four watts).
•When a resistive load draws 24W (twenty-four watts) at 12V (twelve volts), its current consumption is 2A (two amps) and its resistance is 6Ω (six ohms).
•A 6Ω (six ohms) resistor rated for 24W (twenty-four watts) maximum power dissipation has a maximum operating voltage of 12V (twelve volts) and its maximum current is 2A (two amps), otherwise its maximum power loss would be exceeded.
This is a simple online calculator for formulas used in electronic engineering and design.
This online calculator is for reference only. I do not guarantee it to work correctly. You use this at your own risk only.