Calculate energy (watt-hours), power, or time using E = P × t. Free online energy calculator with support for multiple units including kWh, Wh, Joules, and BTU.
Calculate energy, power, or time using E = P × t
Formula:
E = P × t
Where: E = Energy, P = Power, t = Time
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The watt-hour (Wh) is a fundamental unit of energy that represents the amount of energy consumed or produced when a power of one watt is used for one hour. Understanding watt-hours is essential for calculating energy consumption, battery capacity, and electrical costs. Our Watt-hour Calculator makes it easy to determine energy, power, or time using the simple yet powerful formula: E = P × t.
Whether you're calculating how long a battery will last, determining energy consumption of appliances, or estimating electricity costs, the watt-hour calculator simplifies these essential energy calculations.
Our Watt-hour Calculator is designed for simplicity and accuracy. Follow these steps:
The calculator uses the formula: E = P × t, where E is energy, P is power, and t is time.
The watt-hour formula is expressed as:
E = P × t
Where: E = Energy, P = Power, t = Time
You can rearrange this formula to solve for any variable:
Watt-hour calculations are used in countless real-world scenarios:
Understanding energy units is crucial for accurate calculations:
A 100 W light bulb runs for 5 hours. How much energy does it consume?
E = P × t = 100 W × 5 h = 500 Wh = 0.5 kWh
A device consumes 2.4 kWh in 8 hours. What is its power consumption?
P = E / t = 2.4 kWh / 8 h = 0.3 kW = 300 W
A 50 W device has a battery capacity of 100 Wh. How long will it run?
t = E / P = 100 Wh / 50 W = 2 h
An air conditioner rated at 1.5 kW runs 8 hours per day for 30 days. What is the total energy consumption?
Daily: E = 1.5 kW × 8 h = 12 kWh
Monthly: E = 12 kWh × 30 days = 360 kWh
A smartphone battery has a capacity of 3,000 mAh at 3.7 V. What is its energy capacity in Wh?
First, convert mAh to Ah: 3,000 mAh = 3 Ah
Energy = Voltage × Capacity = 3.7 V × 3 Ah = 11.1 Wh
It's important to distinguish between energy and power:
Analogy: Power is like the speed of a car (miles per hour), while energy is like the total distance traveled (miles). A high-power device uses energy quickly, while a low-power device uses energy slowly, but both can consume the same total energy over different time periods.
Watt-hour calculations are essential for understanding energy costs:
A watt-hour (Wh) is a unit of energy equal to one watt of power consumed for one hour. It's calculated using the formula E = P × t, where E is energy in watt-hours, P is power in watts, and t is time in hours. For example, a 100 W device running for 2 hours consumes 200 Wh of energy.
Watts (W) measure power - the rate at which energy is used. Watt-hours (Wh) measure energy - the total amount of energy consumed. Power is instantaneous (like speed), while energy is cumulative (like distance). A 100 W device uses 100 watts of power at any moment, and if it runs for 1 hour, it consumes 100 Wh of energy.
To convert watt-hours to kilowatt-hours, divide by 1,000. For example, 5,000 Wh = 5 kWh. Kilowatt-hours are commonly used for electricity bills because they represent larger amounts of energy more conveniently.
Use the formula t = E / P, where t is time in hours, E is battery capacity in watt-hours, and P is power consumption in watts. For example, a 50 Wh battery powering a 10 W device will last 50 / 10 = 5 hours. Note that actual battery life may vary due to efficiency losses and discharge characteristics.
One watt-hour equals 3,600 joules. This comes from: 1 Wh = 1 W × 1 h = 1 W × 3,600 s = 3,600 J. Joules are the SI unit of energy, while watt-hours are more commonly used for electrical energy.
First calculate daily energy: E_daily = Power (kW) × Hours per day. Then multiply by the number of days: E_monthly = E_daily × Days per month. For example, a 1 kW device running 8 hours per day for 30 days consumes: 1 × 8 × 30 = 240 kWh per month.
Understanding watt-hours and energy calculations is fundamental to managing electricity consumption, sizing batteries, and estimating costs. Our Watt-hour Calculator simplifies these calculations, making it easy to determine energy, power, or time for any electrical system.
Ready to explore more electrical concepts? Check out our other calculators like the Watt Calculator for power calculations, or the Force Calculator for mechanics calculations that often complement energy analysis.
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