Understanding kW and kWh: A Primer

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SUMMARY

This discussion clarifies the distinction between kilowatts (kW) and kilowatt-hours (kWh). kW is a unit of power, representing the rate at which energy is used, while kWh quantifies energy consumption over time, calculated as power multiplied by time. For example, a 300 kW generator produces 300 kWh of energy each hour, leading to an annual output of 2,628,000 kWh if operated continuously for a year. Understanding this relationship is crucial for accurately assessing energy production and consumption.

PREREQUISITES
  • Basic understanding of electrical units: kilowatts (kW) and kilowatt-hours (kWh)
  • Familiarity with the concept of energy and power
  • Knowledge of time intervals in energy calculations
  • Awareness of energy measurement practices by electric companies
NEXT STEPS
  • Research the mathematical relationship between power and energy in electrical systems
  • Explore the concept of energy integration for varying power outputs
  • Learn about energy consumption measurement practices by utility companies
  • Investigate the implications of generator downtime on energy production calculations
USEFUL FOR

Electrical engineers, energy analysts, and anyone involved in power generation or energy management will benefit from this discussion, particularly those seeking to understand the practical applications of kW and kWh in real-world scenarios.

SuperMiguel
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Can any of you guys explain what exactly kW is and its relationship to kWh

Like a generator does for example 6gWy but its rated at 2gW Whats exactly does it mean?

I know that kw is power and kwh is energy..

is there a online reference's that would explain this?
 
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SuperMiguel said:
Can any of you guys explain what exactly kW is and its relationship to kWh

Like a generator does for example 6gWy but its rated at 2gW Whats exactly does it mean?

is there a online reference's that would explain this?

Energy is power multiplied by time.

kW is a unit of power, kilo Watt = 1000 Watts

kWh is a unit of energy, 1kWh = 1kW * 1 hour
 
berkeman said:
Energy is power multiplied by time.

kW is a unit of power, kilo Watt = 1000 Watts

kWh is a unit of energy, 1kWh = 1kW * 1 hour

so if you have a 300 kW generator, how do you find the energy produced by it?
 
SuperMiguel said:
so if you have a 300 kW generator, how do you find the energy produced by it?

A 300kW generator produces 300kWh of energy each hour. How much energy does it produce in a year of continuous running?
 
so that would be 300x24x356 = 2628000 kWh per year right?
 
Think of it this way, power is instantaneous, ie power occurs at the smallest imagineable fraction of time you can possibly consider. So to find energy, you take power and multiply it by some quantity of time. Energy is a way to explain what comes out of power applied for some duration of time.
 
but then kW is always equal to kWh per 1 hour right?
 
SuperMiguel said:
so that would be 300x24x356 = 2628000 kWh per year right?

That would be correct on a slightly different planet. Here on Earth, a year is 365 days. Unless you were counting on some downtime of the generator for periodic maintenance... :biggrin:
 
SuperMiguel said:
but then kW is always equal to kWh per 1 hour right?

That's not a helpful way to think about it. Think of the power as the more fundamental thing. Especially if the power is varying with time, you would need to do an integration to calculate the energy over some time interval.
 
  • #10
Another way to look at what a kWh is, is to calculate how big it is in more familiar units of energy. One watt is one J/s, so a kW is 1000 J/s. If you let that power "run" for one hour (3600 s), you get 1 kWh = (1000 J/s)(3600 s) = 3600000 J of energy.
 
  • #11
Or think of energy (kWh, BTUs, joules, calories) as the fundamental concept, and power is the rate at which energy is used (Watts, Horsepower, etc)
 
  • #12
SuperMiguel said:
but then kW is always equal to kWh per 1 hour right?
If the power is constant, yes...

Typically, the electric company counts kWh in 15 minute intervals and multiplies by 4 to get the kW to use in their peak demand, but they could also do an instantaneous reading if they wanted to.
 

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