Electricity Questions: Calculating kW-h from Watts

  • Thread starter Kalagaraz
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In summary, Russ was trying to tell you that you don't have to 'estimate' (guess) at this. I think you will find that the best you can do is about 20% (rather than your estimated 57%). At 20%, your payback time is 20 years, assuming the device runs without any maintenance costs...
  • #1
Kalagaraz
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I'm generally good at physics, but electricity has always been one area that confuses the crap out of me. I'm on summer vacation right now and I wanted something to do so I was thinking of building some home made wind turbines and solar panels for generating electricity. I wanted to compare the cost of building these things and how much power they produce versus what the electric company charges, just so I can find out exactly how long I would have to run the things to see if I would ever repay the costs of them based on electricity savings.

So if I have some solar panels that run at 18 volts and 3 amps, that's 54 watts. The power company sells energy in terms of "kilowatt-hours" so how exactly do I determine watt-hours from just watts? If it runs at 54 watts for 1 hour straight is that 54 watt hours?
 
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  • #2
Yes, you're right.
You'll have to let your turbine spin for 18.5 hours in order to save 1kW-hour.
In USA the average price per kW-hour is around 9.5 cents.
 
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  • #3
The kilowatt-hour is just a funny unit of energy (it has dimensions of [power]*[time]).

Obviously it is bigger than a joule by a factor of 1000*3600
 
  • #4
Thanks for the help guys :) Costs about $140 to build the wind turbine, so to save up to repay the cost of turbine would have to run at that power rate for about 4 years, so realistically would probably take somewhere around 7 years to pay it off with energy savings. I don't think that is too bad. Considering the mortgage on the house is 30 years, by the time the house is paid off I'll also have some free energy :).
 
  • #5
You may want to see if you can find some reliable weather stats for your area or predictions from wind turbine manufacturer's about the availability of wind power in your area. I suspect your actual utilization rate is nowhere near the 4/7 that you are using for your payback calculation.

You may also want to compare it against other types of investments.
 
  • #6
russ_watters said:
You may want to see if you can find some reliable weather stats for your area or predictions from wind turbine manufacturer's about the availability of wind power in your area. I suspect your actual utilization rate is nowhere near the 4/7 that you are using for your payback calculation.

You may also want to compare it against other types of investments.

Well my calculation was that it takes 18.5 hours to produce 1 kilowatt-hour. The electric company charges 7.468 cents per kilowatt-hour.

$140 / $.07468 = 1874.67. So if I spent the money to build a tower on buying energy, i could have bought 1874.67 kilowatt-hours from the electric company.

It takes be 18.5 hours to produce 1 kilowatt-hour.

18.5 * 1874.67 = 34681.40 hours to produce that much energy.

34681.40 / (24*365) = 3.96 years.

Now since the wind isn't 100% dependable I just estimated it would take an additional 3 years to actually reach that amount. Which gave me 7 years.
 
  • #7
Kalagaraz said:
Now since the wind isn't 100% dependable I just estimated it would take an additional 3 years to actually reach that amount. Which gave me 7 years.

Russ was trying to tell you that you don't have to 'estimate' (guess) at this. I think you will find that the best you can do is about 20% (rather than your estimated 57%). At 20%, your payback time is 20 years, assuming the device runs without any maintenance costs...

Now you're not going to go broke for $140, but I would look at it as something fun to work on, not really a way to save much (any) cash.
 
  • #8
gmax137 said:
Russ was trying to tell you that you don't have to 'estimate' (guess) at this. I think you will find that the best you can do is about 20% (rather than your estimated 57%). At 20%, your payback time is 20 years, assuming the device runs without any maintenance costs...

Now you're not going to go broke for $140, but I would look at it as something fun to work on, not really a way to save much (any) cash.

Right, I'm mainly doing it for the learning experience and as an alternative to buying a real generator. (We need back up power in our house to keep our really large and expensive salt water fish tank alive). I posted in general engineering forum about more specifics on building it, but russ told me it was impossible, but I see plenty of sites saying otherwise...
 
  • #9
Kalagaraz said:
...but russ told me it was impossible, but I see plenty of sites saying otherwise...
I can assure you that it is impossible for a layperson to build such a thing from scratch. What you can do is buy the individual components of the system (generator, turbine, batteries, inverter, etc.) and assemble them, but that isn't what you said in your other thread you were trying to do. You talked about how to construct an alternator from scratch.
 

Related to Electricity Questions: Calculating kW-h from Watts

1. How do I calculate kW-h from watts?

To calculate kW-h from watts, you need to multiply the number of watts by the number of hours the device is being used. Then, divide the result by 1000 to convert it to kW-h.

2. What is the difference between watts and kW-h?

Watts (W) measure the rate of energy consumption or production, while kW-h (kilowatt-hour) measures the total amount of energy used or produced over time. Watts are a unit of power, while kW-h is a unit of energy.

3. Can I convert kW-h to watts?

Yes, you can convert kW-h to watts by multiplying the number of kW-h by 1000. For example, 1 kW-h is equal to 1000 watts.

4. How do I know how many watts my household appliances use?

You can typically find the wattage of an appliance listed on its label or in the user manual. You can also use a watt meter or a smart energy monitor to measure the wattage of your appliances.

5. Why is it important to calculate kW-h from watts?

Calculating kW-h from watts is important because it gives you a better understanding of your energy usage and can help you make more informed decisions about energy conservation and cost-saving measures. It can also help you accurately estimate your electricity bill.

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