Your body requires 2500 Calories so you burn 10,460,000 Joules of energy every day; equivalent to 1,162 AA batteries. To give you an idea how much energy a Joule is, one camera flash uses about 10.
That just reminds me of the matrix movies. the way the robots use humans as bateries.
Haha I came to say the same thing. There is unlimited energy potential on this planet. The hard part is harvesting that into something usable in todays world. If only it wasn't for our curse of greed we'd probably have expanded well beyond the potential we are capable of now a thousand years ago.
Haha I came to say the same thing. There is unlimited energy potential on this planet. The hard part is harvesting that into something usable in todays world. If only it wasn't for our curse of greed we'd probably have expanded well beyond the potential we are capable of now a thousand years ago.
The tidal motions of the sea is enough sustainable energy to last us forever if big oil companies didn't control the world.
I totally thought of that on my own when i was 15.tidal power that is.
And for the personal power solution. if you live near a stream on a hill just divert the stream into some 8" PVC or metal pipe for a few hundred feet. bam, 100psi with tons of volume. enough for a few familys
Not really. If you want to calculate the potential energy in a stream:
head in meters x cubic meters per second x 0.55 (% of energy you could hope to extract) x 9.81 = energy in kilowats
You need good head and a big flow to generate electricity. This is not even factoring in the effciency of your turbine - a pelton wheel turbine can be 80 % effecient and the generator attached should be figured at being around 60% effcient.
Now, lets say 'a few' is three families. They want 2kw on tap at all times, so we need 6kw. If we work back wards
6 / 60 x 100 = energy coming from turbine = 10 kw
10 / 80 x 100 = energy going into turbine = 12.5 kw
12.5 / 9.81 / 0.55 = head x flow = 2.316
Say we have a clear vertical drop of 10m - which would require a lot of engineering work - digging a 10m vertical shaft an an unknown horizontal shaft to get rid of 'used' water.
2.316 / 10 = flow rate in cubic meters per second 0.2316
Say the stream is travelling at 1 meter per second - you would need a pipe 0.5m x 0.5m that would allways be full of water to generate the required electricity.
Its a massive amount of water to divert and a massive amount of engineering to undertake.
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The human mind is even more powerful.
times that by 2 and that's 1 drink (200ml)
Pretty scary to see how much energy I use etc.
Haha I came to say the same thing. There is unlimited energy potential on this planet. The hard part is harvesting that into something usable in todays world. If only it wasn't for our curse of greed we'd probably have expanded well beyond the potential we are capable of now a thousand years ago.
The tidal motions of the sea is enough sustainable energy to last us forever if big oil companies didn't control the world.
Not really. If you want to calculate the potential energy in a stream:
head in meters x cubic meters per second x 0.55 (% of energy you could hope to extract) x 9.81 = energy in kilowats
You need good head and a big flow to generate electricity. This is not even factoring in the effciency of your turbine - a pelton wheel turbine can be 80 % effecient and the generator attached should be figured at being around 60% effcient.
Now, lets say 'a few' is three families. They want 2kw on tap at all times, so we need 6kw. If we work back wards
6 / 60 x 100 = energy coming from turbine = 10 kw
10 / 80 x 100 = energy going into turbine = 12.5 kw
12.5 / 9.81 / 0.55 = head x flow = 2.316
Say we have a clear vertical drop of 10m - which would require a lot of engineering work - digging a 10m vertical shaft an an unknown horizontal shaft to get rid of 'used' water.
2.316 / 10 = flow rate in cubic meters per second 0.2316
Say the stream is travelling at 1 meter per second - you would need a pipe 0.5m x 0.5m that would allways be full of water to generate the required electricity.
Its a massive amount of water to divert and a massive amount of engineering to undertake.