Water, Part 4
Michael S. Johnston ( (no email) )
Tue, 30 Nov 1999 16:37:32 -0500
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Hi again,
Let's start with a look at the basic electrolysis cell. It will work
just fine in a stand alone capacity as will all of the components that I
will present here. I didn't start out to create some kind of over unity
device. I just wanted to see if water could be made into a viable fuel.
I tried to design the best individual components that I could and if
they do all happen to be able to work in a "loop" system then so much
the better.
One last thing that I should note before I begin is that all of the
devices that I have designed make use of both the H2 and O2 gasses.
Someone will want to argue safety here but don't bother. I feel that
with a little bit of engineering all could be made just as safe as
sitting on 20 gallons of gasoline is today. I wanted to design the most
efficient systems possible and I feel that to do so you need to use the
O2.
I am not saying that these concepts can't be improved upon. I'm sure
that they can. As a matter of fact, I hope that someone actually does
create them. I feel that I have put together a very good framework from
which someone could finish them.
Here is the Electrolysis cell:
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Hi again,
Let's start with a look at the basic electrolysis cell.It will work just fine in a stand alone capacity as will all of the componentsthat I will present here. I didn't start out to create some kind of overunity device. I just wanted to see if water could be made into a viablefuel. I tried to design the best individual components that I could andif they do all happen to be able to work in a "loop" system then so muchthe better.
One last thing that I should note before I begin is thatall of the devices that I have designed make use of both the H2 and O2gasses. Someone will want to argue safety here but don't bother. I feelthat with a little bit of engineering all could be made just as safe assitting on 20 gallons of gasoline is today. I wanted to design the mostefficient systems possible and I feel that to do so you need to use theO2.
I am not saying that these concepts can't be improvedupon. I'm sure that they can. As a matter of fact, I hope that someoneactually does create them. I feel that I have put together a very goodframework from which someone could finish them.
Here is the Electrolysis cell:
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