I apologize for the broken link and yes, http://www.cee.vt.edu/ewr/environmental/teach/wtprimer/carbon/sketcarb.html is the correct link.
The device I'm describing is similar to modern super capacitors according to http://scitizen.com/screens/blogPage/viewBlog/sw_viewBlog.php?idTheme=5&idContribution=174
an appropriate diagram of a modern super capacitor cell can be found here:
http://www.nanomac.uq.edu.au/pdfs/Fact%20SheetSupercapicitors.pdf
Instead of having multiple cells in a super capacitor, I'm attempting to merge the layers into one block and provide a more compact, powerful version. I realize that combining the cells eliminates the possibility of putting multiple cells in series or parallel and thus dramatically increases the discharge voltage (if I am correct).
To prevent premature discharge, the activated carbon would be placed in a very resistive dielectric container.
To best illustrate the device and DC circuit I intend to build, think of two classic gold foil electroscopes, each discharge probe spaced apart from one another. One of the electroscopes is charged with static electricity and the other is neutral. Between the charged scope and the circuit is a "current potentiometer or c-pot". After the c-pot is a resistor and then the resistor is connected to the neutral electroscope. This is illustrated in the image attached. The electrons flow from the high concentration in one electroscope to the other neutral electroscope until both scopes have reached static equilibrium.
I realize that the definition of a circuit is along the lines of 'current traveling in a closed loop' and that the "circuit" described above doesn't exactly describe this definition. But for simplicity sake, I will continue to use the word circuit, although it is the wrong term.
The c-pot I describe works by varying the conductivity of a material. Unfortunately I intend to patent the concept so I can not give much detail.
I am concerned that the electrons stored on the surface area of the activated carbon will not be able to travel freely within the body of activated carbon itself and reach the conductive terminal on one end. Activated carbon supposedly is conductive, but can charge on one side of a clump freely move to the other side? I sure as heck hope so, because modern super capacitors do it on a smaller scale. The increased thickness concerns me.
The dielectric containing the activated carbon would of course be filled with a liquid. Can the liquid be conductive and still be able to store electrons on the surface of the activated carbon?
According to http://www.theactivatedcarbon.com/page/activated-carbon-properties/" 10 grams of activated carbon would provide 15,000m^2 of surface area to store electrons on.
Thoughts?
Thank you for your help
-Tay