Renewables are something which interest me a lot. The sad thing is that they often lack the data to criticise/applaud their credibility. Since data is the tool of dissection, it would be nice to have some.
Ground source heat pumps are a beautiful piece of design and make total thermodynamic sense. The same principles allow a huge amount of heat to be stored and transferred.
The same principles are at work with geothermal, but several factors are different. Namely the specific heat capacity of the system.
For any system concerned with transferring heat, there are 2 simple equations with characters which you can estimate or calaculate according to how you want to model your proposal.
These are:-
Relating an amount of heat energy to mass of stuff and temperature rise, as well as how well it transfers heat
Q=mCp dT where
Q=total duty
m=mass of stuff to be heated
Cp=Specific heat capacity (how easy the stuff is to heat)
dT=Temperature change.
and
Q=UA LMTD where
U=related to the sum of heat transfer coefficients (how well heat makes it from where it is to where you want it)
A=Area (are required to transfer heat for the specific material)
LMTD= Log of mean temp difference (magic calculator stuff to do with difference between hot and cold stuff)
Essentially, in order to transfer a load of heat from here to there, you need to heat a fluid by so and so degrees and move it to so and so where the stuff can lose it's heat.
The heat transfer coefficients are bloody important, how the rocks in this case give up their heat, which isn't very well.
A given amount of rocks contain a given amount of heat, proportional to their depth. You need to circulate your working fluid (water) over a given area in order to abstract your required heat (Q) which is limited by the heat transfer coefficients of the material (how well it conducts it)
The snag is that given a large amount of time you can achieve a big resevoir of hot water (roskear) heated by a load of rocks over a long period. The poor thermal conductivity (related to U) means that the heat in the rocks is slow to dissipate into the water, when you cool the water. In order to do this more effectively, you need to have a bigger surface area, which is the bane of geothermal energy.
As a conservationist who seriously sees the importance of alternative energy, this is the falling point and the hurdle which has to be overcome. Fracturing the rock is sort of proportaional to depth, if you drill deeper, you have to fracture less. Snag is fracturing is more difficult at depth. The nuclear boys had problems with rock "glassifying" and the conventional explosives gang had a problem with getting the explosives where they were needed. These guys with their water technology are pissing in the wind. You aren't going to create the necessary surface area, of area for flow via water pressure. No amount of wishing will make it happen.
The snag is that in order for heat abstraction from the ground to take place (geothermal energy) you either need a massive working fluid (like mine water) for a little task, or a very large, hot, highly fractured piece of ground which you would gradually cool via a very slow circulating primary fluid and a secondary fluid (greater volume) in order to throttle the high heat duty.
Anything else doesn't add up.
These guys can calculate their required duty via do-able equations and scaling up isn't a problem, they can sample the temp at depth and calculate Q, from the rock properties, they know U, from tables, they know Cp, they know the dT available. The beast is getting the surface area.
The second beast is the fact that unlike a heat exchanger, the heat in the rocks is not replaced (ignoring radioactivity) and so the available dT and therefore Q is less. You either build a huge plant to power not very much and have it for long, ie:- water in amy shaft (loads) vs heat in Kensa offices (not much) or you run out of heat quickly. You then have to redo the plant again, which involves deep drilling and rock shattering, so I gather.
I'm a big fan of people's ideas actually working and ideas which work or are projected to work have data and that data speaks for itself. A lack of data might suggest the idea itself being flawed.
This most certainly includes the very data lacking wind turbines, which doesn't stand up to the fag packet maths test either.
Anyway, as you were 😉