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If we converted all energy production to geothermal, would it be possible to significantly increase the cooling of the Earth's core? The flow from the Earth's
by pharke 5y ago
If we converted all energy production to geothermal, would it be possible to significantly increase the cooling of the Earth's core?
The flow from the Earth's core to the surface is estimated at 47±2 terawatts[0]
The total energy supply for 2017 was 162,494 TWh[1]
World energy demand is expected to grow 27% by 2040
Currently, heat escaping from the Earth accounts for only 0.03% of Earth's total energy budget at the surface which is dominated by the 173,000 TW contributed by solar radiation[0] What effect would it have if the vented heat were equal to the amount contributed by the sun?
[0] https://en.wikipedia.org/wiki/Earth%27s_internal_heat_budget https://en.wikipedia.org/wiki/Earth%27s_internal_heat_budget
[1] https://en.wikipedia.org/wiki/World_energy_supply_and_consumption https://en.wikipedia.org/wiki/World_energy_supply_and_consum...
- originalvichy 5y agoI can be wrong but that number sounds so low that it might mean the energy at the literal surface, in the same vein as how much solar heat energy reaches the planet’s surface. I assume that the number is vastly greater if you measure the heat 1km below sea level for example.
- samatman 5y agoThe only mechanism we would have for significantly increasing the cooling of the Earth's core would involve heading the atmosphere well past the habitable band. Ultimately if heat isn't radiating from the atmosphere, it isn't leaving the planet.
- ant6n 5y agoThe bigger question is whether we will heat up the surface top much, given that the energy would be produced by a heat engine. (I suppose you could build a heat engine by using the temperature differentials of different underground layers, although I've never seen that proposed)
- RugnirViking 5y agosurely there must be some numbers wrong here? How can the total energy supply be only just barely less than the entire amount of energy applied to the planet by solar radiation? Is it suggesting that covering the entire surface of earth with 100% efficient solar panels would just barely cover 2017's power supply? Edit: ah I see, world energy is in terawatt hours for an entire year, wheras planetary solar energy is terawatts in a single hour