| Maybe you can help enlighten me on this. I've been struggling to understand the basics thermodynamics of carbon capture for quite some time. So we have a hydro-carbon, we mix it with oxygen, and the oxygen combines with the hydrogen and the carbon, and releases heat as a byproduct. The heat energy increases the pressure of the newly created CO2. This higher pressure is placed on one side of a turbine or a piston, and we extract useful work by moving it from a high density state to a low density state, causing it to cool in the process. Now it seems like if you want to re-concentrate that CO2, it should take at least as much work to compress it back to its original size as it released when you burned it in the first place, and probably a lot more, because the CO2 has been diffused into the general atmosphere. To state it more succinctly, we extract work through a pressure differential, and by reversing that pressure differential, won't that require more work than we got out in the first place by the second law of thermodynamics? I ignored the part where part of the energy is coming from the hydrogen. Is the hydrogen -> water where most of the energy is coming from, and the carbon part relatively insignificant? |
1. Immediately after ignition, you have a low-volume, high-pressure, high-temperature amount of gas. Sequestration does not aim to turn CO2 back to this exact same state, but only a high-ish, average-temperature state.
2. Combustion often evolves more molecules of gas (look at the formula for the combustion of octane, and remember that water after combustion will be a gas). This increases the pressure, but is not something that needs to be reversed during sequestration.
3. Carbon dioxide isn't bad, but having too much in the atmosphere is. Sequestration doesn't aim to completely reverse the reaction in the first place, it just aims to remove it from the atmosphere so that it can't act as a greenhouse gas.