Phase changes and heat pump
Moderator: Alyrium Denryle
Phase changes and heat pump
For past few days I've been messing around with the idea of using phase change of liquid and vapour in stirling-like engine, when I put it together with a heat pump, I keep seeing positive feed-back, more energy is from the cold to hot end than used. I am not a expert on such physics but I would like some analysis so I understand this.
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Your terminology "more energy is from the cold to hot end than used" doesn't make much sense, so I'll assume you're just talking about the fact that a heat pump can move more watts of heat than it actually requires in order to operate, which is quite normal and is not a violation of thermodynamics.
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yes I understand that much, but I meant that the process gives positive feed-back to a point, as in generating more energy than is used up, I've been told it's a violation of thermodynamics and laws of energy. I think it's the small temperature difference and large volume change of liquid to gas that's making this effect.Darth Wong wrote:Your terminology "more energy is from the cold to hot end than used" doesn't make much sense, so I'll assume you're just talking about the fact that a heat pump can move more watts of heat than it actually requires in order to operate, which is quite normal and is not a violation of thermodynamics.
Exactly yes, I'm pretty sure I'm not taking in account of something, but since I can't find anything on direct usage of phase changes, I'm unsure on how to figure out the energy processes.Ou des wrote:Do you mean that you're using the heat pump to create the hot and cold heat sources that drive the engine, and then using the engine to power the heat pump?
Is the system entirely enlclosed? (Okay, no system can be entirely enclosed, but for this we'll just assume that no significant outside forces, such as huge temperture gradiants outside of the desired case.) Do you have any electrical power into the system (even just a pump to move the water into the cooling jacket of the motor)?
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There are no other equpiments in the loop, and I cannot post the calculations since I can't find it right now but to be honest, it's more of a thought experiment. I was just wondering how efficient a carnot cycle-like engine would function through phase change, and the very low temperature difference seems to encourage the heat pump's efficiency.
The calculation assumes that the engine is perfectly contained and that all the parts are working at or near maximumal theorical efficiency, expect for the heat pump, which is assumed to be working at 25% of maximumal.
There are no outside power sources, it's all self-contained and assumed to have already started and is running.
But for this purpose, assume the engine is similar to a stirling engine, with one end cool and other hot at very narrow temperature range, say 99-101 degrees. And each cylinder is compenstated for the volumetrical change of water to steam and back (roughly 1200-1600 change at or near one atmosphere) and there are some gas to buffer the large volumetrical change slightly. This is pretty much what I've been trying to work out.
The calculation assumes that the engine is perfectly contained and that all the parts are working at or near maximumal theorical efficiency, expect for the heat pump, which is assumed to be working at 25% of maximumal.
There are no outside power sources, it's all self-contained and assumed to have already started and is running.
But for this purpose, assume the engine is similar to a stirling engine, with one end cool and other hot at very narrow temperature range, say 99-101 degrees. And each cylinder is compenstated for the volumetrical change of water to steam and back (roughly 1200-1600 change at or near one atmosphere) and there are some gas to buffer the large volumetrical change slightly. This is pretty much what I've been trying to work out.
Efficiencies multiply, so you're, at most, only as efficient as your least efficient device. If your heat pump is only 25% efficient, then your entire system can't be more than 25% efficient, in which case, since you have no additional input, your machine will effectively stop very quickly. In fact, it'll will stop before the water runs through the heat pump for the third time. I think you're grossly underestimating the efficiency of the heat pump.
My brother and sister-in-law: "Do you know where milk comes from?"
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Wait a minute, you're asking us to find the error in calculations which you can't post for us to examine?
"It's not evil for God to do it. Or for someone to do it at God's command."- Jonathan Boyd on baby-killing
"you guys are fascinated with the use of those "rules of logic" to the extent that you don't really want to discussus anything."- GC
"I do not believe Russian Roulette is a stupid act" - Embracer of Darkness
"Viagra commercials appear to save lives" - tharkûn on US health care.
http://www.stardestroyer.net/Mike/RantMode/Blurbs.html
"you guys are fascinated with the use of those "rules of logic" to the extent that you don't really want to discussus anything."- GC
"I do not believe Russian Roulette is a stupid act" - Embracer of Darkness
"Viagra commercials appear to save lives" - tharkûn on US health care.
http://www.stardestroyer.net/Mike/RantMode/Blurbs.html
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When you find and post whatever calculations you have so far, please include a diagram or something. Also, if you don't mind me asking, is English your first language?CyberNeko wrote:There are no other equpiments in the loop, and I cannot post the calculations since I can't find it right now but to be honest, it's more of a thought experiment.
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