Carnot and Stirling cycles
Posted: Sat Apr 01, 2017 12:42 am
Hi,
I am I am trying to understand and model the Carnot Cycle.
I used Excel for simple modeling and plotting (https://drive.google.com/open?id=0B-_W_ ... E1UVGdNRkk).
Now I get how to draw hot and cold isotherms, but I don't know how to get the shape (curvature) of adiabats. Is there any equation that I could use?
I assume hot and cold temperatures as well as two volumes (compressed and decompressed), how do I get adiabats for my specific values?
Moreover, I get the whole idea behind Carnot Cycle, but I don't get why the cycles are sometimes shown with curved adiabats and sometimes adiabats are simply straight lines (V = const.). Like in pictures below.
With curved adiabats, volume compresses further after isothermal compression and later decompresses even further after isothermal decompression. Why? If you think of an engine, how is it possible that after isothermal compression cylinder can go even further reducing the volume? Is there some empty/dead space? Same question for decompression.
Why doesn't the second image have this adiabatic volume change?
Can someone direct me to any good example or literature on modeling Stirling cycles/engines?
Cheers,
Barthooca
I am I am trying to understand and model the Carnot Cycle.
I used Excel for simple modeling and plotting (https://drive.google.com/open?id=0B-_W_ ... E1UVGdNRkk).
Now I get how to draw hot and cold isotherms, but I don't know how to get the shape (curvature) of adiabats. Is there any equation that I could use?
I assume hot and cold temperatures as well as two volumes (compressed and decompressed), how do I get adiabats for my specific values?
Moreover, I get the whole idea behind Carnot Cycle, but I don't get why the cycles are sometimes shown with curved adiabats and sometimes adiabats are simply straight lines (V = const.). Like in pictures below.
With curved adiabats, volume compresses further after isothermal compression and later decompresses even further after isothermal decompression. Why? If you think of an engine, how is it possible that after isothermal compression cylinder can go even further reducing the volume? Is there some empty/dead space? Same question for decompression.
Why doesn't the second image have this adiabatic volume change?
Can someone direct me to any good example or literature on modeling Stirling cycles/engines?
Cheers,
Barthooca