Is this isometric?
Oxygen in a piston-‐‐cylinder assembly undergoes an expansion process in which the pressure varies with volume according to the following relation: = !! + where A = 0.05 bar-‐‐m3 and B = 3 bar. The initial volume is 0.01 m3 and the final volume is 0.025 m3. Determine the following: a. Initial pressure in bar.b. Final pressure in bar.c. Boundary work in kJ.
expansion in a cylinder is isometric?
@Photon336
so the piston in the cylinder is changing position meaning the volume is changing with pressure. So would this be a polytropic, not isometric. Because isometric is when V2 = V1
I am convinced this is a closed system... Not an open system
Yeah, if the volume is changing I don't see how it could possibly be isometric by definition like you said. It definitely is a closed system since by definition a closed system is a system that doesn't exchange matter across the boundary of it, so good job so far.
Okay I can figure out the rest. I just wanted to make sure my thoughts were correct. Thanks.
Wait so this would be polytropic?
Yeah feel free to post your results and I'll check it over. I've actually never heard the term 'isometric' used in thermodynamics before, but I looked it up and it is the same as 'isochoric' which is what I know it as. I say that because I've never heard the term 'polytropic' before haha, so could you tell me what it means?
I don't exactly know the definition. I know pressure varies with a volume though. Do you want to see the derivation?
PV^n = constant P = constant/V^n|dw:1466876177267:dw|
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