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Physics - Entropy, 2nd law of thermodynamics

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  • WoAiMeiMei's Avatar
    180 posts since Jul '07
    • ahh im having problems with these 2 remaining questions

      SOLVED : P8 (mistake with scale)
                         P28

       


      Notes:



      P32 (Part b) - how do i do this? hint is given below
      How are pressure and volume are related in an adiabatic expansion? Can you determine the type of gas from the value of gamma γ? How much heat is involved in an adiabatic process? In which process, A to B or C to D, is heat absorbed? Lost? Can you get the temperature change in terms of the product of pressure and volume? How is efficiency related to the heat gained and heat lost?

       

       

      *expired notes*

       

      P8 - The line is not linear.
      i tried formula delta s = cm ln (Tf / Ti)
      which is 125 = c x 0.376 x ln (390 / 300)
      Correction: it should be 125 = c x 0.376 x ln (390 / 315)

       


      P28 - W=Qh-QL, Qh/Th=QL/TL and P=W/t.... what do i do? t=1? i did it and it gives me 388 W again. would both answers a and b be the same?

      Edited by WoAiMeiMei 20 Apr `08, 7:51PM
  • WoAiMeiMei's Avatar
    180 posts since Jul '07
  • justinfoo's Avatar
    18 posts since Oct '02
    • If I'm not wrong,

      P28

      You need to find the entropy, S

      Let Sb = entropy of saturated water at 132 + 273 = 405K and Sa = entropy of saturated steam at 405K

      Look for values of both entropy from steam tables....

      Then use : Qh = Th(Sb - Sa)    and Qc = Tc(Sb - Sa)

  • WoAiMeiMei's Avatar
    180 posts since Jul '07
    • 28 part a:

       

      i used e= w/q(h) to give q(h)....

       

      so the answer is like 2219.49 W

       

      trying to do part b

  • WoAiMeiMei's Avatar
    180 posts since Jul '07
    • woot! part b = 1831.4915 W

       

      i just did...

       

      405 - 334.2 = 1.2118

      1 - ans = efficiency

       

      388 / efficiency = 1831W

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    eagle's Avatar
    18,370 posts since Aug '01
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