Page 130 - Mechanical Engineer's Data Handbook
P. 130

THERMODYNAMICS  AND HEAT TRANSFER                                                  119

          Work done (per kg) W= (T, - T2)(s1 -s4)     3.9.3  Otto cycle (constant-volume
          Heat supplied (per kg) Q = T, (s, - s4)     cycle)

                                                     This is the  basic cycle for the petrol engine, the gas
                                                     engine and the high-speed oil engine. Heat is supplied
                                                      and rejected at constant volume, and expansion and
          3.9.2   Constant pressure cycle            compression take  place  isentropically. The  thermal
                                                     efficiency depends only on the compression ratio.
          In this cycle, heat is supplied and rejected at constant
          pressure; expansion and compression are assumed to        1
          take  place at  constant  entropy.  The cycle was  once   Efficiency q= 1 -- rY-l
          known  as  the  Joule  or  Brayton  cycle  and  used  for
          hot-air engines. It is now the ideal cycle for the closed
          gas turbine  unit.





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           I
                                   V

                         1          P                                       V
         Efficiency '1 = 1 - -,   where r = 2
                        (  p  1     PI
                                                      3.9.4  Diesel cycle (constant-pressure
          w= Cp(T3 - T4) - cp( r2 - T,)               combustion)
                       Ti
                         r
         Work ratio = 1 - -                          Although this is called the 'diesel cycle', practical diesel
                       T3                            engines do not follow it very closely. In this case heat is
                                                     added at constant pressure; otherwise the cycle is the
                                                     same as the Otto cycle.

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