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CHAPTER 5: SECOND LAW OF THERMODYNAMICS


               5.4 Limitation Second Law of Thermodynamics

               The  second  law  of  thermodynamics stated that  the  total  heat  absorbed  could  not be  completely
               converted to mechanical work. It means there is always some heat that is wasted (in practical sense)
               or transferred to the surroundings (in Physical sense).



               It  imposes  a  limitation  in  the  nature.  Although  there  are  different  forms  of  the  same  statement,
               ultimately conclude to the one limitation of nature that in any cyclic process, the conversion of work
               to energy and the reverse cannot be done with 100% efficiency [7].


               The engine statement of the second law of thermodynamics based on its limitation to convert heat
               into mechanical work. The second law of thermodynamics limitation is that no heat engine can
               convert all the absorbed heat from a hot reservoir completely into mechanical work. This statement
               is also called Kelvin-Plank statement of the second law of thermodynamics.
























                          Fig. 5.1: The energy flow diagram showing the energy flow in a heat engine [7]
               The Fig. 5.1 shows an energy flow diagram where the engine takes heat Qh from the hot reservoir at
               temperature Th and converts some amount of the absorbed heat into work WW and some amount of
               the absorbed heat Qc is thrown to the cold reservoir. It means, the total heat Qh absorbed is the sum
               of the work done by the system and the heat thrown to the cold reservoir that is



                                           Qh = W − Qc = W + | Qc | … … … . . (1)



               Note that the heat thrown to the cold reservoir flows out of the system of the engine and it is negative.
               Therefore, Qc is already negative and negative sign with Qc is used to correct the above expression
               or you can add the absolute value of Qc to work done. The ratio of work done by the engine W to the
               heat absorbed Qh is called the efficiency of the engine denoted by Ƞ. The efficiency Ƞ is always less
               than unity. From Equation (1), W=Qh+QcW=Qh+Qc and the efficiency is



                                            W    Qc + Qh       Qc       |Qc|
                                       Ƞ =    +          = 1 +    = 1 −     … … … (2)
                                           Qh      Qh          Qh        Qh





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