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Physical Chemistry     56


        that  it  is  either fast or random. The definition of a spontaneous process has no
        implications for the rate at which it may come about—a process may be described as
        spontaneous, but take an infinite amount of time to occur.
           For a spontaneous process to take place, the system must be at a position where it is
        ready for change to come about without the need for work to be done









                              Fig. 1. Spontaneous and non-
                              spontaneous processes illustrated by
                              heat flow between two bodies in
                              contact (top) and balls on an incline
                              (bottom).

        on it. Indeed, a spontaneous process may be harnessed so as to do  work  on  another
        system.



                                 Non-spontaneous process

        A non-spontaneous process does not have a natural tendency to occur. Examples include
        the compression of a gas into a smaller volume, the raising of a weight against gravity, or
        the flow of heat from a cold body to a hotter one in a refrigeration system.
           For a non-spontaneous process to be brought about, energy in the form of work must
        be input into a system. In the case of a ball on a hill, the spontaneous process is for the
        ball to roll under the influence of gravity to the base of the slope releasing energy as heat
        in the process. The reverse process—that the ball takes in heat from the surroundings and
        rolls up the slope—does not occur spontaneously. Note that although the process does not
        occur naturally, it is possible to effect a non-spontaneous process, but now work must be
        put into the system for this to come about. In the example given, mechanical work must
        be done in order for the ball to be raised against gravity. In any system, the reverse of a
        spontaneous process must be non-spontaneous.



                               Second law of thermodynamics

        The second law of thermodynamics is primarily a statement of the probability of the
        direction in which change proceeds in the universe. It may be stated as
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