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2. isobaric process
            An  isobaric  process  is  a  thermodynamic  process  in  which  the  pressure
            stays constant:  p      const.We   will rewrite equation  (6.3) in the next form

                                                      V     N    k 
                                                                                                             (1.7.2)
                                                      T        p
              There are three constant values N,           k,  p in equation   (7.2).

            Therefore,
                                       V                V      V
                                                 const or   1    2                                         (1.7.3)
                                       T                T 1    T 2

            Thus, we received Charles' Law
                        Charles' Law, or the law of volumes, was found in 1787 by Jacques
            Charles. It says that,     for an ideal   gas at constant pressure, the volume is

            directly proportional to its temperature.
                      Fig.7.4  illustrates isobaric process. Isobar is set of points at constant
            pressure.For isobaric process isobar is the straight line as shown in fig.7.5,














                 Figure 1.7.4                          Figure 1.7.5               Figure 1.7.6



            3. Isochoric Process
            An isochoric process, also called a constant-volume process(p=const),   is
            a process during which the volume of the closed system undergoing such a
            process remains constant. An isochoric process is exemplified by heating

            or cooling .We will rewrite equation  (6.3) in the next form
                                                p    N   k 
                                                                                                             (1.7.4)
                                               T       V
              There are three constant values N,           k, V in equation   (1.7.4).

            Therefore,


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