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46                                                   Chapter 4
       increased, there is a shift in the position of equilibrium in the direction
       that tends to reduce the pressure as predicted by  Le Chiitelier. From
       the equation of state of an ideal gas, pY = AnRT, i.e. p  = (An/V)RT.
       Therefore  p oc An  For  a  reduction  in  pressure  to  occur,  n  must
       decrease. Therefore,  the  total  number  of  molecules  must  decrease.
       This is done by shifting the position of equilibrium from left to right,
       i.e. four gaseous molecules to two gaseous molecules.
         It must  be  emphasised here  that  although  the position  of  equili-
       brium shifts to the right,  the value of  the equilibrium constant  does
       not change. Conversely, if  the pressure is decreased, the equilibrium
       shifts to the left. In the case of changes in temperature, the value of Kc
       does change.

                          Changes in Concentration

       BiC13(aq) is  a  cloudy  solution  due to a hydrolysis reaction  (reaction
       with  water):  BiCl,,,,)  +  H200)  F-=  BiOCI,,)  +  2HCl(aq,.  If  some
       concentrated  hydrochloric acid is added, the position of  equilibrium
       shifts in the direction that will absorb the acid, i.e. from right to left.
       Therefore the hydrolysis reaction  is considerably decreased resulting
       in the formation of a clear solution.
         However, the solution does not absorb all the acid.

                       Effect of a Catalyst on Equilibrium

       A catalyst is a reagent which accelerates or retards (anti-catalyst) the
       rate of a chemical reaction, but is not itself consumed in the reaction,
       and it has no effect on the equilibrium concentration or the value of
       the equilibrium constant.
         An iron catalyst is used in the Haber process, used to manufacture
       ammonia according to the equation: N2(g) + 3H,,,)  * 2NH3(g), Kp =
       P(NH~)~/(P(N~)'P(H~)~}. the role of the catalyst is to make the
                              Here
       reaction attain equilibrium more rapidly at the relatively low tempera-
       ture employed (400-600 "C).

                                SUMMARY

       The most important feature of this chapter is the working method for
       solving simple equilibrium type problems. Two important  equations
       should be memorised: Kp  = Kc(RT)A"# and AG  = AGO  + RTln Kp,
       where at equilibrium AG  = 0.
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