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o = l3A. Java qr code generation for java use java qr . and qr barcode data, size, image with java barcode sdk. . It will be shown that in such cases the function W(N given in (7.44) will no longer have a sharp maximum; the equation of state as given by the recipe in the grand canonical ensemble nevertheless still agrees with that given by the recipe in the canonical ensemble. In this sense the two ensembles are always equivalent. Physically the values of v for which apI av = 0 correspond to the transition region of a first-order phase transition. In this region, (7.43) leads us to expect that the fluctuations of density in a given volume of the system will be large. This is also expected physically, for in such a region the system is composed of two or more phases of different densities. Therefore the number of particles in any given volume can have a whole range of values, depending on the amounts of each phase present. At the critical point of a gas-liquid system fluctuations in density are also expected to be large, because throughout the system molecules are spontaneously forming large clusters and breaking up. It is clear that under these conditions the grand canonical ensemble must continue to yield thermodynamic predictions that are in agreement with those obtained by the canonical ensemble. Otherwise the validity of either as a description of matter would be in doubt, for it is a basic experimental fact that we can obtain the same thermodynamic information whether we look at the whole system or at only a subvolume of the system. The mathematical questions that we try to answer are as follows. Suppose QN(V, T) is given, and we wish to calculate.Related: 

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