By R Ottewill (Eds.)
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Hence we write the fundamental equation of our entire system as r H d( /T) = - -±r jZ G V dT + 1 dp + 1 dN T Pi + -=i dN. o l l + I ~- dN + Z dN? + I dN° T a . T i . T l a i i + § dA where G denotes H and V and A. (2) denotes Gibbs free energy, H denotes enthalpy, V volume and N denotes amount. dN? o o 1 1 a a . 1 1 a l * [ > i * ( H ) T . . "* h P where the constant N in the derivative denotes that all amounts are held constant. ,m ,m a 9 N ^ a V aA,p,N^N ,A \ N a V3A/T,P,N /p,N,A 3 T \ 3T /p,N,A i = i ~ T \^TJp, ^ ,m.
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Adsorption from Solution by R Ottewill (Eds.)