We have N distinguishable particles. Each particle from(1 to N) can adopt a coun

Question

We have N distinguishable particles. Each particle from(1 to N) can adopt a countably infinite number of microstates (ia) that can be labelled ia=0,1,2,3...... with corresponding energies Ea(ia)=ia. ( eg. 0th microstate has energy 0, the 1th microstate has energy 1 the 2nd microstate has energy 2 so on..) If particle 1 has microstate i1, particle 2 has microstate i2,...., the the energy of N particle system is the sum of independent particles E=sum of ia. Determine the microcanonical partition function, omega. Determine fundamental relation of system, using Stirling's approximation Determine the energy and heat capacity for the system as a function of temperature using Stirling's approximation. Determine a fundamental relation for the Helmholtz potential of the system

Explanation / Answer

b) Real pressure is higher than ideal pressure because real gas particles real gas particles have an extremely small volume e) All contain the same number of molecules but have a different density d) ?Hrxn can be determined using constant pressure calorimetry. d) You need to know the initial temperatures of the metals

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