Consider 2 systems A and B, each one composed of 2 distinguishable particles and the total energy for the system is EroT =Ea+EB =5 in some suitable units. Compute the entropy when EA = 3 and EB = 2 for the ff. conditions: (a) A and B are in thermal equilibrium and are separated by a rigid wall not allowing for particles and energy exchange (b) when the energy exchange between the two systems is allowed. In the calculations, consider that each particle energy can only be a positive integer number.
Consider 2 systems A and B, each one composed of 2 distinguishable particles and the total energy for the system is EroT =Ea+EB =5 in some suitable units. Compute the entropy when EA = 3 and EB = 2 for the ff. conditions: (a) A and B are in thermal equilibrium and are separated by a rigid wall not allowing for particles and energy exchange (b) when the energy exchange between the two systems is allowed. In the calculations, consider that each particle energy can only be a positive integer number.
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Transcribed Image Text:Consider 2 systems A and B, each one composed of 2 distinguishable particles and
the total energy for the system is EroT =EA+EB =5 in some suitable units. Compute
the entropy when Ea = 3 and EB = 2 for the ff. conditions:
(a) A and B are in thermal equilibrium and are separated by a rigid wall not allowing
for particles and energy exchange
(b) when the energy exchange between the two systems is allowed.
In the calculations, consider that each particle energy can only be a positive
integer number.
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