1. A vessel, divided into two parts by a partition, contains 5 mol of nitrogen gas...

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1. A vessel, divided into two parts by a partition, contains 5 mol of nitrogen gas at 75°C and 30 bar on one side and 3.5 mol of argon gas at 130°C and 20 bar on the other. If the partition is removed and the gases mix adiabatically and completely, what is the change in entropy? Assume nitrogen to be an ideal gas with Cp = (5/2)R and argon to be an ideal gas with Cv = (3/2)R. 2. A stream of nitrogen flowing at a rate of 4 kg-s¯¹ and a stream of hydrogen flowing at a rate of 2 kg⋅s¯¹ mix adiabatically in a steady-flow process. If the gases are assumed ideal, what is the rate of entropy increase as a result of the process? 3. What is the ideal work for the separation of an equimolar mixture of methane and ethane at 155°C and 3 bar in a steady-flow process into product streams of the pure gases at 40°C and 1 bar if To = 300 K? 100 IZ 1.2001 6.1 1. A vessel, divided into two parts by a partition, contains 5 mol of nitrogen gas at 75°C and 30 bar on one side and 3.5 mol of argon gas at 130°C and 20 bar on the other. If the partition is removed and the gases mix adiabatically and completely, what is the change in entropy? Assume nitrogen to be an ideal gas with Cp = (5/2)R and argon to be an ideal gas with Cv = (3/2)R. 2. A stream of nitrogen flowing at a rate of 4 kg-s¯¹ and a stream of hydrogen flowing at a rate of 2 kg⋅s¯¹ mix adiabatically in a steady-flow process. If the gases are assumed ideal, what is the rate of entropy increase as a result of the process? 3. What is the ideal work for the separation of an equimolar mixture of methane and ethane at 155°C and 3 bar in a steady-flow process into product streams of the pure gases at 40°C and 1 bar if To = 300 K? 100 IZ 1.2001 6.1