Matt's Question: Heat Transfer and Entropy Change for H2/N2 Mixture

AI Thread Summary
The discussion revolves around calculating heat transfer and entropy change for a mixture of hydrogen and nitrogen in a piston-cylinder device under constant pressure conditions. The problem involves 0.2 kg of H2 and 1.6 kg of N2 at 100 kPa and 300 K, with heat being added until the volume doubles. The original poster, Matt, has attempted to use the mCΔT equation but is confused about the relevance of flow rates and humidity in this context. Forum members suggest focusing on the specific heats of the gases and making appropriate assumptions to determine the temperature change. Clarity on calculations and assumptions is essential for accurate results.
Synergyx 26
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Hey everyone, I'm new to the forums here and just have a question.

Homework Statement


A piston-cylinder device contains a mixture of .2kg of H2 and 1.6kg of N2 at 100kPa and 300K. Heat is now transferred to the mixture at constant pressure until the volume is doubled. Assuming constant specific heats at the average temperature, determine (a) the heat transfer and (b) the entropy change of the mixture

The Attempt at a Solution


My multiple attempts included using equations from examples in the chapter. The only thing with the example is that its with air and not H2 or N2. I don't know if this really makes a difference but I've tried m C deltaT to find the heat and gotten an answer of around 29kJ but my understanding of the problem is that I'm looking for the flow of the heat transfer in kJ/min which involves using the partial pressure and specific humidity. The main thing I'm lacking in that process is the I have no flow in kg/min. Any help would be much appreciated.

Matt
 
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Hi Synergyx 26, welcome to PF. Please show your calculations if you'd like others to comment; right now there's no way to know what you've tried.

What assumptions can you make about the gases involved that might help you to extract a temperature change?

Humidity and flow are not relevant factors in this problem.
 

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