1. We want to model H2O (steam) using the van der Waals equation of state with a = 5.53 x 106 bar‍cm6/mol² and b = 30.48 cm³/mol. Use the van der Waals equation to plot a graph of P vs V for water holding the temperature constant at 400°C. I recommend that you choose to either: A. Start with V at that temperature and 1 bar and select at least 10 values of V (increase or decrease from this choice so that it will remain a gas) to calculate P or B. Start with P = 1 bar at that temperature and select at least 10 values of P (increase or decrease from this choice so that it will remain a gas) to calculate V. You can choose whichever is easiest. 2. On the same graph, add PV data from the steam tables at 400°C. 3. Create a PDF file of your graph. The quickest way I found to do this was to copy the graph into a Word doc then save that as a PDF. Using your phone as a scanner can also work. I don't really care how you get it done, but I need a PDF of your work. You will submit that in the following question. Submit your Excel sheet here.

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1. We want to model H2O (steam) using the van der Waals equation of state with a = 5.53 x 106 bar‍cm6/mol² and b = 30.48 cm³/mol. Use the van der Waals
equation to plot a graph of P vs V for water holding the temperature constant at 400°C. I recommend that you choose to either:
A. Start with V at that temperature and 1 bar and select at least 10 values of V (increase or decrease from this choice so that it will remain a gas) to
calculate P or
B. Start with P = 1 bar at that temperature and select at least 10 values of P (increase or decrease from this choice so that it will remain a gas) to calculate
V.
You can choose whichever is easiest.
2. On the same graph, add PV data from the steam tables at 400°C.
3. Create a PDF file of your graph. The quickest way I found to do this was to copy the graph into a Word doc then save that as a PDF. Using your phone as a
scanner can also work. I don't really care how you get it done, but I need a PDF of your work. You will submit that in the following question.
Submit your Excel sheet here.
Transcribed Image Text:1. We want to model H2O (steam) using the van der Waals equation of state with a = 5.53 x 106 bar‍cm6/mol² and b = 30.48 cm³/mol. Use the van der Waals equation to plot a graph of P vs V for water holding the temperature constant at 400°C. I recommend that you choose to either: A. Start with V at that temperature and 1 bar and select at least 10 values of V (increase or decrease from this choice so that it will remain a gas) to calculate P or B. Start with P = 1 bar at that temperature and select at least 10 values of P (increase or decrease from this choice so that it will remain a gas) to calculate V. You can choose whichever is easiest. 2. On the same graph, add PV data from the steam tables at 400°C. 3. Create a PDF file of your graph. The quickest way I found to do this was to copy the graph into a Word doc then save that as a PDF. Using your phone as a scanner can also work. I don't really care how you get it done, but I need a PDF of your work. You will submit that in the following question. Submit your Excel sheet here.
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