How Do You Calculate the Triple Point of Uranium Hexafluoride?

AI Thread Summary
To calculate the triple point of uranium hexafluoride, the equations for the natural logarithm of pressure for both solid and liquid phases are used. The user initially set pressure to 1 atm but struggled to relate the two equations effectively. By equating the two equations, they found a temperature of 337.2 K, which was then used to calculate pressures for both phases. The resulting pressures were very close, with a slight difference, leading to the conclusion that the values are sufficiently similar. The discussion highlights the importance of equating the equations to find the triple point accurately.
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Homework Statement

I need to calculate the temperature and pressure at the triple point. natural log of pressure of the liquid/solid: lnp(solid)= 29.411-(5893.5K/T) lnp(liquid)=22.254-(3479.9K/T). The compound is uranium hexafluoride, MW= 352.02. I do not believe the actual molecule matters to much, just the weight. pressure is in Pa.



Homework Equations


lnp(solid)= 29.411-(5893.5K/T)
lnp(liquid)=22.254-(3479.9K/T)


The Attempt at a Solution


I used P= 1 atm -->101.325kPa, and using the lnp(solid) equation determined a temperature. I then used that same temp in the lnp(liquid) to solve the other lnp equation. It did not go well. I am unsure on how to relate these two equations to the triple point. I should be able to grind through the math when I know how to relate it all.
 
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Is there any reason you put P=1atm?

In my opinion, you should equate those two equations since the triple point is where they meet each other.
 
I just assumed it to try and work through the problem. I also tried setting the two equal to each other after posting to determine the temp. The temp was 337.2, which i put into each respective equation to get the pressures. It worked well, but there was a small difference in the answer I got for the pressure. one was 1.522443*10^5, and the other was 1.523616*10^5. I believe these values are close enough to consider them the same, what do you think?
 
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