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Topic: An equilibrium question  (Read 4764 times)

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Offline mookxi

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An equilibrium question
« on: June 04, 2006, 09:29:53 AM »
Equilibrium equation:

2NO2 <=> N2O4
(brown)   (colourless)

by the way, this reaction is exothermic.

At a particular temperature, the gas mixture in the container is compressed by adjusting the piston. In order to maintain equilibrium, the ratio [NO2]/[N2O4]  ...

the answer is that it becomes smaller. Why is that? I thought that if the gas mixture is "compressed" (increase pressure I assume, but I don't know what a 'piston' is) that that would result in producing more moles so that the K values becomes larger.

Could someone please explain? thanks :-)

Offline Borek

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Re: An equilibrium question
« Reply #1 on: June 04, 2006, 09:45:22 AM »
K doesn't change (at least as long as you don't change temperature) and pressures (or concentrations) must change to reflect that.
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Offline Will

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Re: An equilibrium question
« Reply #2 on: June 04, 2006, 09:54:02 AM »
This is just Le Chatelier's Principle in action. If you increase the pressure (or compress the container) then the equilibrium will shift to reduce the pressure- which means it will shift to the side with less moles of gas- in this case thats the right hand side- as there is one mole of gas instead of two on the left. So as the conc. of N2O4 increases and the conc. of NO2 decreases the ratio [NO2]/[N2O4] will fall.
Hope that helps. :)
« Last Edit: June 04, 2006, 10:09:11 AM by will17 »

Offline mookxi

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Re: An equilibrium question
« Reply #3 on: June 04, 2006, 10:14:48 AM »
This is just Le Chatelier's Principle in action. If you increase the pressure (or compress the container) then the equilibrium will shift to reduce the pressure- which means it will shift to the side with less moles of gas- in this case thats the right hand side- as there is one mole of gas instead of two on the left. So as the conc. of N2O4 increases and the conc. of NO2 decreases the ratio [NO2]/[N2O4] will fall.
Hope that helps. :)

Ahh that makes sense, thanks very much ;-) I seem to be getting stuck in many of these equilibrium problems tonight. I probably doesn't help that it's 12:20am too ;-x

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