00:01
Problem we have acetylene gas and let's see here we have that's c2 h2 and we're going to burn it with a hundred percent theoretical air and then a hundred percent theoretical oxygen at 25 c and 100 kilopascals so in the the reference case for air we wind up with a 2 .5 kilowatts of oxygen per kilomol fuel so we get 2 .2 kilomoles of co2 a kilomole of h2 and 9 .4 kilomoles of n2 per kilomole fuel.
00:45
The entropy of the reactants is the entropy of formation of them and that we can calculate or look up and that is for acetaline is 227 megajoules per kilomole.
01:00
Now the entropy of the products, we have the entropy of formation for the co2 and for the h2o, and then their change is in entropy because of their increase in temperature because of the combustion.
01:19
So we can figure out that the change in the entropy of the products must be, let's see here, must be 1 ,260 megajoules per kilimol.
01:32
And if we look up what that would be for these products at 2 ,800, calvin, we get about 1 ,200 megajoules per kilomol, which is a little too low.
01:45
And if we, let's see here, that should not be, let's see here, 12, that's, i missed a 3 here.
01:53
So let's see here, that should be 3 megajoules per.
01:59
Kilo more.
02:01
Okay, so we have, if we look, go to the next value of 3 ,000 kelvin, we get a number that is a little too high.
02:10
And we can interpolate and we get a temperature of the adiabetic flame temperature of the products is 2 ,909 kelvin.
02:22
Now, when we burn it with pure oxygen, we have to do a little more, we have to actually extrapolate in this case because the atabatic flame temperature is higher than what we're our tables go to.
02:36
So what we want up doing is here, 30 geometric combustion, we just have two co2s, one h2o.
02:45
So basically, again, we're getting, we're not, don't have any of this nitrogen messing around here.
02:52
The change in enthalpy of the products is the same.
02:57
Same thing here, right? because we have, let's see here...