00:01
Hello students, in this question a sample of moist air has a dry bulb temperature t of 25 degrees celsius and the relative humidity relative humidity is 50 percent and the barometric pressure of 740 millimeter of hg.
00:27
So for the first part of the question we have to calculate the partial pressure of water vapor and dry air.
00:34
So the partial pressure partial pressure we denoted as pv.
00:45
This is what we have to calculate.
00:48
We know that relative we know that the relative humidity relative humidity pi is equal to pv by ps.
01:07
So here from the steam table we can find the saturation pressure.
01:12
So the saturation pressure ps is equal to 3169 .8 newton per meter square.
01:22
So let's calculate the pv.
01:28
Here the relative humidity that is pi is 50 percentage.
01:32
So it is 0 .5.
01:35
So 0 .5 is equal to pv by 3169 .8.
01:41
This gives the partial pressure pv is equal to 1584 .9 newton per meter square.
01:49
This is the answer for first part of the question.
01:55
Next is we have to find the dew point temperature.
01:57
Since dew point temperature is the saturation temperature corresponding to the partial pressure of water vapor pv.
02:04
So from the steam table we can find the corresponding to a pressure of 1589 .4 newton per meter square.
02:14
So the dew point temperature can be calculated by tdp minus 10 divided by pv that is 1 .5849 minus 1 .2281 is equal to 15 minus 10 divided by 1 .7057 minus 1 .2281...