how cn we calculate the volume of h2 if we know it's diameter?
h2 was supposed to be H2 for hydrogen gas
so the diamter i got is 0.000024
would someone please help me
you want the volume of the molecule?
yeah would i use v=nRT/p ? also, the diameter is 0.000024 in cm
nope, that's only used for bulk gases. If you're approximating the volume of single \(H_2\) molecule, you can model it as a known shape, like a cylinder.
ok, thanks :)
no problem. This isn't for a quantum mechanics class though, is it?
so @aaronq i would try to solve for it by using the volume of cylinder formula? Just to make sure
No, it's just chemistry
but this was assigned from the professor
he came up with the question
we'll it depends what you model it as, it could also be modelled as a sphere, or a combination of cylinder-hemispheres
This is how he wrote it "Postive (higher) deviation from ideal gas is due to volume of molecules themselves. If H2 has a diameter of 2.4x10^-8 cm what is it's volume? What is the volume in 1 mole of H2 molecules?
he never told the class what model to use....
i would have to multiply Avogadro number by the molar mass of H2 but didn't get the diameter part
ohh, then i think he wants it modelled as a sphere. for the second part, where he wants the volume of a mole, it's a bit harder. you could make the assumption that there is no space between them and try to pack the spheres next to one another
this type of thing i imagine http://en.wikipedia.org/wiki/Close-packing_of_equal_spheres
So i would use the volume of a sphere to calculate the first one. V=4/3(pi)r^3 ok, the second part i would just have to make assumption based off of that "Close-packing of equal spheres" and no math involved?
Yes for the first part. For the second, you need to use some math obviously lol but there are formulas worked out for you, find the volume of a unit cell, then multiply that unit cell to account for all the atoms. remember we're assuming that the molecules are touching each other, which would only happen in a solid
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