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justjm:

What are the properties that change the values of a and b from the Van Der Waal's equation of state formula?

justjm:

@Vocaloid @DuarteME @imqwerty

justjm:

I know they are determined experimentally and given to students but what are the properties that impact the a and b values

Vocaloid:

The a term accounts for the non-elastic collisions and the b term accounts for the volume occupied by the particles

imqwerty:

Vander Waal modified considered the intermolecular forces of attraction between the particles and the significant vol of the particles and modified the ideal gas equation

imqwerty:

\(\Large{\left(P + \frac{an^2}{V^2} \right) \left(V - nb\right) = nRT}\) P->observed pressure n->moles V->Volume of the \(container\) he observed the intermolecular attraction forces b/w the particles and found out that it was smalled as compared to the ideal state pressure so he added the correction term \(\large{P' = \frac{an^2}{V^2}}\) n/V -> number of collisions per until vol on wall n/V -> no of particles per until vol \(\large{P' \propto \frac{n}{V}.\frac{n}{V}}\) \(\large{P' = a.\frac{n^2}{V^2}}\) a-> Vander Waal const which represents extent of intermolecular interaction

imqwerty:

He considered bi-molecular collisions while calculating the significant volume of the particles V -nb -> free volume for the motion of the particles nb is the correction term b denotes the excluded volume or the co-volume or the effective volume that a \(N_A\) molecules take-up within a container of gas. |dw:1576661786419:dw| |dw:1576661804571:dw| \(b = \Large{\frac{4}{3} \pi \left(2r\right)^3.N_A}\) b depends on the radius or the volume occupied by the molecules

justjm:

Thank you both for your timely responses!! I greatly appreciate the explanations as well!

imqwerty:

Yw :-]

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