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If excluded volume is taken zero compressibility factor z is a)1-a/RTV b)1+Pb/RT c)PV/RT d)RT/PV
If excluded volume is taken zero, Vander Wall's Equation becomes: (P + an2 (P + a (P + an2
If excluded volume is taken zero, Vander Wall's Equation becomes:
(P + an2
(P + a
Vander Wall's Equation (for 0 excluded volume) for 1 mole of an ideal gas: (P + a/V
Vander Wall's Equation (for 0 excluded volume) for 1 mole of an ideal gas:
(P + a/V
vander valls equation is (p+a/v2)(v-b) = RT if excluded volume is 0 then correction term in volume means 'b' is 0 ... now , eq becomes (p + a/v2)v = RT pv + a/v = RT pv/RT + a/vRT = 1 z + a/vRT = 1 z = 1 - a/vRT option a is correct
vander valls equation is
(p+a/v2)(v-b) = RT
if excluded volume is 0 then correction term in volume means 'b' is 0 ...
now , eq becomes
(p + a/v2)v = RT
pv + a/v = RT
pv/RT + a/vRT = 1
z + a/vRT = 1
z = 1 - a/vRT
option a is correct
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