The compressibility factor Z a low-pressure range of all gases except hydrogen is:Z=(1+ displaystylefrac{a}{V_{m}RT})Z =(1-displaystylefrac{a}{V_{m}RT})Z=(1+displaystylefrac{Pb}{RT})Z = ( 1 - displaystylefrac{Pb}{RT})

Click here:point_up_2:to get an answer to your question :writing_hand:the compressibility factor z at a lowpressure range of all gases except hydrogen is
Click here👆to get an answer to your question ✍️ The compressibility factor Z a low-pressure range of all gases except hydrogen is-Z-1- displaystylefrac-a-V-m-RT-Z-1-displaystylefrac-a-V-m-RT-Z-1-displaystylefrac-Pb-RT-Z - - 1 - displaystylefrac-Pb-RT-
The van der Waals equation for real gases is -P-aVm2-Vm-x2212-b-RT

Solved 4.50 At low pressures the compressibility factor for

Solved Show that if the compressibility factor is given by Z

Statement-1. Compressibility factor of non-ideal gases is always less than1. Statement-2. Non-id

Solved An ideal gas has a compressibility factor of Z = 1 at

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The compressibility factors for 1 mole of real gases at low pressure, high pressure and that of gases of very low molar masses are Z 1, Z 2 and Z 3. Theseare [

Solved The plot below shows how compressibility factor (Z)

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Except H(2) and He, the compressibility factor Z(=(PV)/(nRT))lt1 for a