Merits of Van der Waals Equation of State

Van der Waals Equation of state helps us in assisting the behaviour of real gas. It is a formula that determines the distance between two points. It is broadly used in chemistry and thermodynamics. In 1873 Johannes Van der Waals created this equation. It improves the Ideal Gas Law as well as anticipates the features of real gases by defining particles of non-zero volume regulated by pairwise attractive forces This is an upgraded version of the ideal gas law. If you have heard about this equation for the first time then don’t miss out on reading this article

What Is Van Der Waals Equation?

The Van der Waals equation is a thermodynamics equation of state that relies on the assumption that fluids are made up of non-zero volume particles which are attracted to each other.  It was derived from the work by Johannes Diderik van der Waals in theoretical physical chemistry in the late 1800s, as well as work on the attractive force that carries his name. This equation can be transferred on the basis of a classic collection of derivations. This new equation is an extension of the ideal gas law which included the effects of interaction between molecules of a gas as well discussed the finite size of the molecules. The key difference between both of them is that the ideal gas law is only applicable to the ideal gasses whereas the Van der Waals equation is applicable to both the ideal gasses and real gases.

Formula Of Van Der Waals Equation

The Van der Waals equation will be as follows:

(P+an2 /V2) (V-nb) = n RT

Were,

P = pressure

V= volume

a = The term means a constant that measures the appealing force between the two or more molecules.

b = volume correction factor

nb = volume occupied by the gas molecules

T = Temperature

Merits Of The Van Der Waals Equation

• It helps in determining the behaviour of gas perfectly as compared to the ideal gas equation
• This equation is also appropriate to fluids despite the gases

Demerits Of The Van Der Waals Equation

• This equation can only give the accurate answers for the real gasses only which are above the critical temperature only
• The gases which are below the critical temperature the results can also get accepted
• In the process of the transition phase of the gas, the equation is a failure

Limitations Of Van Der Waals Equation

At a very high flow of pressure, the equation is insufficient for calculating the properties of the gases. However, the experiment that shows the values of ‘a’ and ‘b’, which were termed as the constants by van der Waals, change when the temperature is varied. Also, the ‘b’ term is not always constant under pressure.

The values of constant terms ‘a’ and ‘b’ obtained by different methods differ considerably. The Van Der Waals theory is determined as the constant. The value of ‘a’ will depend on the temperature.

1.  The value of the ‘b’ is not termed as the constant but differs with according to the pressure and temperature. As the temperature reaches a high, the real gas starts to deviate from the Van der Waals equation.
2. The value of the VC is not the same as the 3b, but it is equal to 3b in some cases; and in other cases, it is the same as 2b.

As the temperature reaches to the high, the real gas is termed to deviate from Van der Waals equation.

Conclusion

The behaviour of real gases was not explained by the perfect Gas Law. The Van der Waals equation is a modified edition of the best Gas Law. ‘a’ and ‘b’ are named because the constant is specific to every gas. Supporting the talents of the particles, this extra deviation is additionally used. The values below the critical temperature are accepted within the Van der Waals equation. The Gases consist of the point masses that undergo flawlessly elastic collisions as stated by the law of ideal gases. It can analyse the behaviour of gas.