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The pressure of the system can also be calculated by relating the 2nd [[virial coefficient]] to <math> g(r)</math> . The pressure can be calculated as follows:<ref name=softmatter/>
:<math>P = \rho
Where <math>T</math> is the temperature and <math>k_B</math> is Boltzmann's constant. Note that the results of potential and pressure will not be as accurate as directly calculating these properties because of the averaging involved with the calculation of <math>g(r)</math>.
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