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The Dieterici Equation of State, , Gives the Relationship

Question 63

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The Dieterici equation of state, The Dieterici equation of state,   , gives the relationship between pressure P, volume V, and temperature T for a liquid or gas. At the critical point,   with T constant. Using the result of the first derivative and substituting it into the second derivative, find the critical volume V<sub>c</sub> in terms of the constants n, a, b, and R. , gives the relationship between pressure P, volume V, and temperature T for a liquid or gas. At the critical point, The Dieterici equation of state,   , gives the relationship between pressure P, volume V, and temperature T for a liquid or gas. At the critical point,   with T constant. Using the result of the first derivative and substituting it into the second derivative, find the critical volume V<sub>c</sub> in terms of the constants n, a, b, and R. with T constant. Using the result of the first derivative and substituting it into the second derivative, find the critical volume Vc in terms of the constants n, a, b, and R.

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