Is the following an equation of state?
(P+ a/TV^2)(V-b) = RT
The answer is
Yes, this is a equation of state.
A equation of state is function of pressure (p), volume (v) and temperature (T).this given equation involves them.
Is the following an equation of state? (P+ r™2) (V - b) = RT
the equation of state of a gas is given by p(v-b)=RT find the expansivity of this gas.... Please help with this. The equation of state of a gas is given by P(v-b) RT , find the expansivity of this gas. Simplify your answer to the simplest possible form. The equation of state of a gas is given by P(v-b) RT , find the expansivity of this gas. Simplify your answer to the simplest possible form.
4. For the given equation of state RT a P = V-b T V (Vm +b) Evaluate the critical constants Te, Pe, and Z in terms terms of a and b
A. Compute Cp-Cv for a gas described by the equation of state p= RT/V-b B. For this equation of state, does a measurement of Cp-Cv reveal non-ideal behavior (give ≈ 1 sen- tence justification why or why not)?
05. Using the Dieterici equation of state, RT p= a/RTV V - b show that a Pc a 4e2b2 Vc - 25, TC = 4Rb
Physical Chemistry A gas is well described with the following equation of state P = RT/V - b - a/squareroot T 1/V (V + b) where a = 452.0 bar.dm^6.mol^2.K^1/2 and b = 0.08217 dm^3.mol^-1. If 1.14 moles of the gas have a volume of 2L at 685K, calculate: 1- the pressure of the gas using the provided equation of state. 2- the pressure assuming that the gas is an ideal gas. 3- The compressibility factor (z) of the gas...
Is the Van der Waals function an equation of state? RT a P(T, Vm) = V, - b Viva
3. (20 points) Sandler 6.18 The Clausius equation of state is P(V – b) = RT where b is a constant. (a) Show that for this volumetric equation of state Cp(P,T) = Cy(P,T) +R Cp(P,T) = CP(T) Cy(V,T) = Ci(T) (b) For a certain process the pressure of a gas must be reduced from an initial pressure P, to the final pressure P2. The gas obeys the Clausius equation of state, and the pressure reduction is to be accomplished by...
Atomic gas which obeys Van der Waals equation of state RT= (P+ a/ V2) (V-b) has internal energy (per mole) of u = 3/2 RT - a/V where 'V' is volume of mole in temperature T. In the beginning, the gas temperature is T1 and volume V1. The gas is let to expand adiabatically so that its final volume is V2. What is the final temperature of the gas?
Suppose the parameter b (p= RT/V-b )is temperature dependent. Derive an expression for Cp-Cv forthe equation of state: p=RT/ V-b[T] (assume that the temperature dependence in b is weak and linear in T, i.e b[T] = b0 +b1T)