What is the Ideal Gas Law and its Application to Specific Volume?

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Specific volume, defined as the inverse of density, can appear to decrease with increasing temperature under constant pressure conditions due to the behavior of gases as described by the ideal gas law. The discussion highlights that the relative specific volume (vr) is only applicable in isentropic processes for ideal gases, where specific volume (v) is compared to a reference value (vo). There is confusion regarding the definition of vo, which is typically referenced at absolute zero and standard atmospheric pressure. One participant critiques the accuracy of the source provided for air properties, suggesting it is misleading and lacks clarity on its reference levels. Accurate understanding of these concepts is essential for proper application of the ideal gas law.
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Ideal gas law

P = density*R*Temperature

I'm assuming Pressure is kept as a constant value.
 
Su Solberg: vr = relative specific volume = v/vo, and applies only to isentropic (constant entropy) processes for an ideal gas, where v = specific volume = 1/rho, and vo = specific volume at a zero reference level for enthalpy and internal energy. The zero reference level for enthalpy and internal energy is typically taken at 0 K and 1 atm (absolute). I do not fully understand vo, nor my above description of vo, so hopefully someone else can explain vo better.

However, the vr column of the table you cited is grossly incorrect. Please use another source, not the erroneous web page cited. Furthermore, that web page nebulously does not state its zero reference level.
 
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