Pressure of Gas for Density and Temperature

Theorem

The pressure, density and temperature of a body of gas are linked by the equation:

$p = k \rho \paren {1 + \alpha t}$

where:

$p$ denotes the pressure of the gas

$\rho$ denotes the density of the gas

$t$ denotes the temperature of the gas

$k$ and $\alpha$ are constants.

Proof

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Sources

• 1914: G.W. Caunt: Introduction to Infinitesimal Calculus ... (previous) ... (next): Chapter $\text I$: Functions and their Graphs: $1$. Constants and Variables