Barotropic fluid (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Barotropic fluid" in English language version.

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books.google.com

Shames, Irving H. (1962). Mechanics of Fluids. McGraw-Hill. p. 159. LCCN 61018731. Retrieved 8 November 2012. If $\rho {}$ is expressible as a function of $p$ only, that is, $\rho =\rho {}(p)$ , the $\int _{0}^{p}{\frac {dp}{\rho {}}}$ in Eq. 5-66 is integrable. Fluids having this characteristic are called barotropic fluids.

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lccn.loc.gov

Shames, Irving H. (1962). Mechanics of Fluids. McGraw-Hill. p. 159. LCCN 61018731. Retrieved 8 November 2012. If $\rho {}$ is expressible as a function of $p$ only, that is, $\rho =\rho {}(p)$ , the $\int _{0}^{p}{\frac {dp}{\rho {}}}$ in Eq. 5-66 is integrable. Fluids having this characteristic are called barotropic fluids.