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5.3.1: Non Deformable Control Volume

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  • Page ID
    1209

    • When the control volume is fixed with time, the derivative in equation (??) can enter the integral since the boundaries are fixed in time and hence,

    Continuity with Fixed b.c.

    \[
    \label{mass:eq:intSrho}
    \int_{V_{c.v.}} \dfrac{d\,\rho}{dt} dV = -\int_{S_{c.v.}} \rho\,U_{rn} \, dA \tag{12}
    \]

    Equation (??) is simpler than equation (??).

    Contributors

    • Dr. Genick Bar-Meir. Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.2 or later or Potto license.