MCQOPTIONS
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| 1. |
Which of these equations represents non – dimensionalize continuity equation? |
| A. | ∂\(\frac {(\overline {ρ} \, \overline {u})}{∂\overline {x}}\) + ∂\(\frac {(\overline {ρ} \, \overline {v})}{∂\overline {y}}\) + ∂\(\frac {(\overline {ρ} \, \overline {w})}{∂\overline {z}}\) = 0 |
| B. | ρ u\(\frac {∂ \overline {u}}{∂\overline {x}}\) + ρ u \(\frac {∂ \overline {v}}{∂\overline {y}}\) + ρ u \(\frac {∂ \overline {w}}{∂\overline {z}}\) = 0 |
| C. | ρ u\(\frac {∂ \overline {u}}{∂\overline {x}}\) + ρ u \(\frac {∂ \overline {v}}{∂\overline {y}}\) + ρ u \(\frac {∂ \overline {w}}{∂\overline {z}}\) = –\(\frac {∂ \overline {p}}{∂\overline {x}}\) |
| D. | ρ u\(\frac {∂ \overline {u}}{∂\overline {x}}\) + ρ u \(\frac {∂ \overline {v}}{∂\overline {y}}\) + ρ u \(\frac {∂ \overline {w}}{∂\overline {z}}\) = –\(\frac {∂ \overline {p}}{∂y}\) |
| Answer» B. ρ u\(\frac {∂ \overline {u}}{∂\overline {x}}\) + ρ u \(\frac {∂ \overline {v}}{∂\overline {y}}\) + ρ u \(\frac {∂ \overline {w}}{∂\overline {z}}\) = 0 | |