| 1. | Reynolds finds that turbulence begins when r exceeds about 2000 .
雷诺发现当雷诺数大于约2000时开始产生湍流。 |
| 2. | If the reynolds number is large the flow is no longer laminar as the particles tend to move in a random manner .
如果雷诺数很大，由于流体质点变成杂乱无章的运动流动不再是层流。 |
| 3. | The linear scaling and the reynolds number represent classical, aerodynamic similitude requirements applicable to law-speed flight .
线性缩尺和雷诺数是低速飞行时经典的气动力模似要求。 |
| 4. | Effect of reynolds number on turbine cascade flow
雷诺数对涡轮叶栅流动的影响 |
| 5. | The calculation of natural gas viscosity and reynolds number
天然气气体粘度和雷诺数计算 |
| 6. | Numerical analysis of low - reynolds - number flow over airfoil
绕翼型低雷诺数流动的数值分析研究 |
| 7. | Study on the reynolds number effect of two extreme bridge sections
极端桥梁断面雷诺数效应研究 |
| 8. | A better numerical simulation of ice accretion on airfoil
低雷诺数涡轮叶栅损失的实验与数值模拟研究 |
| 9. | The high reynolds number two - equation k - e turbulence model is used
湍流模型采用高雷诺数k -两方程模型。 |
