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Luke Pritchett
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Reynolds number is the ratio of the fluid speed to some characteristic speed, $v_R = \frac{\mu}{\rho L}$ where $L$ is some characteristic length scale of the situation.

Is there an intuitive interpretation or some kind of physical picture of what this speed $v_R$ means? Is there any interpretation beyond "the speed above which turbulence arises"?

Reynolds number is the ratio of the fluid speed to some characteristic speed, $v_R = \frac{\mu}{\rho L}$ where $L$ is some characteristic length scale of the situation.

Is there an intuitive interpretation or some kind of physical picture of what this speed $v_R$ means?

Reynolds number is the ratio of the fluid speed to some characteristic speed, $v_R = \frac{\mu}{\rho L}$ where $L$ is some characteristic length scale of the situation.

Is there an intuitive interpretation or some kind of physical picture of what this speed $v_R$ means? Is there any interpretation beyond "the speed above which turbulence arises"?

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Luke Pritchett
  • 7.3k
  • 2
  • 22
  • 30

Physical interpretation of "Reynolds speed"

Reynolds number is the ratio of the fluid speed to some characteristic speed, $v_R = \frac{\mu}{\rho L}$ where $L$ is some characteristic length scale of the situation.

Is there an intuitive interpretation or some kind of physical picture of what this speed $v_R$ means?