How does viscosity affect Reynolds number and the transition between laminar and turbulent flow?

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Multiple Choice

How does viscosity affect Reynolds number and the transition between laminar and turbulent flow?

Explanation:
Reynolds number measures the balance between inertial forces and viscous forces in a flow. It can be written as Re = ρ v L / μ (or Re = vL/ν, with ν = μ/ρ). Because viscosity μ sits in the denominator, increasing viscosity makes viscous forces stronger and Re smaller; this dampens disturbances and tends to keep the flow smooth and laminar. Decreasing viscosity lowers viscous resistance, raises Re, and makes it easier for disturbances to grow into turbulence once a critical value is reached. The exact threshold depends on geometry and conditions, but in many pipe flows the transition from laminar to turbulent occurs as Re climbs into the thousands.

Reynolds number measures the balance between inertial forces and viscous forces in a flow. It can be written as Re = ρ v L / μ (or Re = vL/ν, with ν = μ/ρ). Because viscosity μ sits in the denominator, increasing viscosity makes viscous forces stronger and Re smaller; this dampens disturbances and tends to keep the flow smooth and laminar. Decreasing viscosity lowers viscous resistance, raises Re, and makes it easier for disturbances to grow into turbulence once a critical value is reached. The exact threshold depends on geometry and conditions, but in many pipe flows the transition from laminar to turbulent occurs as Re climbs into the thousands.

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