A laboratory study models the flow around the pier of an off-shore wind turbine with a scaled model of Lr = 20. Determine the model velocity (VM) past the pier, if the water travels with V = 2.2 km/h past the prototype pier. You can assume that water with the same fluid properties is used in both model and prototype with density of Pw = 1005 kg/m³ and dynamic viscosity of nw = 0.001 Pa . s. HINT: the flow around the pier is described by the Reynolds number.

Elements Of Electromagnetics
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A laboratory study models the flow around the pier of an off-shore wind turbine with a scaled model of
Lr = 20. Determine the model velocity (VM) past the pier, if the water travels with V = 2.2 km/h past the
prototype pier. You can assume that water with the same fluid properties is used in both model and
prototype with density of Pw = 1005 kg/m³ and dynamic viscosity of nw = 0.001 Pas.
HINT: the flow around the pier is described by the Reynolds number.
VM
m/s
(Provide your answer to 3 decimal places)
Transcribed Image Text:A laboratory study models the flow around the pier of an off-shore wind turbine with a scaled model of Lr = 20. Determine the model velocity (VM) past the pier, if the water travels with V = 2.2 km/h past the prototype pier. You can assume that water with the same fluid properties is used in both model and prototype with density of Pw = 1005 kg/m³ and dynamic viscosity of nw = 0.001 Pas. HINT: the flow around the pier is described by the Reynolds number. VM m/s (Provide your answer to 3 decimal places)
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