Power lost due to friction in a propeller

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SUMMARY

The discussion focuses on calculating the power lost due to friction in a propeller system with specific parameters: diameter (d) of 0.36 meters, rotational speed (rpm) of 200, velocity (u) of 0.72 m/s, propeller length of 1 meter, and oil viscosity of 0.23 m²/s. The key equations involved include power calculated as torque multiplied by angular velocity, and the need to determine area, velocity, and work done per second. The discussion emphasizes the importance of understanding kinematic viscosity in this context.

PREREQUISITES
  • Understanding of kinematic viscosity and its implications in fluid dynamics
  • Familiarity with torque and angular velocity calculations
  • Knowledge of power equations in mechanical systems
  • Basic principles of friction and its effects on mechanical efficiency
NEXT STEPS
  • Research the calculation of torque in rotating systems
  • Learn about the relationship between viscosity and friction in fluids
  • Explore the application of the power equation in mechanical systems
  • Study the effects of propeller design on efficiency and power loss
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Mechanical engineers, physics students, and anyone involved in the design and analysis of propeller systems or fluid dynamics applications.

Abigail1997
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1. Homework Statement
Calculate the power lost in friction in the system shown above, with d=0.36, rpm=200, u=0.72, prop=1m and oil=0.23m

Homework Equations


I know p=w/t comes into it in some form, either with other equations subbed in or a derivation somewhere, but not sure.

The Attempt at a Solution

 
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Power = torque * angular velocity
 
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