Calculating Energy for Water Propulsion with Circular Blades

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SUMMARY

To calculate the energy required to propel water using circular blades at a speed of 3 meters per second, one must determine the power, which is energy per time. The calculation involves assessing the mass of water being moved and its velocity, applying the kinetic energy equation. This value represents the minimum power requirement, assuming 100% efficiency in converting propeller work to kinetic energy. Real-world applications typically see efficiencies between 50-75%, influenced by factors such as Reynolds number and specific propeller design.

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  • Understanding of kinetic energy equations
  • Familiarity with fluid dynamics concepts
  • Knowledge of propeller efficiency metrics
  • Basic grasp of Reynolds number implications
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  • Explore the relationship between Reynolds number and propeller design
  • Study efficiency calculations for pumps and propellers
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Engineers, fluid dynamics researchers, and anyone involved in the design and optimization of water propulsion systems using circular blades.

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How would you go about calculating the energy required to propel water through a circular-type blade at 3 metres per second??

Thanks.
 
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in this case you would be calculating power (energy per time)

think about how much mass is moving, and how fast it is going.

then use the equation for kinetic energy.

bear in mind, that this is the MINIMUM amount of power required, since it is assumes 100% conversion of propeller work to kinetic energy. The actual number is much greater and difficult to predict.

It is probably only estimable by using correlations based on the reynold's number and propeller design.
 
Obviously it depends on the device, but you can figure 50-75% efficiency for a pump or propeller.
 

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