How Much Energy Does It Take to Move a Submarine Through Water?

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Discussion Overview

The discussion revolves around the energy required to move a submarine through water, exploring various factors that influence this energy requirement, including fluid dynamics, drag, and buoyancy. Participants address theoretical considerations and practical implications related to submarine design and operation.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant suggests that the energy required to move a submarine should equal the energy needed to move the same volume of water, questioning the validity of this assumption.
  • Another participant counters that the energy required depends on factors such as mass, distance, and the friction of the medium, highlighting that water's viscosity increases the force needed compared to air.
  • The concept of viscous drag is introduced, indicating that it increases with velocity, thus requiring more energy at higher speeds.
  • Work is defined as the product of force applied and distance traveled, with the force needing to overcome viscous drag being a critical component.
  • Buoyancy is mentioned as an important factor to consider in the context of submarine operation.
  • A participant draws an analogy to airplanes, suggesting that aerodynamic principles are also relevant for optimizing submarine design.
  • Concerns are raised about the safety of homemade submarines, questioning the intended design regarding flooding and air supply.
  • A reference to another thread on submarine propulsion is provided, indicating additional resources for the topic.

Areas of Agreement / Disagreement

Participants express differing views on the initial assumption regarding energy requirements, with some arguing against it based on principles of fluid dynamics. The discussion remains unresolved, with multiple competing perspectives on the factors influencing energy consumption in submarine movement.

Contextual Notes

Limitations include the need for further clarification on assumptions regarding fluid dynamics, the specific conditions under which energy requirements are calculated, and the implications of depth on energy consumption, which remain unresolved.

Stevethesub
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I am planning building a sub. I am tring to find the amount of energy it takes to move it.
I think it should be equal to the energy needed to move the same volume of water.

For example say the sub had the volume of 10,000 cubis feet.

1. Is my assumptin right?

2. what formulas are ther for this?

3. Is more energy needed at deeper depth? Why?

If You have Ideas post thanks
 
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Welcome to PF.

1.) No. Consider a case where you move a ball through air. Does it take the same energy it takes to move the same volume of air? No! The same way, the work to be done depends on it's mass and how far you want to move it.Work. But the force applied depends on the friction of the medium. Since viscosity of water is more than that of air, more force is needed. The viscous drag increases with velocity so more the speed, more force to apply. Ultimately the increased force means increased work to be done.

2.) work done=force applied*distance travelled. And the force applied includes the force you need to overcome the viscous drag.Work

3.)You will also have to consider one more important factor, http://en.wikipedia.org/wiki/Buoyancy

And these might help you:Archimedes principle applied to subs

Principle of operation of sub
 
Last edited:
Think of the case of an airplane. Aerodynamic principles must be taken into account to optimize design.
 
Homeade subs are extremely dangerous and a great way to die. Do you intend this to be flooded (and you wear scuba gear) or filled with air for you to breathe?
 
Stevethesub said:
For example say the sub had the volume of 10,000 cubis feet

OMG :bugeye: I thought about somthn like this

0.jpg
 

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