Calculating Power Output of a Turbine: What Factors Should Be Considered?

AI Thread Summary
To calculate the power output of a turbine, it's essential to understand that power is derived from torque multiplied by angular speed. The user is attempting to estimate the power output of a 1m radius turbine subjected to a force of 600N at its tip. However, without knowing the angular speed or RPM, it's impossible to determine the actual power output. The discussion emphasizes the need to calculate angular velocity based on the applied force to move forward with the power estimation. Understanding these relationships is crucial for accurate calculations in turbine performance.
Giorgows
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Hi, this is my first post on this forum, although I've often referred to many posts for random information, so thanks to all the people who dedicate time to other peoples questions, I greatly appreciate it. This is my first attempt for something like this and my knowledge of physics is very basic.

So here's my problem.. I am trying to come up with an approximate power output of a turbine
with a radius of 1m with a force directly applied at the tip of the turbines of 600N (torque?)
I assume that wind generates much lower torque so the equivalent energy production of a wind turbine the same size would produce much less energy. (right?)

I don't have any materials in order to base my approximations of the weight of the turbines, but I assume fibreglass could be an efficient material in this case.

So if i hooked this up to a generator, how much output would i get?
What other factors am i missing that I should be including in my equations? Any input would be great
i don't expect any direct answer since I am probably missing out on too many factors at this point.
 
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Welcome to PF!

Torque is force times length of the lever arm.
Power is torque times angular speed (in radians/sec).

You should be able to calculate torque from what you know, but didn't say what the speed would be.

Where did these numbers come from? What is powering this turbine?
 
lets say the turbine is being powered by a hypothetical source you could assume anything, and say that source created a force of 600N at the tip of a 1m radius turbine for example, how could i carry on from this hypothesis get to some kind of approximation of power output?
 
Giorgows said:
say that source created a force of 600N at the tip of a 1m radius turbine for example,
At which angular speed?
 
Giorgows said:
lets say the turbine is being powered by a hypothetical source you could assume anything, and say that source created a force of 600N at the tip of a 1m radius turbine for example, how could i carry on from this hypothesis get to some kind of approximation of power output?
Um...you just repeated your first post with different words and only answered one of my questions... And I already answered your question.
 
Giorgows said:
lets say the turbine is being powered by a hypothetical source you could assume anything, and say that source created a force of 600N at the tip of a 1m radius turbine for example, how could i carry on from this hypothesis get to some kind of approximation of power output?

You are missing out on the vital fact that Power is equal to Torque times Revs. If you don't specify the revs then you have no idea about the power. The gearbox on your car has no effect on the power that's available.
 
so my understanding is that i need to find out the angular speed that will result in a calculation of RPM which will allow me to calculate the power? i thought angular velocity would be calculable using the force exerted onto the tip of the turbine sorry for the mistake. I will do what i can do estimate the angular velocity and get back to you
 
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