How do I model a spring in Ansys 2D for a linear generator?

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SUMMARY

This discussion focuses on modeling a spring in Ansys 2D for a linear generator. The user seeks to attach a spring to the rotor and analyze its effects. Key equations derived include the transfer function x(s)/F(s) = (1/m) / (s² + K/m), where K represents the spring coefficient. To accurately model damping, the user must introduce friction or power loss, as the initial model assumes no damping with ζ = 0.

PREREQUISITES
  • Understanding of Ansys 2D modeling techniques
  • Familiarity with transfer functions and system dynamics
  • Knowledge of spring mechanics, specifically spring coefficients
  • Basic concepts of damping ratios and friction in mechanical systems
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  • Learn how to implement spring coefficients in Ansys 2D models
  • Research methods for calculating damping coefficients in mechanical systems
  • Explore the effects of friction and power loss on system dynamics
  • Study Masons rule and its applications in control systems
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Mechanical engineers, simulation analysts, and anyone involved in modeling dynamic systems in Ansys, particularly those focusing on linear generators and spring dynamics.

Jayaram12391
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Hi friends,

I am working on a model of linear generator. I have modeled the linear generator in Ansys 2D. Now I want to attach a spring to one end of the rotor and see how it works with the spring attached to it. How do I model the spring?

Also is there any proper way to determine the damping co-efficient of the system

Any help or suggestions will be highly appreciated. Thanks
 
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Jayaram12391 said:
How do I model the spring?
First of all you have to determine what the input/output is to be in the model. Say that the input is some force, F, that affects the rotor, and that x is the position of the rotor, you will get a model like this:
upload_2015-11-19_3-16-17.png
m = mass of rotor
a(s) = acceleration
v(s) = velocity
x(s) = position
K = spring coefficient

Using Masons rule, you will get a transfer function: x(s)/F(s) = 1 / ( m*s2 + K ) = ( 1/m) / ( s2 + K/m ).

which can be rewritten

x(s)/F(s) = ( 1/m ) / ( s2 + 2ζωns + ωn2 )

Here the damping ratio, ζ = 0 , because the coefficient to s = 0. So in this model no damping takes places, but that's because there is no friction and no power loss due to the generator included in this model.
Jayaram12391 said:
is there any proper way to determine the damping co-efficient of the system
So to calculate a realistic damping coefficient, ζ > 0, you must introduce friction/power loss in the model.
 
Last edited:
Thank you very much for your answer. I know the stiffness of the spring to be attached to be 750pounds/inch. But i am not sure how I can introduce it into the ansys model.

Thanks for your explanation on damping co-efficient. I know the efficiency of the generator. I will try to calculate the damping co-efficient of the system.
 

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