Spring Damper Design: Determine K & C for Helicopter Landing

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SUMMARY

The discussion focuses on determining the spring constant (K) and damping coefficient (C) for a helicopter landing system modeled as a single spring damper. The user seeks to establish these values based on the helicopter's mass and two scenarios of initial touchdown velocities, each with a maximum allowable deceleration. The proposed approach involves modeling the spring-mass system as an equivalent control system, where the spring constant acts as a gain, and setting performance parameters to derive the damping ratio.

PREREQUISITES
  • Understanding of spring-damper systems
  • Knowledge of control system design principles
  • Familiarity with performance parameters in dynamic systems
  • Basic mechanics of helicopter landing dynamics
NEXT STEPS
  • Research control system design techniques for spring-damper systems
  • Study the relationship between damping ratio and system performance
  • Explore methods for calculating spring constants in dynamic systems
  • Investigate helicopter landing dynamics and deceleration profiles
USEFUL FOR

Mechanical engineers, aerospace engineers, and students involved in dynamics and control systems, particularly those focusing on helicopter landing mechanics and suspension design.

WaltLankor
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Homework Statement



For a Helicopter landing on an undercarriage system modeled as a single spring damper.
In principle, is it possible to determine K and C values for a single (constant rate) spring damper system given the mass of the helicopter and 2 independent scenarios of initial velocity (touch down) values each with an associated maximum allowable deceleration value. No spring length is specified. No forcing term is present.

Just trying not to waste (anymore) time heading in the wrong direction.
I'm not looking for specific solutions.


Thanks

Homework Equations





The Attempt at a Solution


 
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The easiest way I see to do this is model the spring mass system as an equivalent control system where your spring constant is a gain. Set some performance parameters on the system and this would be your dampening ratio.

Now just simply design your new system to have the steady state and transient characteristics you're looking for and out pops spring constant and dampening ratio!
 
Thanks for the reply.
I shall look into it.
 

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