Spring Damper Design: Determine K & C for Helicopter Landing

AI Thread Summary
It is possible to determine the spring constant (K) and damping coefficient (C) for a helicopter landing modeled as a single spring damper system using the helicopter's mass and two initial velocity scenarios with maximum allowable deceleration values. The approach involves modeling the spring mass system as an equivalent control system, where the spring constant acts as a gain and the damping ratio is derived from performance parameters. By designing the system to meet desired steady-state and transient characteristics, the values for K and C can be calculated. The discussion emphasizes the importance of not wasting time on incorrect approaches and encourages further exploration of the proposed method. The insights provided aim to guide the design of an effective landing system.
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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