Static Mechanics: Aircraft Nosewheel Linkage Torque

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Homework Help Overview

The discussion revolves around the mechanics of a linkage system in an aircraft's nosewheel assembly, focusing on the forces and torques acting on the components involved. Participants are analyzing the static equilibrium of the system through free body diagrams (FBDs).

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants discuss the necessity of creating FBDs for each moving part of the linkage, questioning which bodies to analyze and what forces to include. There is a suggestion to assume certain links are massless due to lack of given masses, and a focus on the external forces and moments acting on the entire mechanism.

Discussion Status

Some participants have provided guidance on how to approach the problem, including the importance of defining unknowns and considering external forces. There is an acknowledgment of varying interpretations regarding the forces and moments involved, but no explicit consensus has been reached.

Contextual Notes

Participants are working under the assumption that certain components are massless and are considering the implications of a constant vertical force acting on the mechanism. The problem context includes a specific mass of 50 kg that influences the forces being analyzed.

jojosg
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Homework Statement
Hi I'm stuck at how to draw the free body diagram for thise nose wheel question
Relevant Equations
Moment equal 0
see attached

mmexport1760866157266.webp


IMG_20251019_172253.webp
 
Last edited by a moderator:
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A free body diagram shows the forces on a single rigid body. Here you have a linkage, so you need an FBD for each moving part. This will involve defining unknowns for forces and torques between connected bodies, each such force being represented in the FBDs for both bodies.
What are the moving rigid bodies in this problem? Pick one and list the forces on it. Then post your attempt at its FBD.
 
I think it is safe to assume that links BC and CD are massless because no masses are given for them. Assume that the torque at M gives rise to a force ##F_D## at D that is just right to prevent the combined (arm + wheel) assembly AO from rotating either clockwise or counterclockwise.
 
Consider the external force and moment acting on the whole mechanism first.
One is the represented M, which is necessary to raise the combined mass of 50 kg, which can be represented as a vertical force applied at point G.

Note that the value of that vertical force will be constant, while the value of the necessary moment M will change as the wheel is being raised, reason for which the problem asks for the value of moment M at that specific position of the mechanism's stroke.

Please, see this example:
https://www.school-mechademic.com/blog/static-force-analysis-on-a-4-bar-link-mechanism

:cool:
 
Last edited:
ok I think I got it thanks everyone
 

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