Generalized force and the Lagrangian

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Homework Help Overview

The problem involves a particle of mass m sliding down an inclined plane without rolling. Participants are tasked with finding the generalized force and the Lagrangian equation of motion for the mass.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to find the generalized force by calculating potential energy and its derivative, but questions arise regarding the inclusion of friction. Some participants suggest that additional details may be necessary to fully understand the problem.

Discussion Status

The discussion is ongoing, with participants seeking clarification on the problem statement and exploring the implications of friction on the generalized force. There is no explicit consensus yet on how to proceed.

Contextual Notes

The original poster notes that the angle of the inclined plane can be represented as theta and that parameters can be adjusted as needed, indicating some flexibility in the problem setup.

Hiranya Pasan
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Homework Statement


A particle of mass m slides without rolling down on a inclined plane, Find the generalized force and the Lagrangian equation of motion of mass m.

Homework Equations


T = (mx'^2)/2
Generalized force Q=-d/dx(V)

The Attempt at a Solution


To find the generalized force first I found the Potential energy and taking the derivative with the x, but my teacher said that the friction force should take into the account therefore I was told using the Work done, find the generalized force. How can I do that?
 
Last edited:
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Your issues seem to suggest there is more to the problem than what you state. Please post the entire problem statement quoted word by word.
 
Orodruin said:
Your issues seem to suggest there is more to the problem than what you state. Please post the entire problem statement quoted word by word.

Thanks for the response , This is the entire probelm, but the angle of inclined plane can be taken as theta and we can take parameters as necessary
 
help :(
 

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