I want to learn how to work with finite-element models in Mathematica to derive the equation of motion for rigid bodies.
I can do this by compiling the Lagrangian of the system, then differentiating by generalized coordinates, as was done in the topics:
Lagrangian of three-mass system with Mathematica
Equations of motion for two-mass torsional oscillator with the gear train
This time I want to program all the relationships and types of motion, and the derivation of the equations of motion should be carried out automatically.
Several tools caught my eye, but I haven't worked with that yet:
https://www.wolfram.com/products/applications/mechsystems/screens.html
https://www.wolfram.com/products/applications/linkagedesigner/examples.html
There is a tripod robot with one triangular fixed platform and one triangular movable platform. The position of the platform is changed by linear movement of the drive links:
Need to:
1.Build up kinematic scheme in Mahematica (by analogy with how it is done in SimMechanics or SimScape MultiBody);
Derive the Lagrangian $L$ automaticly;
Derive the equations of motion automaticly;
Is it possible in Mathematica?
