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Date: Sept. 19, 2017 • 8 a.m. CST
Session 1: 9 a.m. U.S. EDT/ 2 p.m. BST / 3 p.m. CEST
Session 2: 2 p.m. U.S. EDT / 7 p.m. BST/ 8 p.m. CEST
In this presentation, we’ll demonstrate how to use MATLAB to implement a Lagrangian dynamics approach for deriving equations of motion of rigid body systems. The proposed workflow incorporates tasks involving both symbolic and numeric computing – a natural combination that leads to deeper learning engagements with students.
In the first half of this session, we’ll introduce the fundamental computing patterns that are needed in the derivations. In the second half of the session, these computing patterns are then applied to derive the equations of motion for a 4-LINK non-planar robotic manipulator.