Construct the dynamic equations for the two-link manipulator in Figure 4. Assume that link 2 has all its mass, m2, located at its middle, link 1 has all its mass, m1, located at the end. The corresponding inertial tensors are C1l1 and Ca12. Assume that gravity is directed downward (opposite Yo).

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Construct the dynamic equations for the two-link manipulator in
Figure 4. Assume that link 2 has all its mass, m2, located at its middle, link 1 has all
its mass, m1, located at the end. The corresponding inertial tensors are C11, and
C212. Assume that gravity is directed downward (opposite Yo).
m2
Figure 4 Two-link manipulator.
Transcribed Image Text:Construct the dynamic equations for the two-link manipulator in Figure 4. Assume that link 2 has all its mass, m2, located at its middle, link 1 has all its mass, m1, located at the end. The corresponding inertial tensors are C11, and C212. Assume that gravity is directed downward (opposite Yo). m2 Figure 4 Two-link manipulator.
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