Computational Geometric Mechanics and Control of Rigid Bodies
by Taeyoung Lee
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Printed: 224 pages, 7.44" x 9.68", perfect binding, black and white interior ink Description:This dissertation studies the dynamics and optimal control of rigid bodies from two complementary perspectives, by providing theoretical analyses that respect the fundamental geometric characteristics of rigid body dynamics and by developing computational algorithms that preserve those geometric features. This dissertation is focused on developing analytical theory and computational algorithms that are intrinsic and applicable to a wide class of multibody systems. Listed in: |
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