螳螳咏腸蠅縺ォ縺翫¢繧句、壻ス薙す繧ケ繝繝縺ョ蜍募鴨蟄ヲ縺ォ縺、縺縺ヲ隰幄ソー縺吶k縲
The mechanics of multi-body structure systems is treated to analyze the dynamics of space satellites, deployable space structures, linked space manipulators, and etc. Active control of the multi-body systems in the space environment is also introduced. The treatments of kinematics, generalized coordinates, holonomic/non-holonomic constraints are discussed. A good background in mechanics, vector analyses, and differential equations is assumed.
1. Differentiation of Vectors
2. Kinematics
3. Mass Distribution
4. Generalized Forces
5. Energy Functions
6. Formulation of Equations of Motion
7. Extraction of Information from Equations of Motion
繝サT.R.Kane&D.A.Levinson,""Dynamics:TheoryandApplications"",McGraw-Hill
繝サT.R.Kane,P.W.Likins,&D.A.Levinson,""SpacecraftDynamics"",McGraw-Hill
邱壼ス「莉」謨ー縲∝セョ蛻繝サ遨榊縲∝央菴薙ョ蜉帛ュヲ縲∝シセ諤ァ菴薙ョ蜍募鴨蟄ヲ
繝ャ繝昴シ繝亥所縺ウ隧ヲ鬨