Applied Dynamics of Manipulation Robots

Modelling, Analysis and Examples
XIV, 471 Seiten
1989
Springer Berlin (Hersteller)
978-3-540-51468-8 (ISBN)

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Contents: General About Robots.- Computer Forming of Mathematical Model of Manipulation Robots Dynamics.- Computer Method for Linearization and Parameter Sensitivity of Manipulation Robots Dynamic Models.- Connection Between the Moving and Fixed System.- Manipulator Kinematical Model.- Determining Velocities and Accelerations.- Momentum of Rigid Body with Respect to a Fixed Pole.- Specifities of Lever-Mechanisms Dynamics.- Mathematical Models of Driving Units.- Automatic Forming of Dynamic Models.- Dynamics of 'ASEA' Mechanism.- Programme Support for Dynamics Modelling of Manipulation Robots.- Subject Index.

This book is devoted to the study of manipulation robot dynamics and its applications. It contains a computational procedure for the automatic generation of mathematical models of robot dynamics, comprising linearized models of robot dynamics and parameter sensitivity models. The presentation is complemented by a selection of problems and solutions presenting mathematical models of different types of drives and examples of dynamic models of characteristic manipulation systems.

Contents: General About Robots.- Computer Forming of Mathematical Model of Manipulation Robots Dynamics.- Computer Method for Linearization and Parameter Sensitivity of Manipulation Robots Dynamic Models.- Connection Between the Moving and Fixed System.- Manipulator Kinematical Model.- Determining Velocities and Accelerations.- Momentum of Rigid Body with Respect to a Fixed Pole.- Specifities of Lever-Mechanisms Dynamics.- Mathematical Models of Driving Units.- Automatic Forming of Dynamic Models.- Dynamics of "ASEA" Mechanism.- Programme Support for Dynamics Modelling of Manipulation Robots.- Subject Index.

Zusatzinfo 176 figs.
Sprache englisch
Gewicht 854 g
Einbandart gebunden
Schlagworte Roboter
ISBN-10 3-540-51468-6 / 3540514686
ISBN-13 978-3-540-51468-8 / 9783540514688
Zustand Neuware
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