Design Sensitivity Analysis of Structural Systems (Mathematics in Science and Engineering)

<p>The book is organized into four chapters. The first three treat distinct types of design variables, and the fourth presents a built-up structure formulation that combines the other three. The first chapter treats finite-dimensional problems, in which the state variable is a finite-dimensional vector of structure displacements and the design parameters. The structual state equations are matrix equations for static response, vibration, and buckling of structures and matrix differential equations for transient dynamic response of structures, which design variables appearing in the coefficient matrices.</p>

Design Sensitivity Analysis of Structural Systems (MATHEMATICS IN SCIENCE AND ENGINEERING)

Science & Math

Komkov, Vadim

Choi, Kyung K.

Haug, Edward J.

Technology

Academic Press

The book is organized into four chapters.  The first three treat distinct types of design variables, and the fourth presents a built-up structure formulation that combines the other three.  The first chapter treats finite-dimensional problems, in which the state variable is a finite-dimensional vector of structure displacements and the design parameters. The structual state equations are matrix equations for static response, vibration, and buckling of structures and matrix differential equations for transient dynamic response of structures, which design variables appearing in the coefficient matrices.

Intermediate Dynamics

Pearson College Div

<p>This rigorous and thorough presentation of the basic and broadly applicable methods of engineering mathematics presents generalization of conventional vector properties, establishes similarities in basic properties and concepts of vector analysis, shows that the governing equations involved in many engineering applications fall into four basic forms, and sets out the equivalence between solving boundary-value problems and minimizing energy functionals. The theory and definitions are all illuminated by practical examples drawn from mechanical and civil engineering and related engineering specializations.</p>

Methods of Engineering Mathematics

Mathematics

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Computer Aided Kinematics and Dynamics of Mechanical Systems: Basic Methods

Applied optimal design: Mechanical and structural systems

wiley

This book contains the edited versions of lectures and selected contributed papers presented at the NATO Advanced Research Workshop on Real-Time Integration Methods For Mechanical System Simulation, held in Snowbird, Utah, August 7-11, 1989. The Institute was attended by 42 participants from 9 countries, including leading mathematicians and engineers from universities, research institutions, and industry. The majority of participants presented either invited or contributed papers during the Institute, and everyone participated in lively discussions on scientific aspects of the program. The Workshop provided a forum for investigation of promising new directions for solution of differential-algebraic equations (DAE) of mechanical system dynamics by mathematicians and engineers from numerous schools of thought. The Workshop addressed needs and opportunities for new methods of solving of DAE of mechanical system dynamics, from the perspective of a broad range of engineering and scientific applications. Among the most exciting new applications addressed was real time computer simulation of mechanical systems that, for the first time in human history, permits operator-in-the-Ioop simulation of equipment that is controlled by the human; e.g., driving a vehicle, operating a space telerobot, operating a remote manipulator, and operating construction equipment. The enormous potential value of this new application and the fact that real-time numerical integration methods for DAE of mechanical system dynamics is the pacing problem to be solved in realizing this potential served to focus much of the discussion at the Workshop.

Real-Time Integration Methods for Mechanical System Simulation: (closed)) (NATO ASI Subseries F:)

Reference

Springer

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