This research proposes a two-scale command shaping (TSCS) approach for tailoring control inputs to nonlinear, flexible systems aimed at reducing undesirable residual vibrations. These systems exhibit control complexities not present in traditional linear systems. The TSCS approach employs problem scale decomposition using an asymptotic method, command shaping of a linear subproblem, and cancellation of a remaining nonlinear subproblem. For traditional and nontraditional Duffing-like nonlinear systems, TSCS is shown herein to outperform other command shaping strategies recently presented in literature. Following initial development, the TSCS approach is further extended to nonlinear systems with uncertain parameters through the implementatio...
The requirements for large robots in waste management and space applications necessitate active vibr...
This dissertation is divided into two parts. In the first part we consider the problem of feedback s...
This research studies two advanced nonlinear optimal control techniques, i.e., the freezing control...
This paper investigates the development of feedforward control strategies for vibration control of p...
The book reports on the latest advances and applications of nonlinear control systems. It consists o...
The main emphasis of this dissertation is the development of nonlinear control strategies based on b...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mechanical Engineering, 1991.Includ...
Joint flexibility is a physical trait that affects all robotic systems to some degree. This characte...
Command shaping creates reference commands that reduce residual vibrations in a flexible system. Th...
This dissertation extends retrospective cost adaptive control (RCAC) by broadening its applicability...
© 1999 ASMEPresented at ASME International Mechanical Engineering Congress and Exposition, Nashvill...
Input shaping is a method for controlling residual vibration in linear systems. Because input shapin...
© American Society of Mechanical EngineersThe original input shaping technique developed by Singer a...
Noise is unavoidable and/or present in a wide variety of engineering systems. Although considered to...
Mechanical control systems are a very important class of nonlinear control systems. They possess a ...
The requirements for large robots in waste management and space applications necessitate active vibr...
This dissertation is divided into two parts. In the first part we consider the problem of feedback s...
This research studies two advanced nonlinear optimal control techniques, i.e., the freezing control...
This paper investigates the development of feedforward control strategies for vibration control of p...
The book reports on the latest advances and applications of nonlinear control systems. It consists o...
The main emphasis of this dissertation is the development of nonlinear control strategies based on b...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mechanical Engineering, 1991.Includ...
Joint flexibility is a physical trait that affects all robotic systems to some degree. This characte...
Command shaping creates reference commands that reduce residual vibrations in a flexible system. Th...
This dissertation extends retrospective cost adaptive control (RCAC) by broadening its applicability...
© 1999 ASMEPresented at ASME International Mechanical Engineering Congress and Exposition, Nashvill...
Input shaping is a method for controlling residual vibration in linear systems. Because input shapin...
© American Society of Mechanical EngineersThe original input shaping technique developed by Singer a...
Noise is unavoidable and/or present in a wide variety of engineering systems. Although considered to...
Mechanical control systems are a very important class of nonlinear control systems. They possess a ...
The requirements for large robots in waste management and space applications necessitate active vibr...
This dissertation is divided into two parts. In the first part we consider the problem of feedback s...
This research studies two advanced nonlinear optimal control techniques, i.e., the freezing control...