There has been tremendous development in linear controllability of complex networks. Real-world systems are fundamentally nonlinear. Is linear controllability relevant to nonlinear dynamical networks?

Optimal control of linear systems has evolved into a mature discipline combining rigorous mathematical foundations with powerful computational techniques. At its core lies the formulation of a control ...

A new weld head from Emhart Fastening Teknologies features a linear-motor drive that precisely times and controls lift heights, plunge velocity, and depth penetration of each attachment during welding ...