18 results about "State-transition equation" patented technology

The state-transition equation is defined as the solution of the linear homogeneous state equation. The linear time-invariant state equation given by dx(t)/dt=Ax(t)+Bu(t)+Ew(t), with state vector x, control vector u, vector w of additive disturbances, and fixed matrices A, B, and E, can be solved by using either the classical method of solving linear differential equations or the Laplace transform method.