Shortcuts to adiabaticity are implemented in classical nonlinear dissipative systems by inverse engineering endpoint-stationary trajectories in a coupled manipulator, with comparisons to time-optimal and PID controls plus a mid-course correction.
As a benchmark for feedback stabilization, we intro- duce a proportional-integral-derivative (PID) tracking scheme [52]
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Classical counterparts of shortcuts to adiabaticity in nonlinear dissipative Lagrangian systems
Shortcuts to adiabaticity are implemented in classical nonlinear dissipative systems by inverse engineering endpoint-stationary trajectories in a coupled manipulator, with comparisons to time-optimal and PID controls plus a mid-course correction.