GPOPS-II example
Brachistochrone Problem
The brachistochrone optimal control problem is stated as follows.
Problem library
Representative GPOPS-II optimal control examples with dedicated MathJax problem statement pages.
Select an example to open its mathematical problem statement and solution figure area.
GPOPS-II example
The brachistochrone optimal control problem is stated as follows.
GPOPS-II example
The Bryson-Denham state-constrained double integrator problem optimal control problem is stated as follows.
GPOPS-II example
The dynamic soaring optimal control problem is stated as follows.
GPOPS-II example
The free flying robot optimal control problem is stated as follows.
GPOPS-II example
The Goddard rocket maximum altitude optimal control problem is stated as follows.
GPOPS-II example
The maximum range of a hang glider optimal control problem is stated as follows.
GPOPS-II example
The hyper-sensitive optimal control problem is stated as follows.
GPOPS-II example
The kinetic batch reactor optimal control problem is stated as follows.
GPOPS-II example
The multiple-stage launch vehicle ascent optimal control problem is stated as follows.
GPOPS-II example
The low-thrust orbit transfer optimal control problem is stated as follows.
GPOPS-II example
The minimum time-to-climb of a supersonic aircraft optimal control problem is stated as follows.
GPOPS-II example
The moon lander optimal control problem is stated as follows.
GPOPS-II example
The orbit-raising optimal control problem is stated as follows.
GPOPS-II example
The reusable launch vehicle ascent optimal control problem is stated as follows.
GPOPS-II example
The reusable launch vehicle optimal control problem is stated as follows.
GPOPS-II example
The reusable launch vehicle optimal control problem is stated as follows.
GPOPS-II example
The space station attitude reorientation optimal control problem is given as follows.
GPOPS-II example
The two-strain tuberculosis optimal control problem is stated as follows.
GPOPS-II example
The tumor anti-angiogenesis optimal control problem is stated as follows.