This paper investigates application of SQP optimization algorithm to nonlinear model predictive control. It considers feasible vs. infeasible path methods, sequential vs. simultaneous methods and reduced vs full space methods. A new optimization algorithm coined rFOPT which remains feasibile with respect to inequality constraints is introduced. The suitable choices between these various strategies are assessed informally through a small CSTR case study. The case study also considers the effect various discretization methods have on the optimization problem
This paper provides a review of computationally efficient approaches to nonlinear model predictive c...
The combined use of the closed-loop paradigm, an augmented autonomous state space formulation, parti...
This paper discusses an algorithm for efficiently calculating the control moves for constrained nonl...
This paper investigates application of SQP optimization algorithms to nonlinear model pre-dictive co...
Abstract: This paper investigates application of SQP optimization algorithms to nonlinear model pred...
The nonlinear model predictive control (NMPC) is an on-line application based on nonlinear convoluti...
This overview paper reviews numerical methods for solution of optimal control problems in real-time,...
Nonlinear model predictive control (NMPC) and real-time dynamic optimization (RTDO) both based on a ...
In the practical cases, a manipulator is required to perform tasks, usually end-effector position an...
Abstract—This paper commences with a short review on optimal control for nonlinear systems, emphasiz...
In this contribution we present two interior-point path-following algorithms that solve the convex o...
Projected gradient descent denotes a class of iterative methods for solving optimization programs. I...
© 2017 IEEE. We present PANOC, a new algorithm for solving optimal control problems arising in nonli...
Optimization is one of the fundamental components in Model Predictive Control (MPC) and Non-linear M...
Model Predictive Control (MPC) is an optimal control method. At each instant of time, a per-formance...
This paper provides a review of computationally efficient approaches to nonlinear model predictive c...
The combined use of the closed-loop paradigm, an augmented autonomous state space formulation, parti...
This paper discusses an algorithm for efficiently calculating the control moves for constrained nonl...
This paper investigates application of SQP optimization algorithms to nonlinear model pre-dictive co...
Abstract: This paper investigates application of SQP optimization algorithms to nonlinear model pred...
The nonlinear model predictive control (NMPC) is an on-line application based on nonlinear convoluti...
This overview paper reviews numerical methods for solution of optimal control problems in real-time,...
Nonlinear model predictive control (NMPC) and real-time dynamic optimization (RTDO) both based on a ...
In the practical cases, a manipulator is required to perform tasks, usually end-effector position an...
Abstract—This paper commences with a short review on optimal control for nonlinear systems, emphasiz...
In this contribution we present two interior-point path-following algorithms that solve the convex o...
Projected gradient descent denotes a class of iterative methods for solving optimization programs. I...
© 2017 IEEE. We present PANOC, a new algorithm for solving optimal control problems arising in nonli...
Optimization is one of the fundamental components in Model Predictive Control (MPC) and Non-linear M...
Model Predictive Control (MPC) is an optimal control method. At each instant of time, a per-formance...
This paper provides a review of computationally efficient approaches to nonlinear model predictive c...
The combined use of the closed-loop paradigm, an augmented autonomous state space formulation, parti...
This paper discusses an algorithm for efficiently calculating the control moves for constrained nonl...