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Frederik Debrouwere
Frederik Debrouwere
Verified email at kuleuven.be
Title
Cited by
Cited by
Year
Automated guided vehicle systems, state-of-the-art control algorithms and techniques
M De Ryck, M Versteyhe, F Debrouwere
Journal of Manufacturing Systems 54, 152-173, 2020
4402020
Time-optimal path following for robots with convex–concave constraints using sequential convex programming
F Debrouwere, W Van Loock, G Pipeleers, QT Dinh, M Diehl, ...
IEEE Transactions on Robotics 29 (6), 1485-1495, 2013
1032013
A novel method to estimate the full knee joint kinematics using low cost IMU sensors for easy to implement low cost diagnostics
M Versteyhe, H De Vroey, F Debrouwere, H Hallez, K Claeys
Sensors 20 (6), 1683, 2020
282020
Experimental validation of combined nonlinear optimal control and estimation of an overhead crane
F Debrouwere, M Vukov, R Quirynen, M Diehl, J Swevers
IFAC Proceedings Volumes 47 (3), 9617-9622, 2014
262014
Time-optimal path following for robots with trajectory jerk constraints using sequential convex programming
F Debrouwere, W Van Loock, G Pipeleers, QT Dinh, M Diehl, ...
2013 IEEE International Conference on Robotics and Automation, 1916-1921, 2013
232013
Convex time-optimal robot path following with Cartesian acceleration and inertial force and torque constraints
F Debrouwere, W Van Loock, G Pipeleers, M Diehl, J Swevers, ...
Proceedings of the Institution of Mechanical Engineers, Part I: Journal of …, 2013
192013
Iterative learning control for optimal path following problems
P Janssens, W Van Loock, G Pipeleers, F Debrouwere, J Swevers
52nd IEEE conference on decision and control, 6670-6675, 2013
162013
Optimal robot path following fast solution methods for practical non-convex applications
F Debrouwere, J Swevers, J De Schutter, M Diehl
122015
Cartesian constrained time-optimal point-to-point motion planning for robots: the waiter problem
N van Duijkeren, F Debrouwere, G Pipeleers, J Swevers
Benelux Meeting on Systems and Control, Date: 2015/03/24-2015/03/26 …, 2015
112015
Linear programming under ε-contamination uncertainty
K Shariatmadar, M De Ryck, K Driesen, F Debrouwere, M Versteyhe
Computational and Mathematical Methods, 2019
10*2019
Time-optimal path following for robots with object collision avoidance using Lagrangian duality
F Debrouwere, W Van Loock, G Pipeleers, M Diehl, J De Schutter, ...
9th International Workshop on Robot Motion and Control, 186-191, 2013
92013
Time-optimal tube following for robotic manipulators
F Debrouwere, W Van Loock, G Pipeleers, J Swevers
2014 IEEE 13th International Workshop on Advanced Motion Control (AMC), 392-397, 2014
82014
Optimal modelling of process variations in industry 4.0 facility under advanced p-box uncertainty
K Shariatmadar, A Misra, F Debrouwere, M Versteyhe
2019 IEEE Student Conference on Research and Development (SCOReD), 180-185, 2019
72019
Time-optimal robot path following with cartesian acceleration constraints: a convex optimization approach
F Debrouwere, W Van Loock, G Pipeleers, Q Tran Dinh, M Diehl, ...
The 13th Mechatronics Forum International Conference 2 (3), 469-475, 2012
62012
Optimal tube following for robotic manipulators
F Debrouwere, W Van Loock, G Pipeleers, J Swevers
IFAC Proceedings Volumes 47 (3), 305-310, 2014
52014
Application of non-deterministic uncertainty models to improve resource constraint optimal scheduling
M Versteyhe, F Debrouwere
Journal of the Operational Research Society 72 (7), 1607-1618, 2021
42021
Practical application of the whipple and carvallo stability model on modern bicycles with pedal assistance
S Dieltiens, F Debrouwere, M Juwet, E Demeester
applied sciences 10 (16), 5672, 2020
42020
Optimal robot path following for minimal time versus energy loss trade-off using sequential convex programming
F Debrouwere, W Van Loock, G Pipeleers, QT Dinh, M Diehl, ...
2013 IEEE International Conference on Mechatronics (ICM), 316-320, 2013
42013
Approximating nonlinear model predictive controllers using support vector machines
T Dang, F Debrouwere, E Hostens
2021 Australian & New Zealand Control Conference (ANZCC), 155-160, 2021
32021
WITHDRAWN: A Novel Method for Optimal Robust PID Design based on Mixed Sensitivity Closed Loop Shaping and Convex Programming
F Debrouwere
European Journal of Control, 2021
22021
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Articles 1–20