Local controllability of the two-link magneto-elastic micro-swimmer
A recent promising technique for robotic micro-swimmers is to endow them with a
magnetization and apply an external magnetic field to provoke their deformation. In this …
magnetization and apply an external magnetic field to provoke their deformation. In this …
Optimal strokes at low Reynolds number: a geometric and numerical study of Copepod and Purcell swimmers
P Bettiol, B Bonnard, J Rouot - SIAM Journal on Control and Optimization, 2018 - SIAM
In this article we provide a comparative geometric and numerical analysis of optimal strokes
for two different rigid links swimmer models at low Reynolds number: the copepod swimmer …
for two different rigid links swimmer models at low Reynolds number: the copepod swimmer …
[图书][B] Geometric and Numerical Optimal Control: Application to Swimming at Low Reynolds Number and Magnetic Resonance Imaging
B Bonnard, M Chyba, J Rouot - 2018 - books.google.com
This book introduces readers to techniques of geometric optimal control as well as the
exposure and applicability of adapted numerical schemes. It is based on two real-world …
exposure and applicability of adapted numerical schemes. It is based on two real-world …
Analysis of efficient strokes for multi-legged microswimmers
M Chyba, Y Kravchenko… - … IEEE Conference on …, 2017 - ieeexplore.ieee.org
We consider efficient controls for swimming with multiple rigid legs at low Reynolds number.
We derive equations governing the translation and rotation of a general class of multi …
We derive equations governing the translation and rotation of a general class of multi …
Geometric and numerical methods in optimal control and applications to the swimming problem at low Reynolds number and to low thrust orbital transfer
J Rouot - 2016 - inria.hal.science
The first part of this work is devoted to the study of the swimming at low Reynolds number
where we consider a2-link swimmer to model the motion of a Copepod and the seminal …
where we consider a2-link swimmer to model the motion of a Copepod and the seminal …
Optimal Strokes: a Geometric and Numerical Study of the Copepod Swimmer
B Bonnard, M Chyba, D Takagi, J Rouot, R Zou - 2016 - inria.hal.science
The objective of this article is to make a geometric and numerical analysis concerning the
optimal displacements of a larval copepod swimming at low Reynolds number. A simplified …
optimal displacements of a larval copepod swimming at low Reynolds number. A simplified …
Bernard Bonnard· Monique Chyba
J Rouot - Springer
The motivation for the notes presented in this volume of BCAM SpringerBriefs comes from a
multidisciplinary graduate course offered to students in Mathematics, Physics or Control …
multidisciplinary graduate course offered to students in Mathematics, Physics or Control …
[PDF][PDF] A note about the geometric optimal control of the copepod swimmer
B Bonnard, M Chyba, D Takagi, J Rouot, R Zou - math.hawaii.edu
The objective of this note is to make preliminary remarks concerning the optimal kinematics
of a larval copepod swimming at low Reynolds number. A simplified model of locomotion is …
of a larval copepod swimming at low Reynolds number. A simplified model of locomotion is …