2003
A. Suryanto, E van Groesen, M. Hammer & H.
A finite element scheme to study the response of a finite grating without
and with defects, Optical and
Quantum Electronics 35(2003)313-332
H. Uranus,
H.
Finite difference scheme for
planar waveguides with arbitrary index profiles and its implementation for
anisotropic waveguides, Optical and Quantum Electronics 35(2003)
E. van Groesen,
Variational
modelling for integrated optical devices, Proceedin
TU Vienna, 5-7
February 2003, pp. 76-82
P. Peterson, T. Soomere, J.
Engelbrecht &
Interaction soliton as a possible model for extreme waves, accepted Nonlinear Processes in Geophysics.
2003
2002
Andonowati
& E. van Groesen (eds):
EPAM General Meeting
2002, 309-391
N.
Karjanto, E. van Groesen & P. Peterson, Investigation of the maximum amplitude increase from the Benjamin-
Feir
instability, MIHMI (Journal Indonesian Mathematical
Society) 8(2002)39-47
H. Uranus, H.
Analysis of
integrated optical waveguides, MIHMI (Journal Indonesian
Mathematical Society) 8(2002)49-62
Andonowati & E van Groesen:
Similarities between optical and surface water
waves, MIHMI
(Journal Indonesian Mathematical Society) 8(2002)1-8
E. van
Groesen, E. Cahyono & A. Suryanto,
Uni-directional models for narrow and broad pulse
propagation in second order nonlinear media, Optical and Quantum Electronics 34(2002)577-595
A. Suryanto and E. van Groesen,
Break
up of bound-N-spatial-soliton in a ramp waveguide, Optical and Quantum Electronics 34(2002)597-606
E. van Groesen, J. Westhuis
Modelling and simulation of
surface water waves, Journal Mathematics
and Computer in Simulation 59(2002)341-360
E. van Groesen, Andonowati & R.
MATHLAB, Mathematical support for
hydrodynamic Laboratories, Highlight Annual Report 2001 National Research
School for Fluid Dynamics J.M. Burgers
Centre, 2002, 35-36
E van Groesen, T. Nusantara & E.
Soewono,
Large variations
in NLS bi-soliton wave groups, Optical
and Quantum Electronics 33, pp 499 - 512 (2001)
A. Suryanto and E. van Groesen,
On the swing effect of spatial inhomogeneous NLS soliton, J. Nonlinear Optical Physics and Materials 10
(2001) 143-152
A. Suryanto, E. van Groesen & H.J.W.M.
Deformation of modulated wave groups in third-order nonlinear media, Optical and Quantum Electronics 33(2001) 513 - 525
P. Peterson & E. van Groesen
Sensitivity of the inverse wave crest problem, Wave Motion, 34 (2001)391-399
J. Westhuis, E. van Groesen, R.H.M.
Experiments and Numerics
of Bichromatic Wave Groups Jrnl.
Waterway, Port, Coastal and Ocean Engineering 127 (2001)334-342
W.L.
IJzerman, E. van Groesen,
Low-dimensional
model for vortex merging in the two-dimensional temporal mixing layer, European Journal of
Mechanics, B/fluids, 20 (2001) 821-840.
P. Peterson and
E. van Groesen
A direct and inverse problem for wave crests modelled
by interactions of two solitons, Phys. D, 141, (2000)
316-332
R. Stoffer, H.J.W.M.
Numerical studies of 2D photonic crystals: Waveguides,
coupling between waveguides and filters, Optical
and Quantum Electronics, 32,
(2000), 947-961
J. Westhuis, E. van Groesen and R.H.M.
Long Time Evolution of Unstable Bichromatic Waves, 15th
International Workshop on Water Waves and Floating Bodies, editor: T. Miloh, Tel
Aviv, 2000, pp. 184-187. ISBN
965-274-288-0
E. van Groesen, Andonowati & E. Soewono
Non-linear effects in bi-chromatic surface waves, Proc. Estonian Acad. Sci, Phys.Math..48 (1999)
206-229
E. Cahyono, E. van Groesen & Andonowati
Predicting wave field evolutions in towing tanks, Proc. ITB, 31 (1999)
331 - 339
S.R. Pudjaprasetya, E. van Groesen & E. Soewono
The splitting of solitary waves over shallower water, Wave Motion, 29(1999) 375-389
R. Stoffer, P.A.A.J. Bollerman, H.J.W.M.
New true fourth-order accurate scalar beam propagation
methods for both TE and TM polarization, Optical
and Quantum Electronics 31 (1999)
705-720
R. Stoffer, R.M. de Ridder, H.J.W.M.
Calculations on 2-dimensional Waveguides in Photonic
Crystals, Proceedin
E. van Groesen, R.
LabMath: support for wave generation
in hydrodynamics laboratories, in
Proceedin
Jamaluddin, E. Cahyono, E. van Groesen, Andonowati
Wave Generation at IHL, in Proceedin
E. van Groesen, F.S. Widoyono & T. Nusantara
Modelling waves in a towing tank, Int. J. Indonesian Math.
Soc. 4 (1998)
pp 55-68
E. van Groesen
Wave groups
in unidirectional surface wave models'', J.
Eng.Math 34 (1998) pp 215-226
E. van Groesen
WKB-and SVE- approximative methods for
slowly varying nonlinear dielectric media'', Optical and Quantum Electronics 30 (1998) pp 467 - 474
E.F.G.
van Daalen, E. van Groesen & S.R. Pudjaprasetya
BEM-numerics
and KdV-model analysis for solitary wave split-up, Computational Mechanics, 19 (1997)
179--187
E
van Groesen & E. Soewono (eds.)
Differential
equations: Theory, Numerics and Applications,
proceedin
S.R.
Pudjaprasetya & E. van Groesen:
Uni-directional waves over slowly varying bottom, part
II: Deformation of travelling waves'', Wave
Motion, 23(1996) pp 23-38.
E.
Fledderus & E. van Groesen
Perturbations
of coherent structures, invited contribution, Rep.Prog.Phys.
59 (1996) pp 511-600
E.
Fledderus & E. van Groesen:
Quasi-homogeneous critical swirling flows in expanding
pipes'', part II, J.Math.Anal.Appl.,
199 (1996) 676-698.
G.
Derks & E. van Groesen
Dissipation
in Hamiltonian systems: decaying cnoidal waves'',
E.
van Groesen, B. van de Fliert & E. Fledderus:
Quasi-homogeneous
critical swirling flows in expanding pipes, Part I, J. Math. Anal. Appl., 192 (1995)
pp 764-788
E.
van Groesen& E.M. de Jager
Mathematical structures
in continuous dynamical systems, Elsevier, Amsterdam, 631 pg,
1994.
B.W.
van de Fliert & E. van Groesen
On variational principles for coherent vortex structures,
Appl. Sci.Res. 51 (1993) 399 -- 403.
E.
van Groesen & S.R. Pudjaprasetya
Uni-directional waves over slowly varying bottom, part
I: Derivation of a KdV-type of equation, Wave
Motion 18(1993) 345 -- 370.
E. van
Groesen
Symmetry methods in
Symmetry-broken systems, Lect. Appl.Math.
29 (1993)413 -- 424.
G.
Derks & E. van Groesen:
Energy propagation in dissipative systems, part II:
Centrovelocity for nonlinear wave equations; Wave Motion 15 (1992)
159--172.
E.
van Daalen, J. Broeze & E. van Groesen
Variational principles and
conservation laws in the derivation of radiation boundary conditions for wave
equations; Math. of
Comp. 58 (1992) 55--71.
E. van
Groesen:
Periodic and quasi-periodic Hamiltonian motions as
relative equilibria: in proceedin
B.
van de Fliert & E. van Groesen
Monopolar vortices as relative equilibria and their
dissipative decay, Nonlinearity 5 (1992) 473--495.
E. van
Groesen & R. Verstappen
A dynamic variation principle for elastic-fluid
contacts, applied to Elast-Hydrodynamic Lubrication
theory, Int. J. eng. Sci. 28 (1990) 99-113.
T.P.
Valkering & E. van Groesen
Decay and resonance of coherent structures, in: ``Nonlinear dynamics in Engineering Systems'',
W. Schielen (ed.) Springer 1990, pp. 329-335.
E. van
Groesen & F. Mainardi
Balance Laws and
Centro-velocity in Dissipative systems, J.
Math. Phys., 31 (1990)
2136-40.
E.
van Groesen, F.P.H. van
Decay of travelling waves in dissipative Poisson
systems, ZAMP 41(1990) 501-523.
R.
Verstappen & E. van Groesen:
On the consistent formulation and
approximation of EHL theory, J. of
Tribology 111 (1989) 108--113.
E. van
Groesen:
The self-organization principle for
2D Navier-Stokes equations, in proceedin
A.
Eydeland & E. van Groesen:
An extended self-organization principle for modelling
and calculating the dissipation of 2D confined vortices, Nonlinearity 2 (1989)
459--475.
E.
van Groesen & F. Mainardi:
Energy propagation in dissipative systems, part I,
Centrovelocity for linear systems Wave
Motion 11 (1989) 201--209.
E. van
Groesen:
A deterministic approach towards
self-organization in continuous media, Contemp.
Math. 99 (1989) 259--276.
F.
Mainardi & E. van Groesen:
Energy propagation in
Linear Hyperbolic Systems, Part I, Nuovo
Cimento 104 (1989) 487--496.
M.
Hazewinkel, R.M.M. Mattheij & E. van Groesen
Proceedin
E. van
Groesen
Analytical mini-max methods for
Hamiltonian brake orbits of prescribed energy, J. Math. Anal.Appl. 132
(1988) 1--12.
E. van
Groesen
Time-asymptotics and the selforganization
hypothesis for 2D Navier-Stokes equations, Physica 148a
(1988) 312--330.
E. van
Groesen
The value function of a modified Jacobi functional, in
Proceedin
E. van
Groesen
On small period, large amplitude normal modes of
natural Hamiltonian systems,
Nonlinear Anal. TMA.
10 (1986)
pp 41--53.
E. van
Groesen
Duality between period and energy of
certain periodic Hamiltonian motions, J. London Math. Soc. 34 (1986) pp
435--448.
E.
van Groesen
Over bergpassen tot een Godsbewijs?,
in CWI-syllabus 7, CWI
Amsterdam, 1985, pp. 237--245, reprinted from W&N-bulletin, Univ.
E. van
Groesen
Applications of natural constraints in critical point
theory to boundary value problems on domains with rotation symmetry, Arch. Math. 44 (1985) pp 171--179.
E. van
Groesen
Existence of multiple normal mode trajectories on
convex energy surfaces of even, classical Hamiltonian systems, J. Diff. Eq. 57 (1985) pp 70--89.
J.
Brox, G. Vertogen & E. van Groesen
On the field-induced cholesteric-nematic transition in
cholesteric liquid crystals with homeotropic boundary conditions, Z. Naturforsch. 381 (1983) pp 1--9.
E. van
Groesen
On normal modes in classical Hamiltonian
systems, J. Nonlin. Mech. 18 (1983) pp 55--70.
G.
Vertogen & E. van Groesen
The field induced instability in the
planar texture of cholestric liquid crystals, J. Chem. Phys 76
(1982) pp 2043--2046.
L.S.
Frank & E. van Groesen
Singular perturbations of an elliptic
operator with discontinuous nonlinearity, in ``Analytical and numerical
approaches to asymptotic problems in analysis'', O. Axelsson, L.S. Frank &
A. v.d. Sluis (eds.), North-Holland,
E. van
Groesen
Bifurcating electric wires, Appli. Sci. Res. 37 (1981) pp 53--65.
E.
van Groesen
Unidirectional
wave propagation in one-dimensional first order Hamiltonian systems, J. Math.Phys. 21 (1980) pp 1646--1655.
E. van
Groesen
Variational methods
in Mathematical Physics, Ph.D.-thesis, Eindhoven University of Technology,
December 1978.
L.J.F.
Broer & E. van Groesen
Simple wave interaction of an elastic
string, Rheol. Acta 16Z (1977) pp 161--168.
L.J.F.
Broer, E. van Groesen & J.M.W. Timmers
Stable
model equations for long water waves, Appl. Sci. Res. 32 (1976) pp 619--636.
E. van
Groesen
Variational methods for nonlinear operator equations,
Chapter X, pp. 100--191 in ``Nonlinear Analysis'', N.M. Temme (ed.), MC-syllabus 26.2,
Mathematisch Centrum,