Conference Agenda

Topical Meetings and Sessions:

TOM 1 - Silicon Photonics and Guided-Wave Optics
TOM 2 - Computational, Adaptive and Freeform Optics
TOM 3 - Optical System Design, Tolerancing and Manufacturing
TOM 4 - Bio-Medical Optics
TOM 5 - Resonant Nanophotonics
TOM 6 - Optical Materials: crystals, thin films, organic molecules & polymers, syntheses, characterization and applications
TOM 7 - Thermal radiation and energy management
TOM 8 - Non-linear and Quantum Optics
TOM 9 - Opto-electronic Nanotechnologies and Complex Systems
TOM 10 - Frontiers in Optical Metrology
TOM 11 - Tapered optical fibers, from fundamental to applications
TOM 12 - Optofluidics
TOM 13 - Advances and Applications of Optics and Photonics
EU Project Session
Early Stage Researcher Session

More information on the Topical Meetings

Select a date or location to show only sessions at that day or location. Select a single session for a detailed view (with abstracts and downloads when you are logged in as a registered attendee). The rest of the TOM sessions, EU project session, tutorials, and Early Stage Researcher session will be updated soon. Thank you for your patience!

Please note that all times are shown in the time zone of the conference. The current conference time is: 26th Nov 2022, 08:04:35pm WET

 
 
Session Overview
Session
TOM2 S01: Computational, Adaptive and Freeform Optics - focus on Illumination, AR/VR and information driven: Freeform Systemssystems:
Time:
Tuesday, 13/Sept/2022:
11:30am - 1:00pm

Session Chair: Wilbert IJzerman, Signify, Netherlands, The
Location: B120

1st floor, 70 seats

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Presentations
11:30am - 12:00pm
Invited
ID: 338 / TOM2 S01: 1
TOM 2 Computational, Adaptive and Freeform Optics - focus on Illumination, AR/VR and information driven systems

Extended field-of-view light-sheet microscopy

Tom Vettenburg

University of Dundee, United Kingdom

Light-sheet fluorescence microscopy enables rapid 3D imaging of biological samples. Unlike confocal and two-photon microscopes, a light-sheet microscope illuminates the focal plane with an objective orthogonal to the detection axis and images it in a single snapshot. Its combination of height contrast and minimal sample exposure make it ideal to image thick samples with sub-cellular resolution. To uniformly illuminate a wide field-of-view without compromising axial resolution, propagation-invariant light-fields such as Bessel and Airy beams have been put forward. These beams do however irradiate the sample with a relatively broad transversal structure. The fluorescence excited by the side lobes of Bessel beams can be blocked physically during recording, at the cost of increased sample exposure. In contrast, the Airy beam has a fine transversal structure that is both curved and asymmetric. Its fine structure captures all the high-frequency components that enable high axial resolution without the need to discard useful fluorescence. This advantage does not carry over naturally to two-photon excitation where the fine transversal structure is suppressed. We demonstrate a symmetric and planar Airy light-sheet that can be used with two-photon excitation and that does not rely on deconvolution.



12:00pm - 12:15pm
ID: 164 / TOM2 S01: 2
TOM 2 Computational, Adaptive and Freeform Optics - focus on Illumination, AR/VR and information driven systems

Irradiance tailoring with multiple sources using B-spline refinement

Alexander Heemels, Aurèle Adam, Paul Urbach

TU Delft, Applied Physics, Optics Research Group, Delft, The Netherlands

To increase the irradiance generated by an illumination system, multiple sub-systems, each generating their own irradiance distribution can be used. We propose a method using B-spline refinement to find the irradiance distribution that a single sub-system produces, so a desired irradiance distribution is obtained using multiple sub-systems.



12:15pm - 12:30pm
ID: 136 / TOM2 S01: 3
TOM 2 Computational, Adaptive and Freeform Optics - focus on Illumination, AR/VR and information driven systems

Design of optical surfaces conform the hyperbolic Monge-Ampère equation

Maikel W.M.C. Bertens1, Martijn J.H. Anthonissen1, Jan H.M. ten Thije Boonkkamp1, Wilbert L. IJzerman1,2

1Technische Universiteit Eindhoven, Netherlands, The; 2Signify Research, The Netherlands

We present a method for designing freeform optical surfaces for illumination optics. By the laws of reflection, refraction and conservation of energy, a fully nonlinear PDE, the Monge-Ampère quation, is derived for the optical surface. By the edge ray principle a transport boundary condition is obtained. We solve the hyperbolic variant of the PDE using a least-squares method, resulting in optical saddle surfaces for a parallel source and far-field target.



12:30pm - 12:45pm
ID: 143 / TOM2 S01: 4
TOM 2 Computational, Adaptive and Freeform Optics - focus on Illumination, AR/VR and information driven systems

Including Fresnel reflection losses in freeform lens design

Teun van Roosmalen1, Jan H. M. ten Thije Boonkkamp1, Martijn J. H. Anthonissen1, Wilbert L. IJzerman1,2

1Eindhoven University of Technology, Netherlands, The; 2Signify Research, The Netherlands

We present an inverse method for optical design that compensates local Fresnel reflections. We elaborate this method for a point source and far-field target. We modify an existing design algorithm based on the least-squares method. This is done in such a way that the shape of the transmitted intensity is as desired.



12:45pm - 1:00pm
ID: 161 / TOM2 S01: 5
TOM 2 Computational, Adaptive and Freeform Optics - focus on Illumination, AR/VR and information driven systems

A discontinuous Galerkin method to solve Liouville's equation of geometrical optics

Robert A.M. van Gestel1, Martijn J.H. Anthonissen1, Jan H.M. ten Thije Boonkkamp1, Wilbert L. IJzerman1,2

1Eindhoven University of Technology, Netherlands, The; 2Signify

We present an alternative method to ray tracing that is based on a phase space description of light propagation. Liouville's equation of geometrical optics describes the evolution of the basic luminance on phase space. At an optical interface, the laws of optics describe non-local boundary conditions for the basic luminance. A discontinuous Galerkin method is employed to solve Liouville's equation for a dielectric total internal reflection concentrator.