Journal of the European Optical Society-Rapid Publications, Volume. 19, Issue 1, 2023006(2023)
Transient optical simulation by coupling elastic multibody systems, finite elements, and ray tracing
[1] K.B. Doyle, V.L. Genberg, G.J. Michels, G.R. Bisson. Optical modeling of finite element surface displacements using commercial software, 5867, 149-160(2005).
[2] P.A. Coronato, R.C. Juergens. Transferring FEA results to optics codes with zernikes: a review of techniques, 5176, 1-8(2003).
[3] J. Störkle, P. Eberhard. Using integrated multibody systems for dynamical-optical simulations.
[4] V.L. Genberg, G.J. Michels, K.B. Doyle. Making FEA results useful in optical analysis, 4769, 24-33(2002).
[5] A. Gatej, J. Wasselowski, P. Loosen. Using adaptive weighted least squares approximation for coupling thermal and optical simulation.
[6] K.B. Doyle, Victor Genberg, G.J. Michels.
[7] N. Wengert. Gekoppelte dynamisch-optische Simulation von Hochleistungsobjektiven (in German). Dissertation, Schriften aus dem Institut für Technische und Numerische Mechanik der Universität Stuttgart, 40(2015).
[8] J. Störkle.
[9] D. Meschede. Optik, Licht und Laser (in German)(2008).
[10] A. Sharma, D.V. Kumar, A.K. Ghatak. Tracing rays through graded-index media: a new method.
[11] L. Hahn, J. Störkle, P. Eberhard. Consideration of polarization during the ray tracing for mechanically stressed lenses in dynamical-optical systems.
[12] L. Hahn, P. Eberhard. Transient dynamical-thermal-optical system modeling and simulation.
[13] N. Wengert, P. Eberhard. Using dynamic stress recovery to investigate stress effects in the dynamics of optical lenses. Proceedings of the 7th ICCSM(2012).
[14] C. Nowakowski, J. Fehr, M. Fischer, P. Eberhard. Model order reduction in elastic multibody systems using the floating frame of reference formulation.
[15] M. Lehner, P. Eberhard. Modellreduktion in elastischen Mehrkörpersystemen (Model Reduction in Flexible Multibody Systems), 54, 170-177(2006).
[16] R. Schwertassek, O. Wallrapp.
[17] F. Zernike. Beugungstheorie des Schneidenverfahrens und seiner verbesserten Form, der Phasenkontrastmethode (in German).
[18] K.B. Doyle, V.L. Genberg, G.J. Michels. Integrated otomechanical analysis.
[19] Z. Omar, N. Mitianoudis, T. Stathaki. Two-dimensional Chebyshev polynomials for image fusion. 28th picture coding symposium, 426-429(2010).
[20] R.J. Tangelder, L.H.J.F. Beckmann, J. Meijer. Influence of temperature gradients on the performance of ZnSe lenses. Zuegge H. (ed) Lens and optical systems design, 193-201(1993).
[21] F. Matter, P. Ziegler, I. Iroz, P. Eberhard. Simulation of thermoelastic problems with the finite element method.
[22] D.W. Nicholson.
[23] H.J. Hoffmann, W.W. Jochs, G. Westenberger. Dispersion formula for the thermo-optic coefficient of optical glasses. Marker A.J. III (ed),
[24] K.-J. Bathe.
[25] T. Belytschko, W.K. Liu, B. Moran.
Get Citation
Copy Citation Text
Luzia Hahn, Fabian Matter, Peter Eberhard. Transient optical simulation by coupling elastic multibody systems, finite elements, and ray tracing[J]. Journal of the European Optical Society-Rapid Publications, 2023, 19(1): 2023006
Category: Research Articles
Received: Feb. 1, 2022
Accepted: Feb. 7, 2023
Published Online: Aug. 31, 2023
The Author Email: Hahn Luzia (luzia.hahn@itm.uni-stuttgart.de), Matter Fabian (luzia.hahn@itm.uni-stuttgart.de), Eberhard Peter (luzia.hahn@itm.uni-stuttgart.de)