Student as an investigator: simulation on optic synergetics

Boris N. Poizner; Alexey I. Arshinov; Renat R. Mudarisov; Natalyia A. Starova

doi:10.1117/12.224076

13 October 1995 Student as an investigator: simulation on optic synergetics

Boris N. Poizner, Alexey I. Arshinov, Renat R. Mudarisov, Natalyia A. Starova

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Proceedings Volume 2525, 1995 International Conference on Education in Optics; (1995) https://doi.org/10.1117/12.224076
Event: SPIE's 1995 International Symposium on Optical Science, Engineering, and Instrumentation, 1995, San Diego, CA, United States

Abstract

The authors take over the following tasks: development of fundamental creative styles of student's thinking; study of some morphogenesis phenomena; the mastery of computer technology of investigations on optical synergetics by the students. The authors have elaborated the system of training-investigating problems presented to students. Each student is put into problem situation of an investigator, solving a new problem concerning the optical morphogenesis in a ring four-mirror interferometer, containing nonlinear medium and linear 2D large-scale transformator of the light field (in the feedback circuit). The phase shift distribution in the cross section of the laser beam is described by nonlinear parabolic equation with displaced space argument. The student must study processes of the optical structures generation by means of the simulation. The content of the training-investigating problems foresees various tasks for the student, for instance an explanation of the simulation results, predictions about the structures shape and behavior, test of the student hypothesis, modification of the physical model.

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Boris N. Poizner, Alexey I. Arshinov, Renat R. Mudarisov, and Natalyia A. Starova "Student as an investigator: simulation on optic synergetics", Proc. SPIE 2525, 1995 International Conference on Education in Optics, (13 October 1995); https://doi.org/10.1117/12.224076

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KEYWORDS

Interferometers

Nonlinear optics

Computer simulations

Phase shifts

Mathematical modeling

Optical simulations

Liquid crystals

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