Simulation of a Gaussian beam in an optical waveguide

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Discussion Overview

The discussion centers around simulating a Gaussian beam in an optical waveguide with a circular cross-section using numerical techniques in MATLAB. Participants explore the theoretical background and seek guidance on the mathematical framework for the simulation.

Discussion Character

  • Exploratory
  • Technical explanation
  • Mathematical reasoning

Main Points Raised

  • One participant expresses familiarity with the theory of modes in optical fibers and seeks numerical techniques for simulating Gaussian beam propagation.
  • Another participant inquires about considerations such as group velocity dispersion, bending radius, and fiber cladding, prompting clarification of the simulation's objectives.
  • A later reply confirms that group velocity dispersion is considered and describes the fiber as having a step index profile, while noting that the effect of bending is not currently included in the simulation scope.
  • Additional resources are provided by another participant, including links to models and references that may assist in the simulation process.

Areas of Agreement / Disagreement

Participants do not reach consensus on the specific numerical techniques to be used, and multiple viewpoints regarding the simulation's parameters and objectives are present.

Contextual Notes

Limitations include the absence of detailed mathematical steps for the simulation and the specific numerical methods to be employed. The discussion also does not resolve how bending radius impacts the simulation.

Who May Find This Useful

Researchers and practitioners interested in optical waveguides, Gaussian beam propagation, and numerical simulation techniques in MATLAB may find this discussion relevant.

Aniket1
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I am trying to simulate a Gaussian beam through an optical waveguide having a circular cross-section in matlab. I am familiar with the theory of modes in an optical fiber and can analytically calculate the evolution of the beam by breaking down the beam into a sum of infinite modes.
However, I wish to know if there is any numerical technique to simulate the same process numerically.
Thank you.
 
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Is group velocity dispersion considered? Bending radius? Fiber cladding? What are your objectives?
 
UltrafastPED said:
Is group velocity dispersion considered? Bending radius? Fiber cladding? What are your objectives?

Yes. Group velocity dispersion is considered. The fiber has a step index profile (constant refractive index inside the core and cladding with a small difference between their values). I'm not considering the effect of bending right now. I only want to get an idea of how to start with the simulation in terms of mathematics.
Thank you
 

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