Presentation Title
Improvement of a numerical method for modeling a semiconductor laser
Abstract
The differential equations for modeling distributed feedback semiconductor lasers are difficult or impossible to solve by hand, so we resort to numerical approximations that can be run by a computer. Naturally, these approximations introduce some error. In the case at hand, that error takes the form of random noise, and when left unchecked, it can mask our understanding of the laser's true behavior. Our improvements have successfully mitigated this error and revealed the true dynamics of the laser.
Primary Faculty Mentor Name
Taras Lakoba
Status
Undergraduate
Student College
College of Engineering and Mathematical Sciences
Program/Major
Mathematical Sciences
Primary Research Category
Engineering & Physical Sciences
Improvement of a numerical method for modeling a semiconductor laser
The differential equations for modeling distributed feedback semiconductor lasers are difficult or impossible to solve by hand, so we resort to numerical approximations that can be run by a computer. Naturally, these approximations introduce some error. In the case at hand, that error takes the form of random noise, and when left unchecked, it can mask our understanding of the laser's true behavior. Our improvements have successfully mitigated this error and revealed the true dynamics of the laser.