High power tapered semiconductor lasers are characterized by a huge amount of structural and geometrical design parameters and are subject to time-space instabilities like pulsations, self-focussing, filamentation and thermal lensing which yield restrictions to output power, beam quality and wavelength stability. Numerical simulations are an important tool for finding optimal design parameters, understanding the complicated dynamical behavior and for predicting new laser designs. We present fast dynamic high performance parallel simulation results based on traveling wave equations which are suitable for model calibration and parameter scanning of the long time dynamics in reasonable time. Simulation results are compared to experimental data
This paper describes a comprehensive simulation technique for semiconductor lasers. In particular, a...
In this paper we present a BPM simulator for the analysis of high power flared semiconductor lasers....
We consider a system of 1 + 2 dimensional partial differential equations which describes dynamics of...
High power tapered semiconductor lasers are characterized by a huge amount of structural and geometr...
Sequential and parallel algorithms for the simulation of the dynamics of high‐power semiconductor la...
High power, ultrashort laser pulses have generated a great amount of interest in recent years. Much ...
Increasing the brightness of high-power diode lasers is one of the key topics in today's semiconduct...
One of the key topics in today's semiconductor laser development activities is to increase the brigh...
A hierarchy of 1 (time) + 1 (space) dimensional first-order partial differential equation (traveling...
A 2 + 1 dimensional PDE traveling wave model describing spatial-lateral dynamics of edge-emitting br...
We present a quasi-3D steady state numerical simulation model for high power tapered Semiconductor O...
A hierarchy of 1 (time) + 1 (space) dimensional first-order partial differential equation (traveling...
We present a (2+1)-dimensional partial differential equation model for spatial-lateral dynamics of e...
We present a (2+1)-dimensional partial differential equation model for spatial-lateral dynamics of e...
This chapter introduces a hierarchy of Traveling wave (TW) models describing nonlinear dynamics in i...
This paper describes a comprehensive simulation technique for semiconductor lasers. In particular, a...
In this paper we present a BPM simulator for the analysis of high power flared semiconductor lasers....
We consider a system of 1 + 2 dimensional partial differential equations which describes dynamics of...
High power tapered semiconductor lasers are characterized by a huge amount of structural and geometr...
Sequential and parallel algorithms for the simulation of the dynamics of high‐power semiconductor la...
High power, ultrashort laser pulses have generated a great amount of interest in recent years. Much ...
Increasing the brightness of high-power diode lasers is one of the key topics in today's semiconduct...
One of the key topics in today's semiconductor laser development activities is to increase the brigh...
A hierarchy of 1 (time) + 1 (space) dimensional first-order partial differential equation (traveling...
A 2 + 1 dimensional PDE traveling wave model describing spatial-lateral dynamics of edge-emitting br...
We present a quasi-3D steady state numerical simulation model for high power tapered Semiconductor O...
A hierarchy of 1 (time) + 1 (space) dimensional first-order partial differential equation (traveling...
We present a (2+1)-dimensional partial differential equation model for spatial-lateral dynamics of e...
We present a (2+1)-dimensional partial differential equation model for spatial-lateral dynamics of e...
This chapter introduces a hierarchy of Traveling wave (TW) models describing nonlinear dynamics in i...
This paper describes a comprehensive simulation technique for semiconductor lasers. In particular, a...
In this paper we present a BPM simulator for the analysis of high power flared semiconductor lasers....
We consider a system of 1 + 2 dimensional partial differential equations which describes dynamics of...