PROJECT TITLE :

Numerical Analysis of Second Harmonic Generation in Soft Glass Equiangular Spiral Photonic Crystal Fibers

ABSTRACT:

In this paper, the accurate and numerically efficient finite element (FE)-based beam propagation method (BPM) has been employed to investigate second harmonic generation (SHG) in highly nonlinear soft glass (SF57) equiangular spiral photonic crystal fibers (ES-PCFs) for the first time. It is shown here that the SHG output power in highly nonlinear SF57 soft glass PCF exploiting the ES design is significantly higher compared with that of silica PCF with hexagonal air-hole arrangements. The effects of fabrication tolerances on the coherence length and the modal properties of ES-PCF are also illustrated. Moreover, phase matching between the fundamental and the second harmonic modes is discussed through the use of the quasi-phase matching technique. Furthermore, the ultralow bending loss in the SF57 ES-PCF design has been successfully analyzed.


Did you like this research project?

To get this research project Guidelines, Training and Code... Click Here


PROJECT TITLE :Cost-Optimal Caching for D2D Networks With User Mobility: Modeling, Analysis, and Computational Approaches - 2018ABSTRACT:Caching well-liked files at the user equipments (UEs) provides an efficient way to alleviate
PROJECT TITLE :Design, Analysis, and Implementation of ARPKI: An Attack-Resilient Public-Key Infrastructure - 2018ABSTRACT:This Transport Layer Security (TLS) Public-Key Infrastructure (PKI) is based on a weakest-link security
PROJECT TITLE :Simulation, Analysis, and Verification of Substrate Currents for Layout Optimization of Smart Power ICsABSTRACT:Today circuit failures in Smart Power ICs because of substrate couplings are partially addressed during
PROJECT TITLE :A Numerical Study on the Wiretap Network With a Simple Network TopologyABSTRACT:During this paper, we have a tendency to study a security downside on a simple wiretap network, consisting of a supply node S, a destination
PROJECT TITLE :Combined Experimental and Numerical Method for Loss Separation in Permanent-Magnet Brushless MachinesABSTRACT:Permanent-magnet synchronous machines are a high-potency motion solution. As the potency bar is raised,

Ready to Complete Your Academic MTech Project Work In Affordable Price ?

Project Enquiry