The equations of energy balance and heat conductivity are queried by introducing known parameters using virtual mathematical experimentation. Distribution of temperature by layers in depth for samples of superconducting material is obtained under different conditions. The structural defect at different state-liquid and solid was analyzed. The theoretical model generated was validated by experimental data. The temperature distribution under the irradiating laser intensity (0.45 W) shows an effective decay rate probability density function that is peculiar to the concept of photoluminescence.

Profiling Laser-Induced Temperature Fields for Superconducting Materials Using Mathematical Experimentation

The equations of energy balance and heat conductivity are queried by introducing known parameters using virtual
mathematical experimentation. Distribution of temperature by layers in depth for samples of superconducting
material is obtained under different conditions. The structural defect at different state-liquid and solid was analyzed.
The theoretical model generated was validated by experimental data. The temperature distribution under the
irradiating laser intensity (0.45 W) shows an effective decay rate probability density function that is peculiar to the
concept of photoluminescence.

Profiling Laser-Induced Temperature Fieldsfor Superconducting Materials UsingMathematical Experimentation

In this paper, a comparative analysis of the propagation of double exponential and Gaussian ultra-short pulses in fused-silica core-clad optical fibers has been presented. The present study has taken the non-linear propagation parameters from Schrodinger’s equation and for silica fiber into consideration. The analysis has been carried out for single-mode and multi-mode fibers, to study the effects of variation in pulse parameters and it has been observed that the double-exponential pulses have a bandwidth-efficiency ~23% over Gaussian pulses and may be useful as femtosecond-laser pulse shapes. It is found that double exponential pulses offer more resistance to dispersive effects than Gaussian pulses at longer distances and retain more power levels for higher input powers, while Gaussian pulses continue to decay. Finally, rapid decay in double-exponential pulses may make them suitable for time-and-wavelength-division-multiplexed passive optical networks (TWDM-PON) applications in optical communication.

An Investigation of Transmission Properties of Double-Exponential Pulses in Core-Clad Optical Fibers for Communication Application

Abstract. If we transmit more than a single pulse at a time inside the optical fiber then we have to maintain the minimum separation (6 ps) between the consecutive pulses. Interactions of solitons are studied using the modified nonlinear Schrödinger equation, which models nonlinear optical pulses in a single mode fiber. The main objective of this paper is to show the minimum separation of 6ps must require between two soliton pulses to increase the information carrying capacity of the fiber

http://www.ijsrpub.com/uploads/papers/IJSRIN/IJSRIN-Jul-Dec2013/IJSRIN-13-03.pdf

Analysis of Soliton Interaction in Optical Fiber Communication

The main aim of this paper is to implement the combine effect of linearity and nonlinearity in optical fiber that generate a stable, undistorted pulse called “soliton”. Analysis of first, second and third order soliton pulse propagation are done by modifying the nonlinear Schrodinger equation (NLSE).Further we have found that power requirement for transmitting fundamental order soliton, second order and third order are 83.3mW, 333.3mW and 750mW respectively. In which power of 83.3mW is appropriate for soliton pulse to maintain least loss during the propagation in optical fiber.

/pdf/dynamics-of-soliton-pulse-inside-optical-fiber-4hr4e8o7dx.pdf

Dynamics of soliton pulse inside optical fiber

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Analysis of Soliton Interaction in Optical Fiber Communication

Dynamics of soliton pulse inside optical fiber