Heritage Institute of Technology

About: Heritage Institute of Technology is a based out in . It is known for research contribution in the topics: Support vector machine & Transconductance. The organization has 581 authors who have published 1045 publications receiving 8345 citations.

Approach towards the characteristic interpretation of Electromyography (EMG) signal with clinical study

Abstract: This paper is based on the glimpse of the clinical studies and its applications for starting different characteristic interpretation of Electromyography (EMG) signal. The paper presents the biological and the clinical properties of different human muscles and their movements. Strong and precise information about both active and inactive conditions of the skeletal muscles i.e propius muscle, biceps muscle, triceps muscle, deltoid muscle, etc. are shown in a tabular format. In real world, the elimination of anomaly of noisy EMG signal and its proper implementation is very difficult work. An attempt is taken on accomplishing an efficient and discretized knowledge based database of EMG interpretation and by the help of this database we just took a footstep to generate an actuator for the EMG interpretation to facilitate the modeling of dexterous prosthetic arm.

A generalized design of one dimensional photonic crystal based optical filter with lossy materials

Abstract: A fully generalized analytical method has been formulated for the design of a Photonic crystal based optical band-pass filter with lossy materials. The losses have been considered within the constitutive materials, both for crystals and defects. Relations between the material’s loss-tangent and resonator’s mode amplitudes have been understood. The optimum filter structures for any refractive index ratio have been found and tolerance level of such design has been estimated. Finally, a FDTD simulation based results have been presented, to verify the transmission spectra of such optimized filter structures.

Solution of a Riemann–Hilbert problem for a new expression of Chandrasekhar’s H-function in radiative transfer

Abstract: The linear singular integral equation derived from the nonlinear integral equation of Chandrasekhar’s H-function in radiative transfer is considered here to develop a new form of H-function as a solution of a Riemann–Hilbert problem using Plemelj and Cauchy integral formulae for complex domain. This new form of H-function is a simple integral of known functions. Forms of H-function both for conservative and nonconservative cases are obtained. Their numerical evaluations are made by Simpson’s one-third rule to arrive at an accuracy to ninth places of decimals.