A
Asit Ranjan Ghosh
Researcher at VIT University
Publications - 99
Citations - 1906
Asit Ranjan Ghosh is an academic researcher from VIT University. The author has contributed to research in topics: Shigella & Harmonic balance. The author has an hindex of 21, co-authored 96 publications receiving 1605 citations. Previous affiliations of Asit Ranjan Ghosh include Regional Medical Research Centre & Fermilab.
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Obesity: An overview of possible role(s) of gut hormones, lipid sensing and gut microbiota
TL;DR: The role of various physiological factors such as gut hormone and lipid sensing involved in various tissues and organ and most important by the role of gut microbiota in weight management are summarized.
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Green synthesis of silver nanoparticles using Terminalia chebula extract at room temperature and their antimicrobial studies
Kesarla Mohan Kumar,Madhulika Sinha,Badal Kumar Mandal,Asit Ranjan Ghosh,Koppala Siva Kumar,Pamanji Sreedhara Reddy +5 more
TL;DR: A green rapid biogenic synthesis of silver nanoparticles (Ag NPs) using Terminalia chebula (T.Chebula) aqueous extract showed good antimicrobial activity towards both Gram-positive bacteria and Gram-negative bacteria and Industrially it may be a smart option for the preparation ofsilver nanoparticles.
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Comparison of an exact and an approximate method of singularity avoidance in platform type parallel manipulators
TL;DR: In this paper, two online singularity avoidance schemes are proposed to find an alternate path of the manipulator near singularity to keep the actuator forces always within their capacities, which is shown to yield a minimum deviation of the PPM from the specified path but it requires a high computation time.
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Forced Nonlinear Oscillations of an Autoparametric System—Part 1: Periodic Responses
TL;DR: Forced oscillations of a two-degree-of-freedom autoparametric system with moderately high excitations were studied in this paper, and the approximate results obtained by the method of harmonic balance were found to be satisfactory by comparing with those obtained by numerical integration.
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Non-linear vibrations of a harmonically excited autoparametric system
TL;DR: In this paper, a parametrically excited pendulum hinged to the mass is considered and two types of restoring forces on the pendulum are considered, and the method of harmonic balance is used to evaluate the system response.