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A. Kumaravel

Researcher at K. S. Rangasamy College of Technology

Publications -  49
Citations -  1758

A. Kumaravel is an academic researcher from K. S. Rangasamy College of Technology. The author has contributed to research in topics: Fiber & Ultimate tensile strength. The author has an hindex of 17, co-authored 39 publications receiving 1257 citations. Previous affiliations of A. Kumaravel include Indian Institute of Technology Madras.

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Proceedings ArticleDOI

Study on the Performance of Single Slope Solar Still using Marble Stone as Energy Storage Material

TL;DR: In this article , the effectiveness of a conventional solar still (CSS), or a solar still with a single basin and a slope, was evaluated in this study, and the primary objective of this study is to evaluate if using Phase Change Materials (PCM) or marble stone (MS) stones as supports improves the performance of the Solar still through the day and night, hence boosting the solar still yield.
Book ChapterDOI

An Experimental Investigation on DI-CI Engine Characteristics Fueled with Green Synthesized Nanoparticle Doped with Biodiesel Blends

TL;DR: In this paper, the preparation of green synthesized silver nanoparticles (AgNPs) is discussed and experimentally investigated the DI-CI engine characteristics of diesel, B20 (ethyl esters of green biodiesel from neem oilseed) and B20GS20 (B20 doped with the green synthesis of nano-nodes from nem leaf extract) as a test fuel Converting the raw nem oil into the biodiesel by transesterification process using ethanol as a solvent and KOH as a catalyst properties of various nanoadditive biodiesel blends and
Journal ArticleDOI

A New Perspective for Solving the System of Differential Equations Describing Arm Race Model in Neutrosophic Environment

Abstract: The term “arms race” literally refers to competitions between nations for military superiority during times of peace. For a number of reasons, arms races have attracted a lot of attention. They are widely meant to have important repercussions for national security. The best course of action for a nation facing an aggressive foe is to engage in an armaments race. If one nation raises its arsenal, another will follow suit, in order the first nation responds by increasing its arsenal. Differential equations can be used to model this type of arms race. Both Engineering and Science rely only on differential equations. Modeling the problems in this field include some parameters that are uncertain or imprecise. To resolve this, neutrosophic differential equations are evolved. In this article, the arms race is modeled using a differential equation with a triangular neutrosophic number as the initial value. The system of neutrosophic differential equation is then solved using the MATLAB tool and the results are visualised graphically. The solution is compared by finding the value, ambiguity, and rank of neutrosophic numbers.