Anand Kumar Yadav

Graphic Era University

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Baljeet Singh

Government Medical College

Anurag Kumar

META Health

P. Jurczak

University of Zielona Góra

Marín Marín

Transylvania University of Brașov

Erasmo Carrera

Polytechnic University of Turin

Vinod Varghese

Rashtrasant Tukadoji Maharaj Nagpur University

Sachin Kaushal

Lovely Professional University

E. Schnack

Karlsruhe Institute of Technology

Deepak Kumar

All India Institute of Medical Sciences Jodhpur

Lalsingh Khalsa

Rashtrasant Tukadoji Maharaj Nagpur University

Cooperative Institutions

Graphic Era University

103

Maharishi Markandeshwar University, Mullana

All India Institute of Medical Sciences

Banaras Hindu University

Chandigarh University

Central Institute of Medicinal and Aromatic Plants

Chitkara University

Lovely Professional University

Council of Scientific and Industrial Research

Institute of Management Technology

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Effect of Impedance Boundary on the Reflection of Plane Waves in Fraction-Order Thermoelasticity in an Initially Stressed Rotating Half-Space with a Magnetic Field

International Journal of Thermophysics (2020)

Anand Kumar Yadav

Thermoelastic damping

Reflection

Half-space

10.1007/s10765-020-02753-1

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Citations (17)

Mathematical Analysis of Corona Virus Disease

International Journal of Trend in Scientific Research and Development (2020)

Sushil Kumar Rashmi Chaudhary Anand Kumar Yadav

Corona (planetary geology)

Virus diseases

Source

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Effect of Impedance Boundary on Reflection of Plane Waves from free Surface of a Rotating Thermoelastic Solid Half Space

Research Journal of Engineering and Technology (2017)

Baljeet Singh Anand Kumar Yadav Sachin Kaushal

The coupled partial differential equations governing a rotating thermoelastic medium in context of Lord and Shulman theory are solved for plane wave solutions. A cubic velocity equation is obtained, which correspond to the speeds of propagation of three coupled plane waves. A reflection phenomenon is considered in a rotating thermoelastic solid half-space for incidence of a coupled plane wave. The plane surface of the half-space is subjected to impedance boundary conditions, where normal and tangential tractions are proportional to normal and tangential displacement components time frequency, respectively. The expressions for energy ratios of all reflected waves are obtained and computed numerically for a particular material representing the medium. The dependence of energy ratios on rotation parameter, impedance parameters and angle of incidence is shown graphically.

Thermoelastic damping

Reflection

10.5958/2321-581x.2017.00071.x

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Citations (8)

Reflection of plane waves from the impedance boundary of a magneto-thermo-microstretch solid with diffusion in a fractional order theory of thermoelasticity

Waves in Random and Complex Media (2021)

Anand Kumar Yadav

In this research article, the effect of the impedance boundary on the reflection problem in a magnetized thermo-microstretch diffusion solid half-space is analyzed. The governing equations in generalized Sherief's Model of fractional-order magneto-thermo-microstretch elasticity with diffusion in specialized x-y plane are derived and are solved for a plane-wave solution. The plane-wave solution indicates the existence of four coupled longitudinal waves namely CLD-1, CLD-2, CLD-3, CLD-4 waves and two coupled transverse waves namely CTD and CTM waves propagating with distinct speeds in the half-space. The thermally insulated/isothermal plane surface of a half-space is subjected to impedance boundary conditions. The expressions for reflection coefficient and energy ratios for the reflected waves are obtained and the numerical results are illustrated graphically to observe the effect of the magnetic field, fractional-order and diffusion parameters against the angle of incidence on the reflection coefficient and energy ratios of reflected waves.

Reflection

Reflection coefficient

10.1080/17455030.2021.1909781

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Citations (9)

Reflection of hygrothermal waves in a Nonlocal Theory of coupled thermo-elasticity

Mechanics of Advanced Materials and Structures (2022)

Anand Kumar Yadav Erasmo Carrera Marín Marín Mohamed I. A. Othman

The investigation of the reflection issue in a hygrothermal medium in nonlocal elasticity is the focus of the current research project. The velocity equation is created by formulating and solving the governing equations of a hygro-thermoelastic material. The solution for plane waves predicts three incorporated plane waves, including longitudinal displacement, P-wave, thermal diffusion TD-wave and moisture diffusion mD-wave and shear vertical SV wave propagate in the medium. The velocity of P, TD, mD and SV waves are computed for the hygrothermal medium. Expressions for the energy ratio and reflection coefficient are developed for the incidence of a hygrothermal plane wave. The effect of hygrothermal parameters and nonlocal parameter on velocity, the reflection coefficient and energy ratio are displayed on a graph.

Thermoelastic damping

Shear waves

Reflection coefficient

Elasticity

Reflection

10.1080/15376494.2022.2130484

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Citations (41)

Automated Plant Hydrating System

Zenodo (CERN European Organization for Nuclear Research) (2021)

Dhruwangi Shrotriya Prishita Sinha Anand Kumar Yadav Archana Chaugale

10.5281/zenodo.4455110

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Magnetothermoelastic Waves in a Rotating Orthotropic Medium with Diffusion

Journal of Engineering Physics and Thermophysics (2021)

Anand Kumar Yadav

Orthotropic material

Basis (linear algebra)

10.1007/s10891-021-02444-0

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Citations (8)

Robot-assisted Roux-en-Y Gastric Bypass

Jaypee Brothers Medical Publishers (P) Ltd. eBooks (2018)

Parveen Bhatia Vivek Bindal Anand Kumar Yadav

Roux-en-Y anastomosis

10.5005/jp/books/13088_7

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Magneto-thermo-piezo-elastic wave in an initially stressed rotating monoclinic crystal in a two-temperature theory

International Journal of Applied Mechanics and Engineering (2023)

Anand Kumar Yadav

This research problem is an investigation of wave propagation in a rotating initially stressed monoclinic piezoelectric thermo-elastic medium under with the effect of a magnetic field. A two-temperature generalized theory of thermo-elasticity in the context of Lord-Shulman’s theory is applied to study the waves under the magnetic field. The governing equations of a rotating initially stressed monoclinic piezoelectric thermo-elastic medium with a magnetic field are formulated. This research problem is solved analytically, for a two-dimensional model of the piezo-electric monoclinic solid, and concluded that there must be four piezo-thermoelastic waves, three coupled quasi waves (qP (quasi-P), qT (quasi-thermal), and qSV (quasi-SV)) and one piezoelectric potential (PE) wave propagating at different speeds. It is found that at least one of these waves is evanescent (an evanescent wave is a non-propagating wave that exists) and that there are therefore no more than three bulk waves. The speeds of different waves are calculated and the influence of the piezoelectric effect, two-temperature parameter, frequency, rotation, and magnetic field on phase velocity, attenuation coefficient, and specific loss is shown graphically. This model may be used in various fields, e.g. wireless communications, signal processing, and military defense equipment are all pertinent to this study.

Thermoelastic damping

Monoclinic crystal system

Phase velocity

Elasticity

Magneto

10.59441/ijame/172902

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Citations (4)

Feckless practices of bio medical waste management: a conundrum for developing countries

International Surgery Journal (2019)

Anand Kumar Yadav Rituja Kaushal

Background: Biomedical waste poses hazard due to two principal reasons: infectivity and toxicity. 75-90% of waste produced by health care facilities is generally non risky but remaining 10-25% is regarded as hazardous with the potential for creating a variety of health problems. Biomedical waste management is an integral part of infection control practices. Virtuoso biomedical waste handling leads to a better environment for medical as well as surgical care patients.Methods: It is a descriptive forward moving study conducted to empower first year MBBS students about biomedical waste management and handling skills to enhance their expertise for future as a competent physician or surgeon and to assess their knowledge gain.Results: Out of 150 students, 131 were present. 68 were males and 63 were females. Mean age was 21.33 with standard deviation of 3.745. Mean marks obtained were 3.09±1.15 (out of 5). ANOVA statistics revealed insignificant p value denoting unambiguous pattern of knowledge gain by all the participants.Conclusions: Empowering medical undergraduates with basic medical skills at an early stage will make them more efficient for future endeavors.

Biomedical waste

medical waste

Health hazard

10.18203/2349-2902.isj20195976

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Citations (1)