CHANGDEV POPATRAO JADHAV

@diems.org

Assistant Professor
DEOGIRI INSTITUTE OF ENGINEERING AND MANAGEMENT STUDIES

CHANGDEV POPATRAO JADHAV


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https://researchid.co/changdevjadhav

RESEARCH, TEACHING, or OTHER INTERESTS

Mathematics, General Mathematics, Modeling and Simulation, Mathematical Physics
3

Scopus Publications

44

Scholar Citations

5

Scholar h-index

2

Scholar i10-index

Scopus Publications

  • Some problems of mesh R−L electrical circuits using fractional calculus
    Changdev P. Jadhav, Tanisha B. Dale, Vaijanath L. Chinchane, Asha B. Nale, Sabri T.M. Thabet, Imed Kedim, Miguel Vivas-Cortez
    Alexandria Engineering Journal, 2025
    In this paper, we investigate the analytical method that is used to find the current in different types of R − L electrical mesh circuits containing the loop 1 and loop 2 by using the Laplace transform. The differential equations for the electrical circuits are formulated by using Kirchhoff’s voltage law. The Caputo fractional derivative is used as a differential operator. Moreover, we provide some examples of electrical circuits containing two resistors and two inductors connected in each loop using the presented results.
  • A study of fractional electrical engineering problems via the Shehu transform
    Changdev Jadhav, Vaijanath L. Chinchane, Asha B. Nale, Tanisha B. Dale, Sabri T. M. Thabet, Imed Kedim
    Research in Mathematics, 2025
  • On solutions of fractional differential equations for the mechanical oscillations by using the Laplace transform
    Changdev P. Jadhav, Tanisha B. Dale, Vaijanath L. Chinchane, Asha B. Nale, Sabri T. M. Thabet, Imed Kedim, Miguel Vivas-Cortez
    Aims Mathematics, 2024
    <p>In this article, we employ the Laplace transform (LT) method to study fractional differential equations with the problem of displacement of motion of mass for free oscillations, damped oscillations, damped forced oscillations, and forced oscillations (without damping). These problems are solved by using the Caputo and Atangana-Baleanu (AB) fractional derivatives, which are useful fractional derivative operators consist of a non-singular kernel and are efficient in solving non-local problems. The mathematical modelling for the displacement of motion of mass is presented in fractional form. Moreover, some examples are solved.</p>

RECENT SCHOLAR PUBLICATIONS

  • Comparative Assessment of Displacement-Based Theories for the Static Bending Analysis of Thick Isotropic Beams.
    D Tupe, G Gandhe, S Dhondge, R Pakhale, C Jadhav, A Wadhekar
    Mathematical Modelling of Engineering Problems 13 (1), 119 , 2026
    2026
  • A study of fractional electrical engineering problems via the Shehu transform
    C Jadhav, VL Chinchane, AB Nale, TB Dale, STM Thabet, I Kedim
    Research in Mathematics 12 (1), 2583565 , 2025
    2025
  • Some problems of mesh R− L electrical circuits using fractional calculus
    CP Jadhav, TB Dale, VL Chinchane, AB Nale, STM Thabet, I Kedim, ...
    Alexandria Engineering Journal 115, 111-118 , 2025
    2025
    Citations: 7
  • MATHEMATICAL ANALYSIS AND ELECTRONIC CONTROL OF ENERGYEFFICIENT BUILDING DESIGN
    GR Gandhe, AR Wadhekar, SL Dhondge, DH Tupe, RM Autee, ...
    Lex Localis 23 (S1), 286-294 , 2025
    2025
  • On solutions of fractional differential equations for the mechanical oscillations by using the Laplace transform
    CP Jadhav, TB Dale, VL Chinchane, AB Nale, STM Thabet, I Kedim, ...
    AIMS Mathematics 9 (11), 32629-32645 , 2024
    2024
    Citations: 3
  • On Dirichlet problem of time-fractional advection-diffusion equation
    CP Jadhav, T Dale
    Journal of Fractional Calculus and Nonlinear Systems 4 (2), 1-13 , 2023
    2023
    Citations: 13
  • A method to solve ordinary fractional differential equations using Elzaki and Sumudu transform
    C Jadhav, T Dale
    Journal of Fractional Calculus and Nonlinear Systems 4 (1), 8-16 , 2023
    2023
    Citations: 6
  • A review on applications of fractional differential equations in engineering domain
    C Jadhav, T Dale, S Dhondge
    Mathematical Statistician and Engineering Applications 71 (4), 7147-7166 , 2022
    2022
    Citations: 10
  • Solution of fractional differential equations for LC, RC and LR circuits using sumudu transform method
    CP Jadhav, TB Dale, R Boadh
    NeuroQuantology 20 (17), 994 , 2022
    2022
    Citations: 5
  • SOLUTION OF ONE DIMENSIONAL CONFORMABLE FRACTIONAL HEAT EQUATION
    CP JADHAV, AA NAVLEKAR, KP GHADLE
    INTERNATIONAL JOURNAL OF ENGINEERING 9 (5), 693-692 , 2020
    2020

MOST CITED SCHOLAR PUBLICATIONS

  • On Dirichlet problem of time-fractional advection-diffusion equation
    CP Jadhav, T Dale
    Journal of Fractional Calculus and Nonlinear Systems 4 (2), 1-13 , 2023
    2023
    Citations: 13
  • A review on applications of fractional differential equations in engineering domain
    C Jadhav, T Dale, S Dhondge
    Mathematical Statistician and Engineering Applications 71 (4), 7147-7166 , 2022
    2022
    Citations: 10
  • Some problems of mesh R− L electrical circuits using fractional calculus
    CP Jadhav, TB Dale, VL Chinchane, AB Nale, STM Thabet, I Kedim, ...
    Alexandria Engineering Journal 115, 111-118 , 2025
    2025
    Citations: 7
  • A method to solve ordinary fractional differential equations using Elzaki and Sumudu transform
    C Jadhav, T Dale
    Journal of Fractional Calculus and Nonlinear Systems 4 (1), 8-16 , 2023
    2023
    Citations: 6
  • Solution of fractional differential equations for LC, RC and LR circuits using sumudu transform method
    CP Jadhav, TB Dale, R Boadh
    NeuroQuantology 20 (17), 994 , 2022
    2022
    Citations: 5
  • On solutions of fractional differential equations for the mechanical oscillations by using the Laplace transform
    CP Jadhav, TB Dale, VL Chinchane, AB Nale, STM Thabet, I Kedim, ...
    AIMS Mathematics 9 (11), 32629-32645 , 2024
    2024
    Citations: 3
  • Comparative Assessment of Displacement-Based Theories for the Static Bending Analysis of Thick Isotropic Beams.
    D Tupe, G Gandhe, S Dhondge, R Pakhale, C Jadhav, A Wadhekar
    Mathematical Modelling of Engineering Problems 13 (1), 119 , 2026
    2026
  • A study of fractional electrical engineering problems via the Shehu transform
    C Jadhav, VL Chinchane, AB Nale, TB Dale, STM Thabet, I Kedim
    Research in Mathematics 12 (1), 2583565 , 2025
    2025
  • MATHEMATICAL ANALYSIS AND ELECTRONIC CONTROL OF ENERGYEFFICIENT BUILDING DESIGN
    GR Gandhe, AR Wadhekar, SL Dhondge, DH Tupe, RM Autee, ...
    Lex Localis 23 (S1), 286-294 , 2025
    2025
  • SOLUTION OF ONE DIMENSIONAL CONFORMABLE FRACTIONAL HEAT EQUATION
    CP JADHAV, AA NAVLEKAR, KP GHADLE
    INTERNATIONAL JOURNAL OF ENGINEERING 9 (5), 693-692 , 2020
    2020