Dr. Abhishek Kumar Singh
Assistant Professor - Institute of Applied Sciences & Humanities
Experience
6 Years 11 Months
Publication
−- Abhishek Kumar Singh, Ajay Kumar and Rajeev (2018). A Stefan problem with variable thermal coefficients and moving phase change material. J. King Saud Univ. Sci., 31 (4), 1064-1069.
- Abhishek Kumar Singh, Ajay Kumar and Rajeev (2018). Exact and approximate solutions of a phase change problem with moving phase change material and variable thermal coefficients. J. King Saud Univ. Sci., 31 (4), 1318-1325.
- Rajeev, Mohan Singh Kushwaha and Abhishek Kumar Singh (2016). A Study of a Stefan Problem Governed With Space–Time Fractional Derivatives. Journal of Heat and Mass Transfer Research, 3 (2), 145-151.
- Ajay Kumar, Abhishek Kumar Singh and Rajeev (2020). A freezing problem with varying thermal coefficients and convective boundary condition. International Journal of Applied and Computational Mathematics, Article number (148).
- Ajay Kumar, Abhishek Kumar Singh and Rajeev (2020). A Stefan problem with temperature and time-dependent thermal conductivity. J. King Saud Uni. Sci., 32 (1), 97-101.
- Ajay Kumar, Abhishek Kumar Singh and Rajeev (2020). A moving boundary problem with variable specific heat and thermal conductivity. J. King Saud Uni. Sci., 32 (1), 384-389.
- Ajay Kumar, Abhishek Kumar Singh and Rajeev (2019). A phase change problem including space-dependent latent heat and periodic heat flux. Nonlinear Dynamics and System Theory, 19 (1), 178-185.
- Rajeev and Abhishek Kumar Singh (2017). Homotopy analysis method for a fractional Stefan problem. Nonlinear Science Letters A, 8 (1), 50-59.
- Rajeev and Abhishek Kumar Singh (2017). A wavelet-based approach to a moving boundary problem. Nonlinear Science Letters A, 8 (3), 294-302.
Conferences / Seminar / Workshop
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Anjali Mishra (2023). Presented Paper entitled “Women’s agrarian participation and mental health” in the “National Interdisciplinary Conference” 2023 hosted by Karim city College Jamshedpur, Jharkhand.
Subjects Taught
+- Engineering Calculus (BMAS 0104)
- Matrices, Differential Equations and Laplace Transform (BMAS 1105)
Funded Research Projects
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Moving boundary problem, Stefan problem, Diffusion problem
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