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Advances in Materials Research
  Volume 11, Number 1, March 2022 , pages 23-39

Effect of rotation and inclined load in a nonlocal magnetothermoelastic solid with two temperature
Parveen Lata and Sukhveer Singh

    This work deals with the two-dimensional deformation in a homogeneous isotropic nonlocal magnetothermoelastic solid with two temperatures under the effects of inclined load at different inclinations. The mathematical model has been formulated by subjecting the bounding surface to a concentrated load. The Laplace and Fourier transform techniques have been used for obtaining the solution to the problem in transformed domain. The expressions for nonlocal thermal stresses, displacements and temperature are obtained in the physical domain using a numerical inversion technique. The effects of nonlocal parameter, rotation and inclined load in the physical domain are depicted and illustrated graphically. The results obtained in this paper can be useful for the people who are working in the field of nonlocal thermoelasticity, nonlocal material science, physicists and new material designers. It is found that there is a significant difference due to presence and absence of nonlocal parameter.
Key Words
    concentrated load; Eringen model of nonlocal theories; inclined load; magnetic field; nonlocal theory of thermoelasticityl; nonlocality; rotation; thermoelasticity; two temperatures
(1) Parveen Lata:
Department of Basic and Applied Sciences, Punjabi University Patiala, India;
(2) Sukhveer Singh:
Punjabi University APS Neighbourhood Campus, Dehla Seehan, India.

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