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Yazar "Marin, Marin" için Matematik Bölümü listeleme

Yazar "Marin, Marin" için Matematik Bölümü listeleme

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  • A uniqueness result for final boundary value problem of microstretch bodies 
    Marin, Marin; Carstea, Claudia; Ellahi, Rahmat; Baleanu, Dumitru (Int Scientific Research Publications, 2017)
    Main subject of this study is the final boundary value problem of a microstretch thermoelastic body. In fact, using an elementary transformation, this problem is reformulated as a known mixed problem with initial and ...
  • Composite Structures with Symmetry 
    Marin, Marin; Baleanu, Dumitru; Vlase, Sorin (2021-05)
    In recent years, the use of composite materials in structural applications has been observed. The composites have revolutionized the field of materials and allow for interesting and new developments in different engineering ...
  • Effect of microtemperatures for micropolar thermoelastic bodies 
    Marin, Marin; Baleanu, Dumitru; Vlase, Sorin (Techno-Press, 2017-02-10)
    In this paper we investigate the theory of micropolar thermoelastic bodies whose micro-particles possess microtemperatures. We transform the mixed initial boundary value problem into a temporally evolutionary equation on ...
  • Multibody Systems with Flexible Elements 
    Marin, Marin; Baleanu, Dumitru; Vlase, Sorin (2021-08)
  • On a generalized relaxed Saint-Venant principle 
    Baleanu, Dumitru; Marin, Marin; Agarwal, Ravi P. (Springer Open, 2018-07-13)
    The goal of this paper is to obtain an extension of the relaxed Saint-Venant principle in order to cover the thermoelasticity of dipolar porous bodies. According to this principle, for a finite time t > 0, we identify a ...
  • On Stability in the Thermoelastostatics of Dipolar Bodies 
    Marin, Marin; Ochsner, Andreas; Baleanu, Dumitru (Springer Wien, 2018-10)
    Our study is concerned with the initial boundary value problem in the context of the thermoelastostatics of dipolar bodies. We will derive a result which describes the exponential spatial decay of solutions of this problem. ...
  • On the boundary value problem in the nonlinear theory of dipolar elastic materials 
    Marin, Marin; Carrera, Erasmo; Baleanu, Dumitru (2020-09-15)
    In our study, we formulate the boundary value problem in the context of the nonlinear theory of dipolar, porous, and elastic materials. For this problem, some existence and uniqueness results are proven. The results are ...
  • On vibrations in thermoelasticity without energy dissipation for micropolar bodies 
    Marin, Marin; Baleanu, Dumitru (Springer International Publishing, 2016-06-07)
    We consider a micropolar thermoelastic body occupying a prismatic cylinder that is free of loads on lateral surface (no body force, no body couple, and no heat supply). On the base of the cylinder are prescribed a ...
  • Symmetry in Applied Continuous Mechanics 
    Marin, Marin; Baleanu, Dumitru; Vlase, Sorin (MDPI, 2019-10)
    Engineering practice requires the use of structures containing identical components or parts, which are useful from several points of view: less information is needed to describe the system, design is made quicker and ...