Browsing by Publisher "American Institute of Physics Inc."

Now showing items 1-8 of 8

    • Applications of optimal perturbation iteration method for solving nonlinear differential equations 

      Deniz, S. and Bildik, N. (American Institute of Physics Inc., 2017)
      Perturbation iteration method has been recently constructed and it has been also proven that this technique is very effective for solving some nonlinear differential equations. In this study, we develop the new optimal ...

    • Double-layer neutron shield design as neutron shielding application 

      Sariyer, D. and Küçer, R. (American Institute of Physics Inc., 2018)
      The shield design in particle accelerators and other high energy facilities are mainly connected to the high-energy neutrons. The deep penetration of neutrons through massive shield has become a very serious problem. For ...

    • Energy harvesting sensor - PZT0,5M0,5(M:PVC, PP, PVDF) composite thick film equipped with SiO2 

      Sabikoglu, I. (American Institute of Physics Inc., 2019)
      PZT (Lead zircon titanate) material has been used for many years because of its unique piezoelectric properties especially in conversion of electrical energy to mechanical energy and vice versa, and it is the most used ...

    • Green approach to synthesis and strain studies of ZnO nanoparticles 

      Florence, S.S. and Adam, H. and Manna, C. and Can, N. (American Institute of Physics Inc., 2018)
      In this paper, a simple, facile and green approach to synthesis Gum Arabic (GA, a natural gum) assisted ZnO nanoparticles by using a wet chemical reaction method is reported. The synthesis of ZnO nanoparticles has been ...

    • Nonlinear mathematical models for paths maintaining constant normal accelerations 

      Pakdemirli, M. and Ylldlz, V. (American Institute of Physics Inc., 2017)
      New path equations maintaining constant normal accelerations with arbitrary tangential decelerations for a moving object is derived. The case of tangential deceleration proportional to the square of velocity is treated in ...

    • Numerical solutions for Helmholtz equations using Bernoulli polynomials 

      Bicer, K.E. and Yalcinbas, S. (American Institute of Physics Inc., 2017)
      This paper reports a new numerical method based on Bernoulli polynomials for the solution of Helmholtz equations. The method uses matrix forms of Bernoulli polynomials and their derivatives by means of collocation points. ...

    • Properties of soft homotopy in digital images 

      Öztunç, S. and Ihtiyar, S. (American Institute of Physics Inc., 2017)
      In this paper, we recall some definitions and properties from digital topology and soft set theory. Then we consider the soft topological concepts in digital images due to adjacency relations. We defined the soft continuity ...

    • The prediction of brick wall strengths with artificial neural networks model 

      Demir, A. and Kumanlioglu, A.A. (American Institute of Physics Inc., 2017)
      The aim of this study is to predict with Artificial Neural Networks (ANN) shear strength of brick masonry walls. Shear strength of the walls is determined with diagonal shear tests. It is very difficult to determine strengths ...