CALL FOR PAPERS


Schores is convening an International Conference on Computational methods and applications (Schores ICCMA 2019), the conference is devoted to all aspects of modern computational methods. Aim of the conference is to bring together all the engineers, academicians, scientists, practitioners, researchers, historians and Scholars to review the latest work in computational methods and experimental measurements.

Computational mechanics is an integral and major subject of research in many fields of science and engineering, design and manufacturing. It aims at interdisciplinary coverage of real-life applications, whether in theoretical, simulated forms or actual programming. The steady progress in the efficiency of computer and software has resulted in the continuous development of computer stimulation, which has influenced all scientific and emerging activities. Because of the advancement of these fields, it is a dire need for us to arrange conferences and seminars in the specific fields.

Authors are invited to submit their contributions in form of theoretical and empirical papers employing qualitative, quantitative, and critical methods on all topics of Computational methods and applications including but not limited to the following:

  • Computational mechanics for solids and structures
  • Computational fluid dynamics
  • Computational heat transfer
  • Computational inverse problem
  • Computational mathematics
  • Computational meso/micro/nano mechanics
  • Computational biology
  • Computational penetration mechanics
  • Meshfree Methods
  • Particle methods
  • Molecular and Quantum methods
  • Advanced finite element methods
  • Advanced finite difference methods
  • Advanced finite volume methods
  • High-performance computing techniques
  • (High Order) FDMs for Elliptic, Parabolic and Hyperbolic Problems
  • (High Order) FDMs for Initial and Boundary value Problems
  • Alternating Direction Implicit FDMs
  • Compact and Symplectic FDMs
  • Nonstandard FDMs, positivity-preserving, convexity preserving schemes
  • High order operator splitting based FDMs, Mimetic FDMs
  • Adaptive Mesh Refinement in FDMs
  • Multiscale Methods based on FDMs
  • FDMs on unbounded domains and on domain with irregular geometry
  • Irregular Grid FDMs
  • Element-free and Meshless FDMs
  • Parallel FD methods, FDMs on GPUs
  • Applications of FDMs in Physics, Chemistry, Finance, Biology and Engineering