November 23, 2024
Hashem Moradi

Hashem Moradi

Academic Rank: Assistant professor
Address: Faculty of Engineering
Degree: Ph.D in Marine Engineering
Phone: 07731222332
Faculty: Faculty of Engineering

Research

Title Combination of CfD anD monte Carlo Simulation to inveStigate the nonlinear behavior of a non-aging viSCoelaStiC Plate in SubSoniC flow
Type Article
Keywords
Fluid-solid interaction, Random vibration, Viscoelastic plate, Non-aging material, Monte Carlo simulation, Nonlinear behavior investigation
Journal journal of mechanical engineering and technology
DOI http://dx.doi.org/10.2022/jmet.v5i2.351
Researchers Hamid mohammadian1 (First researcher) , Alireza Asnafi (Second researcher) , Hashem Moradi (Third researcher)

Abstract

Usually in studying the conventional fluid-solid interaction problems, both the flow field and the solid structure must be jointly meshed and solved. This takes a huge amount of iteration and time for calculation even for simple specific examples. One of the most industrial elements used in fuselage of aero-space systems is the plate whose instability and behavior, especially in the case of large deformation, is so vital due to its effect on the overall performance of the system. In this paper, utilizing a new method that combines the CFD and Monte Carlo simulation, the nonlinear behavior of a two dimensional simply supported non aging viscoelastic plate located in a subsonic flow is investigated. First, relative to the plate boundary conditions, the whole behavior of the plate is estimated. Then, using CFD simulation, the flow field is solved for some various plate deformations. This prepared a bank of data for the domain of plate response. Due to the dynamic behavior of a turbulent flow which presents highly nonlinear terms and disturbances; the aerodynamic forces are modeled by some random forcing functions using statistical procedure. Finally, using Monte Carlo simulation used for randomly excited ODEs, the forces evaluated from CFD for each deformation are applied to the nonlinear equation of motion of the plate and the behavior and possible instabilities are investigated.