Objective 1 Objective 2 Objective 3 Conclusion Objectives

Slides:



Advertisements
Similar presentations
SPECIAL PURPOSE ELEMENTS
Advertisements

Structural scales and types of analysis in composite materials
EFFECT OF FIBRE ARCHITECTURE ON THE FALLING WEIGHT IMPACT PROPERTIES OF HEMP/EPOXY COMPOSITES Carlo Santulli Università di Roma – La Sapienza, Italy
Mechanics of Composite Materials
Fracture Mechanics of Delamination Buckling in Laminated Composites Kenneth Hunziker 4/28/08.
An Advanced Shell Theory Based Tire Model by D. Bozdog, W. W. Olson Department of Mechanical, Industrial and Manufacturing Engineering The 23 rd Annual.
Multidisciplinary Optimization of Composite Laminates with Resin Transfer Molding Chung-Hae PARK.
Measurement Methodology of Deformation of Fiber Reinforced Polymer Composite Plates Under Uniform Static and Dynamic Loading Isaac Pinsky, Class of 2014,
James Kingman, MEng Graduate1 Konstantinos Tsavdaridis, Lecturer1
FE analysis with beam elements
Modeling of Neo-Hookean Materials using FEM
SINTEF Petroleum Research The strength of fractured rock Erling Fjær SINTEF Petroleum Research 1.
EWEC09 Marseille, 18 March 2009 Fracture mechanics techniques for the design of structural components with adhesive joints for wind turbines. Authors:
Micromechanics Macromechanics Fibers Lamina Laminate Structure Matrix.
Micro-Scale Experiments and Models for Composite Materials PhD project duration: 1. January December 2014 Project type & funding: PhD-A project,
Finite Element Simulation of Woven Fabric Composites B.H. Le Page *, F.J. Guild +, S.L. Ogin * and P.A. Smith * * School of Engineering, University of.
 Key Learning ◦ Various shaped objects offer different strengths.  Unit Essential Question ◦ Why is it important to know the strengths of various shaped.
MANE 4240 & CIVL 4240 Introduction to Finite Elements Practical considerations in FEM modeling Prof. Suvranu De.
Chapter 17 Design Analysis using Inventor Stress Analysis Module
Basic FEA Concepts. FEA Project Outline Consider the physics of the situation. Devise a mathematical model. Obtain approximate results for subsequent.
UNIVERSITY OF THE BASQUE COUNTRY
Structures and stress BaDI 1.
Seal Analysis Jeremy Osguthorpe Mitchell Woolf Jon Blotter 7 / 12 / 2007.
Finite Element Method in Geotechnical Engineering
Final Project1 3/19/2010 Isogrid Buckling With Varying Boundary Conditions Jeffrey Lavin RPI Masters Project.
Dynamic Stability of Periodically Stiffened Pipes Conveying Fluid Dr. Osama J. Aldraihem Dept. of Mechanical Engineering King Saud University, Saudi Arabia.
Stress Analysis Using ANSYS The Composite Recurve Bow ME 450 Project, Fall 2000 Presented by: Losee, Jason Professor: Dr. Craig Weeks.
COMPUTER SIMULATION IN DESIGN STAGE WITH ASPECT TO NON-CUTTING PROCESSES The simulation systems as computer support in design of non-cutting process request.
J. McPherson; October Sensitivity of Carbon/Epoxy Laminates to Void Content A Thesis Proposal Submitted to the Graduate.
Department of Structural Mechanics Laboratory of Static Strength Laboratory of Composite Materials Laboratory of Fracture Mechanics of Materials and Constructions.
ME 520 Fundamentals of Finite Element Analysis
Analytical Vs Numerical Analysis in Solid Mechanics Dr. Arturo A. Fuentes Created by: Krishna Teja Gudapati.
Department of Civil and Environmental Engineering, The University of Melbourne Finite Element Modelling – Element Types and Boundary Conditions (Notes.
FINITE ELEMENT ANALYSIS CONVERSION FACTORS FOR NATURAL VIBRATIONS OF BEAMS Austin Cosby and Ernesto Gutierrez-Miravete Rensselaer at Hartford.
Mechanics of Materials – MAE 243 (Section 002) Spring 2008
ES 240 Project: Finite Element Modeling of Nano- Indentation of Thin Film Materials.
Rene Herrmann Compounding and Composites. FEM static load analyzes The purpose of the static test is to define areas of large strain. It is these areas.
Features: 1. 2D structural analysis (plane stress) 2. Static analysis 3. Quarter symmetric 4. SI units 5. Only the yoke is modeled 6. Material properties.
Last course Bar structure Equations from the theory of elasticity
Comparison of strength behavior of unidirectional HMC and HSC composite subjected to biaxial loading J. Krystek, R. Kottner, L. Bek 19 th Conference on.
Evaluation of Residual Stresses due to Spherical Impact using LS – DYNA Jason Fayer MANE-6980 ENGINEERING PROJECT Spring 2010.
Testing Methods for Composites
CAD and Finite Element Analysis Most ME CAD applications require a FEA in one or more areas: –Stress Analysis –Thermal Analysis –Structural Dynamics –Computational.
APPROACH FOR THE SOLUTION OF A SIMPLIFIED REISSNER THEORY OF ELASTIC PLATES - APPLICATION IN THE AUTOMOTIVE INDUSTRY- ICSAT
Structural Integrity UNDERSTAND STRUCTURAL STRENGTH OF LOAD BEARING COMPONENTS IN MECHANICAL SYSTEM.
Notes on Homogenization of Periodic Mediums (I) #3.
Tensegrity Structures and their Application to Architecture
Nanocomposite Materials Laboratory
Finite Element Method Weak form Monday, 11/4/2002.
Structures Matrix Analysis
Continuum models for the endcap shell moduli in SUPER-B
Finite Element Method in Geotechnical Engineering
Samuel Sellner, Mechanical Engineering
Direct and Bending Stresses
Stress Analysis Using ANSYS
Optimal design of composite pressure vessel by using genetic algorithm
EML 4230 Introduction to Composite Materials
CAD and Finite Element Analysis
Clic Vertex Thermal Setup and stave studies
Lecture 6: Elastic Deformation of laminates
Beams and Frames.
Effective bending moment method
IMPULSE , MOMENTUM 2015/2016.
Implementation of 2D stress-strain Finite Element Modeling on MATLAB
FEM Steps (Displacement Method)
OVERVIEW OF FINITE ELEMENT METHOD
FEA of strut sample.
Visco-plastic self-consistent modeling of high strain rate and
Realistic multiphysics analysis
Experimental Mechanics - assignment
Presentation transcript:

Objective 1 Objective 2 Objective 3 Conclusion Objectives Design of a Fiberglass Skateboard Auteur(e)s : Damien SOMMER Encadrement : Dr. Anastasios P. Vassilopoulos / Prof. Jean-François MOLINARI 2 Master 2015 1 Composite Construction Laboratory (CCLAB) EPFL / 2 Computational Solid Mechanics Laboratory (LSMS), EPFL Objectives Produce skateboard decks made of 100% of composite materials, with the same properties as a traditional skateboard. Identify a parameter that could characterize the quality of a skateboard: a physical quantity that changes between an intact and a damaged board. Create a finite element model that can predict the behaviour of a fiberglass skateboard. Objective 1 Objective 2 Objective 3 Step 1: Choose what materials to use. Strong unidirectional glass fibers (UD) Light mat fibers Step 1: Determine the initial static and dynamic properties of the boards. Step 1: Import the geometry of a skate to Gmsh (meshing software). List the main points defining the ¼ of geometry of a skate and apply symmetries. 3-points bending testing to get the initial stiffness k [N/mm] of the manufactured boards. Step 2: Obtain the design of the cross section of the skate. Classical Lamination Theory (CLT) to determine how to stack UD and mat fibers. Step 2: Create a mesh for the simulation. Creation of a structured mesh to control the computational time. Dynamic testing with accelerometer to get the eigenfrequency and dumping ratio. Step 3: Simulate 3-points bending for a fiberglass skateboard. Obtain elastic constants of UD and mat fibers theoretically and experimentally. Set boundary conditions. Write a script simulating 3-points bending with the library Akantu. Step 3: Manufacture of skateboard decks. Manufacture by hand lay-up technique and vacuum bag moulding. Step 2: Damage the boards. Controlled high energy impacts inflicted by a drop load tower. Step 3: Repeat step 1 and 2 to obtain the static and dynamic properties of damaged boards. Compare the results of eigenfrequency, dumping ratio and stiffness before and after the damages. Step 4: Finalize the shape of the boards. Rotatory drilling and hand trimming. Step 4: Compare the results of the FEM simulation with the CLT and with the 3-points bending tests realised in lab. Get displacement, stress and strain profiles along significative axis. Step 5: Prepare the boards for static and dynamic testing ► Objective 2. Conclusion The experimental tests showed that the stiffness and eigenfrequency decrease proportionally to the level of damages inflicted to the board. Step 5’: Set up a pair of trucks and wheels and skate it ! The manufacture process of fiberglass skateboard has been elaborated and permits the creation of boards of similar characteristics (stiffness, weight, geometry, etc…). The FEM can simulate the behaviour of any stacking sequences of isotropic/orthotropic fibers, but needs to be calibrated with other experimental material data.