U SING FEB IO : F INITE E LEMENTS FOR B IOMECHANICS S ERGIO B LANCO T REJO G UILLERMO J IMÉNEZ P ÉREZ D AVID L ÓPEZ C ARRILLO.

Slides:



Advertisements
Similar presentations
CHAPTER 1: COMPUTATIONAL MODELLING
Advertisements

itk::fem Framework Updates
Redesign of Die Internal Structure Dr. Henry Tan School of Mechanical, Aerospace and Civil Engineering The University of Manchester.
LE MOMENT. Calcul des moments LE MOMENT Calcul des moments.
Finite element method Among the up-to-date methods of stress state analysis, the finite element method (abbreviated as FEM below, or often as FEA for analyses.
Course Introduction to virtual engineering Óbuda University John von Neumann Faculty of Informatics Institute of Intelligent Engineering Systems Lecture.
Modelling and Simulation for dent/deformation removal Henry Tan Tuesday, 24/2/09.
N ONLINEAR A NALYSIS OF M ASONRY A RCH B RIDGES U SING M ESOSCALE P ARTITIONED M ODELLING Y ANYANG Z HANG, L ORENZO M ACORINI AND B ASSAM A. I ZZUDDIN.
2L 2aL s h T Introduction Zach Frye, University of Wisconsin-Eau Claire Faculty Advisors: Mohamed Elgindi, and John Drost, Department of Mathematics Funded.
S TRUCTURAL A NALYSIS OF M ECHANICAL M ODULES F OR M ODULAR D ESIGNED N UCLEAR P LANTS J UNE, 2011 By: Steven K. Sherfey, P.E. Presented By: Ankit (Andy)
Meshless Elasticity Model and Contact Mechanics-based Verification Technique Rifat Aras 1 Yuzhong Shen 1 Michel Audette 1 Stephane Bordas 2 1 Department.
Chapter 17 Design Analysis using Inventor Stress Analysis Module
FINITE ELEMENT ANALYSIS OF HUMAN FEMUR 4 TH I NT. C ONFERENCE OF M ULTIPHYICS, L ILLE, F RANCE, 9-11 D EC 09 H. A. K HAWAJA (PhD Student, Dept. of Engineering)
Finite Element Primer for Engineers: Part 2
Structural Properties of Nanocomposites  Mike Vogel, KIPP: Houston High School  A&M Advisors: Dr. Dimitris Lagoudas, Dr. Daniel Davis, Patrick Klein,
ECIV 301 Programming & Graphics Numerical Methods for Engineers.
1 Class #15 Course status Finish up Vibrations Lagrange’s equations Worked examples  Atwood’s machine Test #2 11/2 :
ECIV 720 A Advanced Structural Mechanics and Analysis Solid Modeling.
A program for creating patient-specific Finite Element models of fractured bones fixed with metallic implants Aviv Hurvitz, CAS Laboratory, The Hebrew.
Finite Element Method in Geotechnical Engineering
Engineering Mechanics Group Faculty of Aerospace Engineering Minor Programme 2 Aerospace Analysis and Development.
ABET The Complete Report on Your Course. ABET OUTCOME CHECKLIST.
Finite Element Modeling with COMSOL Ernesto Gutierrez-Miravete Rensselaer at Hartford Presented at CINVESTAV-Queretaro December 2010.
Chapter Outline Shigley’s Mechanical Engineering Design.
MCE 561 Computational Methods in Solid Mechanics
Engineering Mechanics Dr. Maisara Mohyeldin Gasim Mohamed Week 1 MECHANICS, UNITS, NUMERICAL ALCULATIONS & GENERAL PROCEDURE FOR ANALYSIS.
The Finite Element Method
Introduction to virtual engineering László Horváth Budapest Tech John von Neumann Faculty of Informatics Institute of Intelligent Engineering.
Finite Element Modeling and Analysis with a Biomechanical Application Alexandra Schönning, Ph.D. Mechanical Engineering University of North Florida ASME.
ES 128 Computational Solid and Structural Mechanics
ME 520 Fundamentals of Finite Element Analysis
Analytical Vs Numerical Analysis in Solid Mechanics Dr. Arturo A. Fuentes Created by: Krishna Teja Gudapati.
Motion and Stress Analysis by Vector Mechanics Edward C. Ting Professor Emeritus of Applied Mechanics Purdue University, West Lafayette, IN National Central.
Cosc 4242 Signals and Systems Introduction. Motivation Modeling, characterization, design and analysis of natural and man-made systems General approaches.
Finite Element Method.
1 SIMULATION OF VIBROACOUSTIC PROBLEM USING COUPLED FE / FE FORMULATION AND MODAL ANALYSIS Ahlem ALIA presented by Nicolas AQUELET Laboratoire de Mécanique.
National Research Tomsk Polytechnic University – Groupe des Ecoles Centrales Videoconference Bridge Tomsk – Paris – Lyon – Nantes – Marseille – Lille 20.
SYSTEMS AND ENGINEERING TECHNOLOGY Sukhbinder Singh, Frazer-Nash Consultancy Development of a Finite Element Visualisation Tool for Post-Processing Graphite.
Constructing Hexahedral Meshes of Abdominal Aortic Aneurysms for Use in Finite Element Analysis Rowena Ong Vanderbilt University Mentor: Kara Kruse Computational.
HOT PLATE CONDUCTION NUMERICAL SOLVER AND VISUALIZER Kurt Hinkle and Ivan Yorgason.
1 Haptic Systems Mohsen Mahvash Lecture 9 20/1/06.
Technology & Engineering
PATRON www. rockfortnetworks.com/patronwww. rockfortnetworks.com/patron
Mathematics. Session Vectors -2 Session Objectives  Vector (or Cross) Product  Geometrical Representation  Properties of Vector Product  Vector Product.
ABAQUS
The mathematics behind STELLA Global population model reservoir converter flow connector This system represents a simple differential equation this is.
Gaussian Elimination and Back Substitution Aleksandra Cerović 0328/2010 1/41/4Gaussian Elimination And Back Substitution.
Workshop 2 Steel Bracket Modified by (2008): Dr. Vijay K. Goyal Associate Professor, Department of Mechanical Engineering University of Puerto Rico at.
Visualization in Scientific Computing (or Scientific Visualization) Multiresolution,...
U NDERGRADUATE L ECTURE S ERIES – M ECHANICAL E NGINEERING B RIAN D E G RAFF F ERMILAB J ULY 17 TH 2010.
TEERAWIT TINPRAPA M.Ed(mathematics education).  Pre-K-2  Grades 3-5  Grades 6-8  Grades 9-12.
ANSYS. Overview of ANSYS It is an engineering simulation software developed in 1970 by Dr. John A. Swanson It was developed to use finite element analysis.
AP Calculus AB 6.3 Separation of Variables Objective: Recognize and solve differential equations by separation of variables. Use differential equations.
Computational Fluid Dynamics Lecture II Numerical Methods and Criteria for CFD Dr. Ugur GUVEN Professor of Aerospace Engineering.
Finite element mesh and load definition
Introduction to the Finite Element Method
Finite Element Method in Geotechnical Engineering
PRESENTED BY :SOUNDHAR A
FEA Introduction.
Physical Face Rigging Dinghuang Ji
Section Euler’s Method
Heat Transfer Equations Based on the conservation equation Conservation of energy applies whether we are considering a whole plant, a single item.
Analytical Tools in ME Course Objectives
Manipulator Dynamics 2 Instructor: Jacob Rosen
CHAPTER 1 Force Analysis. Deformation Analysis.
Numerical Solutions of Partial Differential Equations
Chapter 2 Rudiment of Structural Analysis and FEM
P M V Subbarao Professor Mechanical Engineering Department I I T Delhi
ANALYSIS OF BEAM BY USING FEM
Akram Bitar and Larry Manevitz Department of Computer Science
Presentation transcript:

U SING FEB IO : F INITE E LEMENTS FOR B IOMECHANICS S ERGIO B LANCO T REJO G UILLERMO J IMÉNEZ P ÉREZ D AVID L ÓPEZ C ARRILLO

 N UMERICAL TECHNIQUE FOR FINDING APPROXIMATE SOLUTIONS TO BOUNDARY VALUE PROBLEMS FOR DIFFERENTIAL EQUATIONS  I T STARTS FROM AN INITIAL STATE AND FROM THERE IT CALCULATES OTHER MOMENTS APPLYING A SET OF FORCES AND BOUNDARY CONDITIONS

 S OFTWARE FOR A NALYSIS USING FEM  S TEPS FOR MODELING : ◦ C REATION OF GEOMETRICAL FIGURES ◦ M ESHING -> VOXEL, TRIANGULATION, TETRAHEDRAL MESHES ◦ A DDITION OF PHYSICS  N OT MANY W ORKING SUITES FOR BIOLOGICAL MODELS  A PPLICATION TO THE M EDICAL F IELD

P RE V IEW O THER MODELLING APPLICATIONS FEB IO P OST V IEW E XPORT TO OTHER FORMATS ( NIKE 3 D, ETC ).

P RE V IEW  M ODEL GENERATION FOR AN ULTERIOR ANALYSIS WITH FEB IO.  P RE V IEW CONSISTS IN A GUI WITH A 3D ENVIRONMENT THAT ALLOWS 3D ITEMS TO BE CREATED FROM BASIC SHAPES.  I N THIS ENVIRONMENT ALL GEOMETRIC ELEMENTS ARE DEFINED AND MODELLED, AS WELL AS GIVEN THEIR MATHEMATICAL PROPERTIES SUCH AS BOUNDARY CONDITIONS OR RIGID CONSTRAINTS TO BE PROCESSED WITH FEB IO.

FEB IO  FEB IO IS CONTROLLED THROUGH A CLI  O NLY PERFORMS CALCULATIONS  R EQUIRES HIGH PROCESSING

P OST V IEW  I T USES THE SAME 3D VIEWER AS P RE V IEW  S IMPLE CALCULUS  P LOTTING OF PHYSIC DATA  P LOTTING OF STATISTIC DATA

A ND MUCH MORE

(…)

 W HY IS IT A GOOD SOLUTION ? FEB IO IS A SOLUTION CREATED SPECIFICALLY FOR BIOMEDICAL DATA, AND IS A POWERFUL TOOL FOR SOLVING GENERAL P URPOSE FEM.  W HAT ARE ITS HIGHLIGHTS ? FEB IO IS A SOFTWARE THAT IS CAPABLE OF MAKING TRUSTWORTHY REPRESENTATIONS ( MODELS ) OF BIOMEDICAL DATA AND … I T ’ S FREEWARE ! A S MANY FREEWARE SOLUTIONS, IT ’ S BEING DEVELOPED AND IMPROVED EVERYDAY.  I S IT “ COMPLETE ”? FEB IO SUITE INCLUDES THREE PROGRAMS : P RE V IEW, FEB IO AND P OST V IEW. T HIS SOFTWARE IS PREPARED TO WORK AS A WHOLE, AS ONE CAN MODEL, CALCULATE AND INFER RESULTS WITH ONE SINGLE PROGRAM. I T NEEDS AN UPDATE RELATED TO FLUIDS AND MORE TOOLS TO EXTRACT INFORMATION IN P OST V IEW.

 [1] F EBIO W EB  HTTP :// WWW. FEBIO. ORG HTTP :// WWW. FEBIO. ORG  [BPG05] I SABELLE B LOCH, J ÉRÉMIE P ESCATORE, L INE G ARNERO, E COLE N ATIONALE S UPÉRIEURE DES T ÉLÉCOMMUNICATIONS, A NEW CHARACTERIZATION OF SIMPLE ELEMENTS IN A TETRAHEDRAL MESH,205  [AAMW11] G ERARD A. A TESHIAN, M ICHAEL B. A LBRO, S TEVE M AAS AND J EEFREY A. W EISS. D EPARTMENT OF M ECHANICAL E NGINEERING, C OLUMBIA U NIVERSITY AND THE D EPARTMENT OF B IOENGINEERING, U NIVERSITY OF U TAH, N EW Y ORK. F INITE E LEMENT I MPLEMENTATION OF M ECHANO - CHEMICALPHENOMENA IN NEUTRAL DEFORMABLE P OROUS MEDIA UNDER F INITE D EFORMATION, 2011  [AAMW12] G ERARD A. A TESHIAN, M ICHAEL B. A LBRO, S TEVE M AAS AND J EEFREY A. W EISS. D EPARTMENT OF M ECHANICAL E NGINEERING, C OLUMBIA U NIVERSITY AND THE D EPARTMENT OF B IOENGINEERING, U NIVERSITY OF U TAH, N EW Y ORK. FEB IO : F INITE E LEMENTS FOR B IOMECHANICS, 2012  M USCULOSKELETAL R ESEARCH L ABORATORIES AT THE U NIVERSITY OF U TAH  S PECIAL THANKS GO TO G ERARD A. A TESHIAN PROFESSOR OF MECHANICAL ENGINEERING AND BIOMEDICAL ENGINEERING AT C OLUMBIA U NIVERSITY AND DIRECTOR OF THE M USCULOSKELETAL B IOMECHANICS L ABORATORY

T HANK YOU ! A NY QUESTIONS ?  S ERGIO B LANCO T REJO  G UILLERMO J IMÉNEZ P ÉREZ  D AVID L ÓPEZ C ARRILLO