23/10/02TIS/TE-MC Gonzalo Micó Montava2 Structural Analysis of the Gantry Static Analysis (EuroCode 3) Seismic Analysis (EuroCode 3, PS 92) –Contents.

Slides:



Advertisements
Similar presentations
2.2 STRUCTURAL ELEMENT BEAM
Advertisements

Element Loads Strain and Stress 2D Analyses Structural Mechanics Displacement-based Formulations.
An-Najah National University
Chp12- Footings.
Lecture 9 - Flexure June 20, 2003 CVEN 444.
T6. DESIGN OF REINFORCED CONCRETE BEAM Reinforced concrete framed building T6. Design of reinforced concrete beam page 1. Alaprajz Floor plan Beam: linear.
Abstract This project is a structural analysis and design of a residential building located in JENIEN City, The building is consisted of 7 floors. The.
COMPOSITE BEAMS-II ©Teaching Resource in Design of Steel Structures –
Introduction – Concept of Stress
Introduction – Concept of Stress
Mechanics of Materials Lab
ENGR 220 Section
Beams Shear & Moment Diagrams E. Evans 2/9/06. Beams Members that are slender and support loads applied perpendicular to their longitudinal axis. Span,
Introduction – Concept of Stress
Rehabilitation and maintenance of buildings - 02 Karel Mikeš.
MECHANICS OF MATERIALS 7th Edition
13.4. GENERAL DESIGN CONSIDERATIONS: PRESSURE VESSELS
Streamlined Process for Soil-Structure Interaction Analysis of Nuclear Facilities Utilizing GTSTRUDL and MTR/SASSI Wei Li, Michael Perez, Mansour Tabatabaie,
Umm Al-Qura University Department of Civil & Structural Engineering 1 Design of reinforced concrete II Design of one-way solid slabs Lecture (1)
University of Palestine
MECHANICS OF MATERIALS Fourth Edition Ferdinand P. Beer E. Russell Johnston, Jr. John T. DeWolf Lecture Notes: J. Walt Oler Texas Tech University CHAPTER.
ENT 153 TUTORIAL 1.
The Finite Element Method A Practical Course
Axial resistance of micropiles : from French to Eurocode design Roger Frank CERMES (ENPC-LCPC), Paris, France.
Introduction – Concept of Stress
Overview of Mechanical Engineering for Non-MEs Part 2: Mechanics of Materials 6 Introduction – Concept of Stress.
Mechanical Design of Process Equipment FUNDAMENTAL PRINCIPLES AND EQUATIONS Principal stresses Theories of failure
Finite Element Analysis of the18 Turn Beam H. F. Fan November 5, 2004.
Baseplate Analysis for Anchor Bolts Tolerance Using GT STRUDL Base Plate Wizard Copyright © 2012 URS CONFIDENTIAL – This document is proprietary and competitively.
Mechanics of Materials
Deformation of Axially Loaded Members - Single Member
Strength of Materials Malayer University Department of Civil Engineering Taught by: Dr. Ali Reza Bagherieh In The Name of God.
1 NONLINEAR ANALYSIS. 2 SOURCES OF NON LINEAR BEHAVIOUR non-linear supports contact stress tension/compression only links elastic foundation offset or.
Practical Design of PT Buildings
Limit state design method
Reproduction interdite © ALMA EUROPEAN CONSORTIUM Reproduction forbidden Design, Manufacture, Transport and Integration in Chile of ALMA Antennas Page.
EGM 5653 Advanced Mechanics of Materials
Warm cryostat mechanical calculations A.Catinaccio PH-DT Engineering Office, CERN Page 1 CERN, May 27th 2015.
EC3 VERIFICATION SCIAENG® EC3 VERIFICATION SCIAENG® SPECIAL THANKS TO ALL INVOLVED D. ALVAREZ FEITO J.C. BATISTA LOPES C. BAULT O. BELTRAMELLO A.CATINACCIO.
Influence Line Diagrams-I
Seismic analysis of Bridges Part II
PS Internal Dump - actuation system
1D OF FINITE ELEMENT METHOD Session 4 – 6
Present status of the flux return yoke design
Stress and Strain – Axial Loading
Introduction – Concept of Stress
Concept of Stress.
Tilt N’ Store Design Analysis
Stress Concentration Effect
Overview of Loads ON and IN Structures / Machines
Principle Stresses Under a Given Loading
Plain & Reinforced Concrete-1 CE3601
1.6 Allowable Stress Allowable Load < Failure Load
ES2501: Statics/Unit 20-1: Internal Forces in Beams
Chapter 1 Stress and Strain.
Structure I Course Code: ARCH 208 Dr. Aeid A. Abdulrazeg
Structure I Course Code: ARCH 208 Dr. Aeid A. Abdulrazeg
Introduction – Concept of Stress
Structure I Course Code: ARCH 208 Dr. Aeid A. Abdulrazeg.
Influence Line Diagrams-I
Supervisor: Dr. Mahmoud Dweikat.
PLASTIC ANALYSIS OF STRUCTURES
Tilt N’ Store Design Analysis
Structural Analysis II
Internal Forces.
Concept of Stress.
Mechanics of Materials Engr 350 – Lecture 38 Columns
Shear Force & Bending Moment Diagrams
Structure I Course Code: ARCH 208 Dr. Aeid A. Abdulrazeg
Lecture # 23 & 24 Compound Stress Objective:-
Presentation transcript:

23/10/02TIS/TE-MC Gonzalo Micó Montava2 Structural Analysis of the Gantry Static Analysis (EuroCode 3) Seismic Analysis (EuroCode 3, PS 92) –Contents The New Gantry Model Results of the Static Analysis Results of the Seismic Analysis (Model for the Seismic Case) Conclusions

23/10/02TIS/TE-MC Gonzalo Micó Montava3 Gantry and Crane Model The new model geometry Weight of the Muon Chambers: 47.4T (S.L.) Weight of the Preshower: 22.42T (S.L.) Nominal Load of the Crane: 30T (Var.L.) EuroCode 3 Standard Steel (S235JR) , 34, 35, 86  Nodes 4, 5, 52, 92, 93  Bars Own weight (Static Load)

23/10/02TIS/TE-MC Gonzalo Micó Montava4 Static Case Results Reactions Stresses The Maximum Reaction is in Node 28 (Point fixed to the wall) The Maximum Total Normal Stress is in Bar 52 (Support Beam of the Crane) Smin  Minimum Total Normal Stress Smin (My)  Minimum Bending Stress due to axis y Smin (Mz)  Minimum Bending Stress due to axis z Smax  Maximum Total Normal Stress Smax (My)  Maximum Bending Stress due to axis y Smax (Mz)  Maximum Bending Stress due to axis z Fx/Ax  Axial Force Smax = Smax(My)+Smax(Mz)+Fx/Sx

23/10/02TIS/TE-MC Gonzalo Micó Montava5 Static Case Results Work Ratio (Ultimate Limit State Verification) (ULS) Displacements (Serviceability Limit State Verification) (SLS) The Maximum Work Ratio is 0.95 in bar 93 (Preshower) The Maximum Displacement is in bar 93 (Preshower) (EuroCode 3, paragraph 4.2.2)

23/10/02TIS/TE-MC Gonzalo Micó Montava6 Seismic Analysis The Seismic Analysis was performed for the working position  Crane is parked far away Weight of the Muon Chambers: 47.4T (Acc. L.) Weight of the Preshower: 22.42T (Acc. L.) EuroCode 3 PS , 34, 35  Nodes 4, 5, 52, 92, 93  Bars Own weight (Acc. Load)

23/10/02TIS/TE-MC Gonzalo Micó Montava7 Seismic Case Results Reactions Stresses The Maximum Reaction is in Node 34 and 35 (Point fixed to the ground) The Maximum Total Normal Stress is in Bar 52 (Support Beam of the Crane) Smin  Minimum Total Normal Stress Smin (My)  Minimum Bending Stress due to axis y Smin (Mz)  Minimum Bending Stress due to axis z Smax  Maximum Total Normal Stress Smax (My)  Maximum Bending Stress due to axis y Smax (Mz)  Maximum Bending Stress due to axis z Fx/Ax  Axial Force Smax = Smax(My)+Smax(Mz)+Fx/Sx

23/10/02TIS/TE-MC Gonzalo Micó Montava8 Seismic Case Results The Maximum Work Ratio is 0.95 in bar 93 (Preshower) Work Ratio (Ultimate Limit State Verification) (ULS) Displacements (Serviceability Limit State Verification) (SLS) The Maximum Displacement is in bar 93 (Preshower) (EuroCode 3, paragraph 4.2.2)

23/10/02TIS/TE-MC Gonzalo Micó Montava9 Static and Seismic Analysis Conclusions: All bars fulfil the EuroCode 3 for Static and Seismic CaseAll bars fulfil the EuroCode 3 for Static and Seismic Case Nominal Load of the Crane must not exceed 30TNominal Load of the Crane must not exceed 30T Remarks: Connections have not been verified The bar 93 (Preshower) Working Ratio is close to the limit imposed by EC3 The Design of the structure is not optimised Future Actions: A Technical Report and a Safety Study Report will be issued by TIS/TE-MC on the subject