6-7 July 20051B. C. Bigelow - UM Physics Finite element analysis of DECam May 11 C1 corrector lens – gravity and thermal load cases Bruce C. Bigelow, Physics.

Slides:



Advertisements
Similar presentations
Finite Elements Principles and Practices - Fall 03 FEA Course Lecture VI – Outline UCSD - 11/06/03 Review of Last Lecture (V) on Heat Transfer Analysis.
Advertisements

FourStar Image Motion Stephen Smee (410)
A vertical-flexure CCD module Bruce C. Bigelow University of Michigan Department of Physics 10/7/04.
N. Dhanaraj, Y. Orlov, R. Wands Thermal-Stress Analysis of CC1 Space Frame.
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.
Circular Plates Moments acting on an element of a deformed circular plate.
Be Reflector Thermal Distortion Analysis Sept. 26, 2005 Page 1 C. Powell/542 Beryllium Hollow Cube Retroreflector Thermal Distortion Analysis C. Powell/542.
Basic FEA Concepts. FEA Project Outline Consider the physics of the situation. Devise a mathematical model. Obtain approximate results for subsequent.
ME 501 Final Project: Analysis of Ford Expedition Frame Crossmember June 20, 2001 John Smart Andy Stansel Courtesy Ford Motor Company Used without permission.
1 Maestro Lens Mounting Lenses 4 and 6 –Mounting method: Potted on OD with elastomer (athermalized) –Lens diameter = inches –Lens CTE (  l ) = 3.5x10.
NSTX ARMOR PLATE 2/18/10 NEUTRAL BEAM ARMOR PRELIMINARY ANALYSIS.
Athermal Bonded Mounts 1 Incorporating Aspect Ratio into a Closed-Form Solution.
Awake CNGS Window and Shutter Szymon Sroka, Antonio Perillo-Marcone — EN/STI/TCD Thermo-Mechanical Calculations.
Athermal bond thickness for axisymmetric optical elements Tutorial by Eric Frater.
DESIGN OF A TESTING MACHINE FOR MICRO-DEVICES Follow up to Clément Gabry’s master thesis on Structural Resistance of Silicon Membranes 1 12/10/2014CERN.
? ? ? ? ? ?.  3 POINT BENDING TEST :  Varying loads and spans  Variables measured in the gravity center:  Deflections with vision machine  Strains.
Space Frame Structures for SNAP Bruce C. Bigelow University of Michigan Department of Physics 11/04/04.
Solar orbiter – EUS instrument mechanical design Tim Froud and Doug Griffin.
ZTF Cryostat Finite Element Analysis Andrew Lambert ZTF Technical Meeting 1.
Andy Stefanik 1July 2006 Mechanical Overview WBS 1.5 Opto-Mechanical System Andy Stefanik - Fermilab.
Department of Civil and Environmental Engineering, The University of Melbourne Finite Element Modelling – Element Types and Boundary Conditions (Notes.
Multiple Coil Lift Calculation. Purposes of the Study  To investigate the stress distribution in the MCWF and the lifting device.  To make sure mounting.
Determinate Space Frame Telescope Structures for SNAP Bruce C. Bigelow University of Michigan Department of Physics 7/28/04.
1 3/24/05Bruce C. Bigelow -- UM Physics Hexapod Detector Mounts B. C. Bigelow, UM Physics 3/24/05.
LBNL CCD Packaging “Yale Mount” Mechanical Analysis Dan Cheng LBNL.
Applied Precision Design 1 of 8 Strictly Confidential HIGH TEMP ROTARY SPINDLE IN VACCUM MULTI-AXIS SHUTTER MECHANISM RELIABILITY CYCLING TEST-BED MECHANISM.
Design of a Lightweight Mounted Tip/Tilt Mirror
Sag of ZTF components Callahan 9/4/2014. Corrector Trim Plate analysis.
ANSYS Structural Analyses of sPhenix Magnet Coil at Full Current John Cozzolino July 10,
BTeV Pixel Substrate C. M. Lei November Design Spec. Exposed to >10 Mrad Radiation Exposed to Operational Temp about –15C Under Ultra-high Vacuum,
FVTX substrate FEA1 FVTX Substrate FEA C. M. Lei March 02, 2006.
4/20/2004s.e.mathews1 Steward Observatory Technical Division Mechanical Engineering Seminar Series Seminar #1 April 20, 2004.
An alternative spectrograph mount Bruce C. Bigelow University of Michigan Department of Physics 5/14/04.
Micro-valve Estimated Time for Completion: ~30min Experience Level: Lower MSC.Patran 2005 r2 MSC.Marc 2005 r2.
Results of Linear Stress Analyses for Modular Coils and Coil structure For 2T High Beta Currents at 0 Seconds and Initial Coil Shrinkage of in/in.
W.O. Miller i T i VG 1 Two Pixel Configurations Under Study First: A Monolithic Integrated Structure First: A Monolithic Integrated Structure –Axial array.
SiD Platform Deformation Studies John Amann ILC Mechanical Engineering 11/21/06.
Thin ladder development 28/3/2006. Targets Aiming for 0.1 % X 0 Uniformity over full ladder Compatibility with wire and bump bonding Provision for optical.
ZTF Gasket and window stress under 1 atm pressure Callahan 10/23/2014.
IRMOS Diffraction Grating Integral Tab Design  Performance of an optical system is highly sensitive to the surface distortion of the optics in the system.
Kapton module ass. Spacers for pins 3.6 m m 1.25 mm.
Concentric Axial Loading OPTI 521L Kal Kadlec Rachel Ulanch.
Another Modular Focal Plane: Part 1 – Sub-modules Bruce C. Bigelow University of Michigan Department of Physics 5/17/04.
Nonlinear Analyses of Modular Coils and Shell structure for Coil Cool-down and EM Loads Part 1 – Results of Shell Structure and Modular Coils H.M. Fan.
Bubble Chamber Radiator Thermal Analysis 5.0 MeV, 9.5 MeV Beam Energy Fredrik Fors Mechanical Engineering 8/20/2015.
Hcal Geometry and Assembly Videoconference January 2008, 24th.
Structural Integrity UNDERSTAND STRUCTURAL STRENGTH OF LOAD BEARING COMPONENTS IN MECHANICAL SYSTEM.
1 Optics: design, procurement, assembly and testing plans Dr Peter Doel, University College London.
3/5/2008, A Lee1 A Preliminary Result for a Helical Tube Subjected to the Internal Pressure Ang Lee, PPD/MD March 5,2008.
FVTX substrate FEA1 FVTX Substrate FEA C. M. Lei March 02, 2006.
Bolt Pretension with Contact. Nonlinear Structural Analysis Goals Goal: – In this workshop our goal is to investigate the behavior of the pipe clamp assembly.
Pipe Integrity Check using Finite Element Analysis
Telescope - Mechanical
T2K Upgrade First look at TPC constraints (WAGASCI)
Date of download: 10/14/2017 Copyright © ASME. All rights reserved.
T2K Upgrade First look at TPC contraints (WAGASCI Constraints)
Performance Evaluation of Wood and Aluminum Baseball Bats Using Finite Element Analysis James Cain 12/4/14.
DES Blanco602 Opto-Mechanics
Phase 2 Outer Tracker Module analysis
TPC Support and Constraint TPC Support
PFIS Camera & Collimator Conceptual Design
Department of Physics, University of Michigan
Stress Analysis of Universal Tilt Kit Attachment Points
Exoskeleton Finite Element Analysis
SNAP NIR Detector Packaging Development: Universal SiC Package
Department of Physics, University of Michigan
Vertical-flexure CCD module: Thermal and Dynamic FEA
Another Modular Focal Plane: Part 2 – FP assembly
Standardized CCD and MCT detector mounting configurations
State Scientific Center– Research Institute of Atomic Reactors
Presentation transcript:

6-7 July 20051B. C. Bigelow - UM Physics Finite element analysis of DECam May 11 C1 corrector lens – gravity and thermal load cases Bruce C. Bigelow, Physics Department, University of Michigan 6-7 July 2005

6-7 July 20052B. C. Bigelow - UM Physics FEA of May 11 C1 element This talk: Conceptual design for an athermal elastomeric lens mount (RTV) Description of objectives, model, and load cases Deflection and stress results

6-7 July 20053B. C. Bigelow - UM Physics FEA of May 11 C1 element Objectives: Determine deflections of C1 under gravity loads for RTV mount Determine stresses in C1, elastomer, and cell for -20C temp swing Models: 1/2 geometry model 3mm RTV elastomeric bond (radial and axial directions) Invar cell, FS lens Assume a perfectly rigid barrel Load cases: gravity along optical axis gravity across optical axis steady-state temperature change of -20C

6-7 July 20054B. C. Bigelow - UM Physics FEA of May 11 C1 element 3d solid (“brick”) elements

6-7 July 20055B. C. Bigelow - UM Physics FEA of May 11 C1 element Detail of elastomer bond line

6-7 July 20056B. C. Bigelow - UM Physics FEA of May 11 C1 element Symmetry boundary conditions and constraints

6-7 July 20057B. C. Bigelow - UM Physics FEA of May 11 C1 element

6-7 July 20058B. C. Bigelow - UM Physics FEA of May 11 C1 element Gravity across optical axis, deflections across optical axis in meters (2 microns at center)

6-7 July 20059B. C. Bigelow - UM Physics FEA of May 11 C1 element Gravity across optical axis, deflections along optical axis, in meters (+/- 2 microns)

6-7 July B. C. Bigelow - UM Physics FEA of May 11 C1 element Gravity along optical axis, deflections along optical axis in meters (7.6 microns)

6-7 July B. C. Bigelow - UM Physics FEA of May 11 C1 element -20C temp change, max. stresses in Pa (1450 PSI max)

6-7 July B. C. Bigelow - UM Physics FEA of May 11 C1 element Stresses in cell in Pa (1450 PSI max)

6-7 July B. C. Bigelow - UM Physics FEA of May 11 C1 element Stresses in RTV in Pa (12 PSI max)

6-7 July B. C. Bigelow - UM Physics FEA of May 11 C1 element Stresses in lens in Pa (217 PSI)

6-7 July B. C. Bigelow - UM Physics FEA of May 11 C1 element Conclusions: Gravity deflections seen here are probably negligible Thermal stresses are very low relative to yield for all three materials The RTV mount provides stiff yet thermally compensating support This FEA model is readily adapted to other geometry and materials Although 90mm central thickness of C1 appears to be OK for mounting and thermal loads, it will very difficult to fabricate and test. The RTV mount can easily accommodate a thicker lens.