1 AC-Flexure Test02-17-04 Updated03-02-04. 2 Moment Load about E-W Axis-1 S N 20 lbs +/-5% Result of 20 lbs load:.005 inch flexure at point of application.

Slides:



Advertisements
Similar presentations
A ladybug sits at the outer edge of a merry-go-round, and a gentleman bug sits halfway between her and the axis of rotation. The merry-go-round makes a.
Advertisements

FEA Reference Guide See additional material herehere.
BELLWORK SINGLE POINT PERSPECTIVE
Contour Lines.
FEA as an aid in Design 1.Applying FEA to a fairly complex design can initially overburden us with information. We therefore need a method of analysing.
MILLING.
FEA - Stress Levels & Concentration A change in the shape of a component carrying a load will have the effect of increasing the stress, nearly always at.
Stadium Roof Design - S2 : Stadium Roof Design - Emirates Stadium Structural Analysis.
Cylinders in Vs An optomechanical methodology Opti 521 Tutorial Yuming Shen December 2006.
Notes on building a Newtonian
There are two groups of Simple Machines Inclined Planes Wedge Screw Levers Lever Pulley Wheel and Axle.
Modeling for Analysis CE Design of Multi-Story Structures
Solidworks: Lesson 4 – Assembly Basics and Toolbox
Fourier Transform A Fourier Transform is an integral transform that re-expresses a function in terms of different sine waves of varying amplitudes, wavelengths,
CUFSM Advanced Functions
THE CLIENT: Mark Novak Outreach Specialist Biological Systems Engineering The Needs: Hand Controls for Safe and Reliable Lawn Tractors Design Practical.
A change in the shape of a component carrying a load, will have the effect of increasing the stress, nearly always at a concave corner. The degree of concentration.
A ladder with length L weighing 400 N rests against a vertical frictionless wall as shown below. The center of gravity of the ladder is at the center of.
FEA as an aid to Design Andrei Lozzi 2014
1 Effect of missing/loose screws 03/01/04. 2 Moment Load about E-W Axis-1 S N 20 lbs +/-5% Result of 20 lbs load:.005 inch flexure at point of application.
1 Acquisition Camera: Troubleshooting Help Vern STAHLBERGER Institute for Astronomy August Comments and Purpose: 1)Images not centered in Acquisition.
1 Acquisition Camera: Task-List to check Flexure Date first created: 02/05/04 Date last modified:02/06/04.
Types of Simple Machines
MECHANICAL COMPARATORS
1 RF-Structures Mock-Up FEA Assembly Tooling V. Soldatov, F. Rossi, R. Raatikainen
Rolling element bearings A. Lozzi 09
Oct 17, 2001SALT PFIS PDR - Structure1 Structure Interface/ constraints Loads Structure design rationale Truss Weight and CG Finite Element Analysis/ Image.
Finite Element Method Final Project “ Rear Suspension- Double A- Arms” Jaime Taha T.April 29 th 2003.
 To describe how a force affects the motion of an object.  To interpret and construct free body diagrams.  To recognize Newton's laws of motion in.
Physics 6A Work and Energy examples Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB.
Chapter 11 Angular Momentum.
SAM PDR1 SAM LGS Mechanical Design A. Montane, A. Tokovinin, H. Ochoa SAM LGS Preliminary Design Review September 2007, La Serena.
ZTF Cryostat Finite Element Analysis Andrew Lambert ZTF Technical Meeting 1.
Secrets of Machine Design Nathan Delson. Learning Machine Design Includes:  Looking at existing designs Take things apart  Applying Engineering Theory.
Brewer Ozone Spectrophotometer Pointing and Levelling C.T. McElroy York University Canada.
Chapter 12 Static Equilibrium and Elasticity. Static Equilibrium Equilibrium implies that the object moves with both constant velocity and constant angular.
Heidi Maiers Portrait Sculptor
Linear Equations in Two Variables
1 SheetCourse: Engineering Graphics 1504Memorial University of Newfoundland Engi 1504 – Graphics Lecture 5: Sectioning and Dimensioning l Sectioning an.
Bridges Introduction to design.
Comparing 2D and 3D Structural Analysis Workshop 4.2.
Math 104 Calculus I Part 6 INFINITE SERIES. Series of Constants We’ve looked at limits and sequences. Now, we look at a specific kind of sequential limit,
In the diagram at right, we see two negative charges and one positive charge, fixed in place and arranged in a equilateral triangle. They are isolated.
Column Failures (Credit for many illustrations is given to McGraw Hill publishers and an array of internet search results)
Static Equilibrium and Elasticity
An Analysis of Shell Structure for Dead Load H.M. Fan PPPL September 16, 2005.
What is precession? this is a powerpoint presentation explaining what precession is and how it happens.
IRMOS Diffraction Grating Integral Tab Design  Performance of an optical system is highly sensitive to the surface distortion of the optics in the system.
Mount structure concept FM1 & FM2 Mount structure design 1) Aluminum structure. 2) Structure design for holding Newport mirror mount because of its compact.
Mass Simulator Concepts Robert Besuner 12 October 2005.
Straightness measurement
Cavity support scheme options Thomas Jones 25/06/15 1.
Rotational or Angular Motion. When an object ’ s center of mass moves from one place to another, we call it linear motion or translational motion.
Objectives. Objective The purpose of this tutorial is to teach the viewer how to solve for the acceleration of each mass in a standard two- body pulley.
The inference and accuracy We learned how to estimate the probability that the percentage of some subjects in the sample would be in a given interval by.
Balanced & Unbalanced Forces ► More Force = more Acceleration ► More Mass = more Force needed! Newton’s Second Law of Motion says: “To move a mass, you.
ARCHITECTURE 2351 INTRODUCTION TO STRUCTURE CONCEPTS.
Comparing 2D and 3D Structural Analysis Winter Semester
5. Torsional strength calculation. 5.1 Torsional loads acting on a ship hull.
Camera Motion System Requirement Design Details FEA.
Date of download: 7/6/2016 Copyright © 2016 SPIE. All rights reserved. Image model for flux pinning. In this model, flux pinning is described as the interaction.
Shear in Straight Members Shear Formula Shear Stresses in Beams
Graphing Ordered Pairs
9/16/2018 Physics 253.
iSHELL Design Review Cryostat & Optics Bench
Material Properties and Forces
ENGINEERING MECHANICS
Prepared by Dedra Demaree, Georgetown University
Energy Problems.
Rotational or Angular Motion
Presentation transcript:

1 AC-Flexure Test Updated

2 Moment Load about E-W Axis-1 S N 20 lbs +/-5% Result of 20 lbs load:.005 inch flexure at point of application of load W into page E Box XY Stage George Pivot Point AO-SpoolBrace 2 Plcs

3 Moment Load about E-W Axis-2 Results: 1)Applied force tends to rotate Structure about pivot point marked in sketch (prev. slide) 2).005 inch Flexure seen will have contributions from Box, XY stage and George Mount 3)Any looseness in XY stage will contribute to flexure measured 4)We see.0025 inch by pushing/pulling just on XY stage in E-W direction (Stage Stop?) Results Interpretation and Suggestions: i) Do a flexure test around E-W axis ( going North and South) ii).005 flexure translates into an angle at POM of ~ 36arc-sec iii) Using Zemax, what does a 36 arc-sec tilt at the POM mean? (Doug) iv) Examine XY stage for looseness (anti-backlash) v) Add Braces to George Mount.(see previous slide) Comments: Adding Braces to the George Mount means connecting the George Mount to the AO- Spool with tubular material on two sides (see slide). This will stiffen up the George Mount if it is not stiff enough in this plane. It could be tried out by just clamping these rectangular tubes in place and if found to reduce the flexure substantially, permanently bolted to both the AO Spool and the George Mount. We could also rebuild the George Mount, but choose Steel for the Material instead of Alu But the preference would be to add the tubular stiffeners, since the XY stage is made from Aluminum 6061-T6, to avoid thermal mismatch between George and XY stage.

4 Moment Load about parallel to optical axis-1 W into page S N E Box XY Stage George 2 nd Pt of Application of 20 lbs force Push/Pull 1 nd Pt of Application, on George Push/Pull Rot- Axis Optical Axis

5 Moment Load about parallel to optical axis-2 Results: Structure is stiffer in this axis then previous axis by factor of ~2 (see update at end of ppt) For 1 st Pt of appl.: 20 lbs force:.0005 inch both directions (F on George);see FEA-1 For 2 nd Pt of appl.: 20 lbs force;.0025 inch both directions (F on Box);see FEA-2 Results Interpretation: a)The lever arm ratio between 1 st and 2 nd Pt of application of the force is about 2:1 with respect to the rotation axis. Treating the structure as a cantilevered arm, the deflection is proportional to the cube of the distance from pivot. We would therefore expect a deflection of (2)^3, or 8 *.0005=.004. We measured.0025, somewhat less, which may be because we have unequal moments of inertia in the structures involved. b) We also pushed/pulled on the XY stage in a N-S direction and observed a movement of.0025/.003. This would indicate looseness in the XY stage; could be a problem with the anti-backlash Suggestions: i)Contact XY stage Vendor for info on impact on specs for temperature changes (see site) ii)Using Zemax, evaluate a rotation of 18 arc-sec at location of POM iii)Disassemble Acquisition Camera; inspect all optical mounts, including POM, for any looseness in the optical mounts; check all bolts; check POM assembly for any looseness iv)Add missing fasteners to Acquisition assembly (I noticed some are missing) George,Lars

6 George Mount FEA-1 Did Simulation with 20 lbs as was done in Field at Summit: Result: max deflection inch as compared to.0005 on summit. The difference is probably due to constraining the bolting surface rather than just the bolt holes 20 lbs Force in -z-direction

7 George Mount FEA-2 Worst Case: Loaded with 130 lbs which includes the XY stage, Acquisition Camera and Gravity. This is the equivalent of having the telescope horizontal. This indicates that the George Mount is not responsible for the.0025 inch movement we are seeing when applying 20 lbs as was done while on the summit.

8 George Mount FEA-3

9 George Mount FEA-4

10 Summary: 1)The flexure tests mirror the Finite Element Analysis done of the George Mount(see Fea’s) 2)The George Mount is weaker in one plane than another at 90 degrees by factor of 2(not true) 3)Weakness could be remedied by adding braces as explained. 4)To be certain the movements we measured are responsible for the 3 arc-sec tilt observed by David, we would need a Zemax ray-trace to verify. 5)In the absence of a ray-trace, it is difficult to tell if our measured movements can explain the tilt. There is still the possibility of something loose inside the Acquisition Camera. So far, we have not done any checking on the inside of Acquisition Camera. 6)We do not have conclusive evidence that the observed flexures are responsible for the tilt measured by David. 7) The XY stage is made from Aluminum Monolith. The lead-screw is made from Stainless. For the test under consideration, the are no differential changes we need to account for. This is because both structures interfacing to the XY stage are also made from Aluminum and we are not moving the XY stage. For further info on this subject please look up 1)Doug: Can you think of any further steps we should take to get to the bottom of this?

11 Update A)A subsequent FEA of the George Mount using exactly the same boundary conditions as were used for the 2 that are pictured in the.ppt revealed that the George Mount has almost identical stiffness in planes 90 degrees apart from each other. B)Therefore, the statement that the George Mount has different stiffness in planes at 90 degrees to each other is not in agreement what was found by doing an FEA. Because the FEA’s were done with identical Mesh, Boundary Conditions and Restraints, and only the direction of the Load and Gravity was changed, this is a result that can be trusted. C)It is NOT the George Mount that is responsible for the indicator readings to show values that differ by a factor of 2. Rather, it is the the Acquisition Box that is the contributing factor. I am assuming here that the XY stage behaves the same when loads are applied to the Acquisition Box structure. D)This also makes sense intuitively, because when we took readings on the Box we loaded the structure in quite different ways. We got the.005 inch reading when applying the load perpendicular to a plane of the base plate, and the.0025 inch reading when we loaded the edge of the base plate. E)This is not to say that adding the braces would not improve the situation. If the braces would cut the deflection of the George Mount in half, the deflection at the end of the Acquisition Box would be cut in half. The question that needs to be answered is: Will this fix the problem observed when moving the telescope

12 Conclusions & Next Steps A)Flexure tests taken on the George Mount and FEA runs show sufficient agreement. Maximum deflections in the George Mount was found to be no more than about.002 inch measured in planes that carry the load. The two worst cases were modeled. B)We may want to check the XY stage. We pushed/pulled the stage and found movement of approximately.0025 inch in either direction when we applied a force of 20 lbs. Even if the motor break is on, the backlash between nut and lead-screw will show up. Part of the force will go into overcoming friction, the rest of the force is translation of the stage itself to bottom out the screw against the nut. We also increased the force on the XY stage to about lbs and found that the motion increased to ~.010 inch. To check the XY stage and to fix it, we will have no other choice but to remove it from the assembly. C)The stiffness of the Acquisition Box is harder to judge from the measurements taken. The 3 tiered assembly of George Mount, XY stage and Acquisition Box each contribute to a measurement taken at the Acquisition Box. Since this is a “boxed” assembly, it is intuitively very stiff. The fact that some bolts in the side walls were missing and some were not sufficiently tight may have given us unreliable readings. The FEA simulation that was done with the Acquisition Box showed no deflections greater than.001 inch. As with the George Mount, two worst cases were modeled. D)To gain an understanding of how these deflections/tilts affect image motion we probably would need to put this into a ray-trace program. E)There is still the possibility of something “loose” inside the Acquisition Box itself.It could also be the POM (Pick Off Mirror). To verify this while the Acquisition Box is on the telescope is almost impossible because of access problems. If the image motion problem persists, and after we ascertained that flexures/tilts we found are not at fault, we will need to remove the units from the telescope to troubleshoot. This may take 2-3 days plus we may have to send the stage back to the factory for readjustment. F)A question that keeps surfacing is whether we experienced this image motion when the Relay Structure was used rather than the George Mount. Maybe the trouble-log could shed light on this. G)The measurements taken on the XY stage and the George Mount in the E-W direction yielded.0025 inch (XY stage vs.0005 inch (George Mount). This alone would indicate that we should take a look at the XY stage’s anti-backlash feature.