LARP Phase II Secondary Rotatable Collimator

Slides:



Advertisements
Similar presentations
This is Jeopardy!.
Advertisements

TDI observations winter break 2012 Thanks to F. Loprete, E. Page, B. Henrist, B. Salvant.
HESSI’s Imaging Process. The HESSI satellite, due for launch in the Fall of 2001, ha.
Coll Eng E Doyle 1/18 LARP Phase II Secondary Collimator RC1 Prototype Engineering Status 6/21/06 Jaw-hub-shaft concept - continued Permanent.
L.E.Q. How do you identify congruent figures and their corresponding parts?
Status of the LARP Phase II Secondary Collimator Prototype 30 September 2013 LHC Collimation WG Meeting Tom Markiewicz/SLAC BNL - FNAL- LBNL - SLAC US.
Alignment of DB and MB quadrupoles Hélène MAINAUD DURAND 17/11/2011 With a lot of input from Sylvain GRIFFET.
Status of the LARP Phase II Secondary Collimator Prototype 14 October 2013 LHC Collimation WG Meeting Tom Markiewicz/SLAC BNL - FNAL- LBNL - SLAC US LHC.
HFT Geometry Considerations F.Videbæk BNL. Introduction This presentation is meant to be a living document, updated as more and better information becomes.
Lesson 3.5 AIM: The Polygon Exterior Angle Sum Theorem
2-D Shapes What is a 2D Shape and how do we define it?
Area (geometry) the amount of space within a closed shape; the number of square units needed to cover a figure.
Prisms Fun with by D. Fisher
Unit 5 Vocab By: Mika Hamady. Acute Angle Definition: An acute angle is an angle that is less then 90 degrees. Examples: 1.A 43 degree angle is acute.
Performance Test of Laser Trackers of FARO Ryuhei Sugahara, Mika Masuzawa and Yasunobu Ohsawa KEK, High Energy Accelerator Research Organization Oho, Tsukuba,
Givi Sekhniaidze1 CERN, 25 March Givi Sekhniaidze2 The angles for the chambers are: LM1 – ° LM2 – 7.224° SM1 – ° SM2 – ° Do we.
Error Introduced by: Image Analysis Software Camera & Part Holder “..any sufficiently advanced technology is indistinguishable from magic.” Arthur C. Clark.
The Outwood Grange Family of Schools Perimeters (teacher notes): 1.The word perimeter is often used to denote the boundary of a 2D figure. In maths it.
Cube A cube[1] is a three-dimensional solid object bounded by six square faces, facets or sides, with three meeting at each vertex[1]three-dimensionalsquarefacetsvertex.
Basic Geometry Vocabulary Review.
The HESSI Imaging Process. How HESSI Images HESSI will make observations of the X-rays and gamma-rays emitted by solar flares in such a way that pictures.
I go on and on in both directions What am I?. A line.
1 Alternative Bunch Compressor 30 th Sep KNU Eun-San Kim.
To find the perimeter of a rectangle, just add up all the lengths of the sides: Perimeter = L + w + L + w         = 2L + 2w To find the area of a rectangle,
Vocabulary Word: Supplementary Angles Definition: Two angles whose sum is 180°.
Francis González Shapes: 2 Dimensions Figures Rectangle, Square, Triangle, Circle, Arch 3 Dimensions Figures Cube, Pyramid, Sphere, Cylinder.
LARP Rotatable Collimators 19 June 2006 ILC R&D Status Meeting Tom Markiewicz/SLAC BNL - FNAL- LBNL - SLAC US LHC Accelerator Research Program.
LARP LHC PHASE II COLL RC1 TESTS - S. Lundgren 10 Dec 2007 No 1 /12 LARP Phase II Secondary Collimator RC1 Collimator Development and Test Program Status.
LARP LHC PHASE II COLL RC1 - S. Lundgren 21 Sep 2009 No 1/17 LARP Phase II Secondary Collimator RC-1 Collimator Development Status and Outlook Revised.
Electrostatic FEA on Field Cage Profile Configurations Bo Yu.
3.1 What are congruent figures?
Correlated Misalignments Studies for LCLS-II SC Linac
conventional rear wheel drive, a beam axle assembly
Planar distortions for SCT Barrel Modules
1st LHC MD Period Started
LARP Phase II Secondary Collimator RC1, ETC - Status 4/10/06
Geometry Review By Mr. Hemmert.
LARP Phase II Secondary Collimator RC1
Probability and Statistics for Engineers
LARP Phase II Secondary Collimator RC1
LARP Phase II Secondary Collimator RC1
R. Kersevan, TE-VSC-VSM 30/06/2016
COORDINATE PLANE The plane containing the "x" axis and "y" axis.
Probability and Statistics for Engineers
HPS Collaboration meeting, JLAB, Nov 16, 2016
What Shapes Can You See in this Picture?
Recommendations of 12/16/05 review committee & SLAC response
9-7 Perimeter Course 1 Warm Up Problem of the Day Lesson Presentation.
Revolve A solid can be created by revolving a shape around an axis.
The scattering centre becomes a secondary source of radiation
LARP Phase II Secondary Rotatable Collimator
Please see slide 2 for the caption of this figure.
LARP Phase II Secondary Rotatable Collimator
LARP Phase II Secondary Rotatable Collimator
LARP Phase II Secondary Collimator RC-1
LARP Phase II Secondary Collimator RC-1
LARP Phase II Secondary Collimator RC-0 and RC-1
Probability and Statistics for Engineers
LARP Phase II Secondary Collimator RC-1
Alignment of Main Linac Cryomodule (MLC)
Probability and Statistics for Engineers
Engineering Update E. Doyle 5/16/06
Probability and Statistics for Engineers
Miniature Train Wheels.
Question 31.
Geometry Vocabulary.
Three-Dimensional Figures
Operational Results of LHC Collimator Alignment using Machine Learning
Revolve A solid can be created by revolving a shape around an axis.
Operational Results of LHC Collimator Alignment using Machine Learning
Presentation transcript:

LARP Phase II Secondary Rotatable Collimator 5 min. Status Report 15th March, 2010

CMM results: First Jaw (RC-0) Lots of data produced by CMM group. Summary: Looking at central 8 mm of each facet (all the beam will see) Worst facet flatness: 50.6 microns Average: 38.5 microns Std dev: 10.3 microns Generally exhibits a bowed shape where outer edges flair out

CMM results: Second Jaw (RC-1) Second Jaw (RC-2) was machined to much greater precision Summary: Worst Facet: 10.8 microns! Average: 8.25 Std Dev: 1.45 This is excellent!

Facet offset and angles Also measured width between each pair of facets and concentricity about rotation axis for RC-0 and RC-1. This will give the new jaw edge with respect to beam axis after jaw rotation Concentricity comparable to flatness values in previous slides RC-1 much better than RC-0 This says that there is little run-out and flatness dictates alignment of facets. Angles of each facet also measured and within arcseconds of a perfect icosagon (20 sided polygon)

For BPM people: BPM Clearance for connectors Oliver requested we provide some figures showing the access space around the BPMs for connectors. Here are some pictures:

End view wiring clearances