Discussion on Strategies Introductory Notes - omega vs. phi scans - beam polarization - single sweep vs. multi sweep - xtal shape as re-orientation/re-centering.

Slides:



Advertisements
Similar presentations
GTEM CABLE EMISSION STUDIES MEASUREMENT TECHNOLOGY LIMITED JUNE 29 TH 2010 Dr. Zaid Muhi-Eldeen Al-Daher Dr. Angela Nothofer Prof. Christos Christopoulos.
Advertisements

Active Shape Models Suppose we have a statistical shape model –Trained from sets of examples How do we use it to interpret new images? Use an “Active Shape.
Multi-wave Mixing In this lecture a selection of phenomena based on the mixing of two or more waves to produce a new wave with a different frequency, direction.
Focusing monochromators/analyzers Asymmetric diffraction geometry of the monochromator Dispersive double crystal monochromator Two wavelength sandwich.
Materials Science and Engineering Crystalline and Non-Crystalline Systems X-Ray Diffraction: Determination of Crystal Structure.
CCP4 workshop Argonne, June 2011 Strategy of diffraction data collection (at synchrotrons) Zbigniew Dauter MCL-NCI & ANL-BIO.
Laue Photography Mathematics Structures time-resolved crystallography neutron crystallography electron crystallography.
Determination of Protein Structure. Methods for Determining Structures X-ray crystallography – uses an X-ray diffraction pattern and electron density.
Vector-Scanned Microcrystallographic Data Collection Techniques Malcolm Capel NE-CAT Dept. Chemistry & Chemical Biology Cornell University.
Bob Sweet Bill Furey Considerations in Collection of Anomalous Data.
Polarization of Light Waves
The General Linear Model Or, What the Hell’s Going on During Estimation?
IMAGE QUALITY NOISE LINEARITY CROSS-FIELD UNIFORMITY IMAGE ARTIFACTS.
Recent Advances in Protein Powder Diffraction R.B. Von Dreele, XSD/IPNS Argonne National Laboratory, USA “Reaching for High Resolution in Protein Powder.
Computing Protein Structures from Electron Density Maps: The Missing Loop Problem I. Lotan, H. van den Bedem, A. Beacon and J.C. Latombe.
Data Collection and Processing Using APEX2, SHELXTL and the Bruker PHOTON 100 Kevin J. Gagnon
Tuesday, May 15 - Thursday, May 17, 2007
3. Crystals What defines a crystal? Atoms, lattice points, symmetry, space groups Diffraction B-factors R-factors Resolution Refinement Modeling!
3J Scalar Couplings 3 J HN-H  The 3 J coupling constants are related to the dihedral angles by the Karplus equation, which is an empirical relationship.
The goal of Data Reduction From a series of diffraction images (films), obtain a file containing the intensity ( I ) and standard deviation (  ( I ))
Phasing based on anomalous diffraction Zbigniew Dauter.
On the Accuracy of Modal Parameters Identified from Exponentially Windowed, Noise Contaminated Impulse Responses for a System with a Large Range of Decay.
Introduction to Macromolecular X-ray Crystallography Biochem 300 Borden Lacy Print and online resources: Introduction to Macromolecular X-ray Crystallography,
Kappa – from a users perspective ?. Standard today Most Labs/synchrotrons use single rotation axis for data collection Most Labs/synchrotrons use single.
Oct. 16, 2006 Midterm Next Class Assignment #4 is Marked
Chem X-ray Crystallography X-ray crystallography is an experimental technique that exploits the fact that X-rays are diffracted by the periodic.
The New X-Ray Guy 1. Frankenthal / Mannheim 2. La Chapelle Aux Bois 3. Kasierslautern 4. Göttingen Peter MüllerPeter Mueller.
High and low level system integration Kappa meeting Grenoble 20 th Sept
Microarray - Leukemia vs. normal GeneChip System.
PowerPoint File available: ~jamesh/powerpoint/ Oslo_2010.ppt.
Why Diffraction, Why Neutrons? J. A. Dura Neutron Small Angle Scattering and Reflectometry NCNR Summer School on June 26, 2006.
PCB Soldering Inspection. Structured Highlight approach Structured Highlight method is applied to illuminating and imaging specular surfaces which yields.
1. Diffraction intensity 2. Patterson map Lecture
Optimizing structure determination How many are we solving? What is the limit? Are we there yet? Why not? What are the biggest problems?
Page 1 X-ray crystallography: "molecular photography" Object Irradiate Scattering lens Combination Image Need wavelengths smaller than or on the order.
Víctor M. Castillo-Vallejo 1,2, Virendra Gupta 1, Julián Félix 2 1 Cinvestav-IPN, Unidad Mérida 2 Instituto de Física, Universidad de Guanajuato 2 Instituto.
Radiation Detection and Measurement, JU, 1st Semester, (Saed Dababneh). 1 Radioactive decay is a random process. Fluctuations. Characterization.
BEST strategy / SAD optimization Gleb Bourenkov EMBL-Hamburg Kappa Workgroup Meeting September 28-29, 2009 MAXLAB.
Anomalous Differences Bijvoet differences (hkl) vs (-h-k-l) Dispersive Differences 1 (hkl) vs 2 (hkl) From merged (hkl)’s.
Challenges and Strategies for Combined Active/Passive Precipitation Retrievals S. Joseph Munchak 1, W. S. Olson 1,2, M. Grecu 1,3 1: NASA Goddard Space.
Absolute Configuration Types of space groups Non-centrosymmetric Determining Absolute Configuration.
2D-LDA: A statistical linear discriminant analysis for image matrix
Stochastic Background Data Analysis Giancarlo Cella I.N.F.N. Pisa first ENTApP - GWA joint meeting Paris, January 23rd and 24th, 2006 Institute d'Astrophysique.
4/12/05 -Xiaojian Zhang, 1 UIUC paper review Introduction to Bc Event selection The blind analysis The final result The systematic error.
0 7th ESWW, Bruges, Ionospheric Scintillations Propagation Model Y. Béniguel, J-P Adam IEEA, Courbevoie, France.
January 13, 2004A. Cherlin1 Preliminary results from the 2000 run of CERES on low-mass e + e - pair production in Pb-Au collisions at 158 A GeV A. Cherlin.
Fourier transform from r to k: Ã(k) =  A(r) e  i k r d 3 r Inverse FT from k to r: A(k) = (2  )  3  Ã(k) e +i k r d 3 k X-rays scatter off the charge.
Judging the Quality of a Crystal. Determining the Best Exposure Time. Data Collection Strategy. From Crystal to Diffraction Pattern.
October 1st, Shared computational mechanism for tilt compensation accounts for biased verticality percepts in motion and pattern vision Maaike de.
What is the interaction between x-rays and electrons Since x-rays are electromagnetic radiation they interact with atoms like any other radiation. Transmission—pass.
Multi-axis Data Collection A Tutorial on the Applications - to Trigger Kappa Utilization by the Users.
Midterm Review 28-29/05/2015 Progress on wire-based accelerating structure alignment Natalia Galindo Munoz RF-structure development meeting 13/04/2016.
Why are. we not solving more struct tures? James Holton University of California San Francisco and Advanced Light Source Lawrence.
Manoj B. Jadhav Supervisor Prof. Raghava Varma I.I.T. Bombay PANDA Collaboration Meeting, PARIS – September 11, 2012.
SHKim 2007 Lecture 4 Reciprocal lattice “Ewald sphere” Sphere of reflection (diffraction) Sphere of resolution.
1 Least squares & Rietveld Have n points in powder pattern w/ observed intensity values Y i obs Minimize this function:
CHARACTERIZATION OF THE STRUCTURE OF SOLIDS
Laue Photography Mathematics Structures time-resolved crystallography
CT Multi-Slice CT.
The Crystal Screening Interface at ALS
de Broglie Waves de Broglie argued
Review of Ultrasonic Imaging
Polarized Light Scattering
Synchrotron X-ray studies suggest that the core of the transthyretin amyloid fibril is a continuous β-sheet helix  Colin Blake, Louise Serpell  Structure 
Alexander Popov ESRF, MX group
Basic of Light & Optics
Volume 106, Issue 5, Pages (March 2014)
Computed Tomography (C.T)
Computed Tomography (C.T)
What if you use a capillary, small specimen or transmission technique
Presentation transcript:

Discussion on Strategies Introductory Notes - omega vs. phi scans - beam polarization - single sweep vs. multi sweep - xtal shape as re-orientation/re-centering factor

Reconstruction of the mean reflection intensities using limited experimental data set: profiles – a feature of PROTEINS, NOT APPLICABLE TO SMALL MOLECULES

Optimization target: Signal/Noise NOT the time to be spent for experiment, number of frames to collect, etc … ALL the data collection parameters (multi- sub-wedge, variable exposure time, etc.) are optimized simultaneously - Example: multiplicity vs exposure time

Radiation Damage - Compensation of intensity decay by adjusting (increasing) the exposure time / frame is essential : Total dose per data set is not important –defined by the long exposure of the LAST frames –short exposures of the FIRST frames are critical

What works in BEST now? optimal orientation with respect to: Overlaps (~90% of failing experiments – J. Holton ) - also with isometric high mosaicity Intrinsic diffraction anisotropy each diffraction pattern is maximally isotropic, S/N in a weak direction compensated by exposure (small effect when judged by standard "resolution shell" statistics) Low noise in anomalous difference data anomalous difference error model (radiation induced non-isomorphism) accounts for the difference in dose between the observed Bijvoet mates

Minimal R Friedel = - |> vs. Resolution and Orientation (error contribution to the difference only, no anomalous scattering contribution

Data collection using multiple crystals Reference images Auto-indexing BEST Crystal characterization and ranking Determination of maximal achievable resolution Optimal crystal orientation(s) Experimental aim Crystal 3 Crystal 5 Crystal 1 Crystal 8 D.C. plan Completeness 23% Completeness 58% Completeness 91% Completeness 99.7%

Omega vs. Phi scans Omega scans - orientation wrt scan axis is optimized Overlaps Radiation-induced non-isomorphism Multi-crystals AAS Phi scans - orientation wrt BEAM (direction/electric field vector) is varied "true redundancy" (– no advantage wrt. Omega, but - may be - less limitations) Blind region reduction ( - when in a symmetric setting) AAS?

Beam polarization Isotropic scattering – Scan axis || Electic Filed vector is optimal, though only important at high resolution ( < 2*wavelength) Vertical OMEGA is of advantage for the microbeam (gravity) PHI is mechanically non-micro AAS BEST minimizes the noise in anomalous diffrence data (fully applicable to AAS data) the target describing the AAS signal is required

Single Sweep vs. Multi Sweep Multi sweep on a single crystal: Blind region completion Multiplicity Partial data set completion (disaster scenario) From the point of view of implementation in BEST, Multi- Sweep strategy is a particular case of multiple crystal data collection optimization with the goniometric limitations

Single Sweep vs. Multi Sweep "Fast" coverage of an asymmetric unit on a single crystal – no advantage in signal-to-noise! Single sweep Radiation damage Disadvantage – Inhomogeneous S/N Single sweep RD compensation Multiple sweeps

xtal shape as re-orientation/re- centering factor Exploiting ALL of the crystal volume is critically important Severe mismatch of Xtal/Beam size – major limitation to sample characterization, strategy and data quality in general Use Kappa to match the Xtal/Beam size (at least in a vertical direction), Simplify line scans along Omega