Data Acquisition. What choices need to be made?

Similar documents
Diffractometer. Geometry Optics Detectors

Swanning about in Reciprocal Space. Kenneth, what is the wavevector?

Neutron Instruments I & II. Ken Andersen ESS Instruments Division

X-rays. X-ray Radiography - absorption is a function of Z and density. X-ray crystallography. X-ray spectrometry

Structure Report for J. Reibenspies

ANALYSIS OF LOW MASS ABSORPTION MATERIALS USING GLANCING INCIDENCE X-RAY DIFFRACTION

SAXS and SANS facilities and experimental practice. Clement Blanchet

GEANT4 simulation of the 10 B-based Jalousie detector for neutron diffractometers

THE IMPORTANCE OF THE SPECIMEN DISPLACEMENT CORRECTION IN RIETVELD PATTERN FITTING WITH SYMMETRIC REFLECTION-OPTICS DIFFRACTION DATA

Delft in Europe. Neutron & Positrons Oyster & the World

Chemistry Instrumental Analysis Lecture 19 Chapter 12. Chem 4631

Chemistry 311: Instrumentation Analysis Topic 2: Atomic Spectroscopy. Chemistry 311: Instrumentation Analysis Topic 2: Atomic Spectroscopy

Introduction to Quantitative Analysis

X-ray diffraction geometry

School on Pulsed Neutrons: Characterization of Materials October Neurton Sources & Scattering Techniques (1-2)

Performance of high pressure Xe/TMA in GEMs for neutron and X-ray detection

Röntgenpraktikum. M. Oehzelt. (based on the diploma thesis of T. Haber [1])

Precision neutron flux measurement with a neutron beam monitor

X-ray, Neutron and e-beam scattering

Neutron Diffraction: a general overview

High-Resolution Neutron Diffraction Monochromators for Neutron Diffractometry

Good Vibrations Studying phonons with momentum resolved spectroscopy. D.J. Voneshen 20/6/2018

This paper should be understood as an extended version of a talk given at the

Small Angle Neutron Scattering in Different Fields of Research. Henrich Frielinghaus

Neutron facilities and generation. Rob McQueeney, Ames Laboratory and Iowa State University

Neutron emission asymmetries from linearly polarized γ rays on nat Cd, nat Sn, and 181 Ta

Chapter 2. X-ray X. Diffraction and Reciprocal Lattice. Scattering from Lattices

Physics 30: Chapter 5 Exam Wave Nature of Light

HOW TO ANALYZE SYNCHROTRON DATA

arxiv: v3 [nucl-ex] 18 May 2018

Introduction to Triple Axis Neutron Spectroscopy

Lesson 2 Diffractometers & Phase Identification

Determination of the high- pressure phases (II and IV ) ) of. techniques

X-ray Diffraction. Diffraction. X-ray Generation. X-ray Generation. X-ray Generation. X-ray Spectrum from Tube

Neutron Physics. The De Broglie relation for matter is: h mv (1) λ =

SSRL XAS Beam Lines Soft X-ray

Detekce a spektrometrie neutronů. neutron detection and spectroscopy

Changing and challenging times for service crystallography. Electronic Supplementary Information

Supporting Information

& SUN ZhiJia 1;2. Abstract

Modeling of Li-Ion-Batteries to Optimize the Results Gained by Neutron Imaging

Data Collection. Overview. Methods. Counter Methods. Crystal Quality with -Scans

Determination of the boron content in polyethylene samples using the reactor Orphée

Andrew D. Kent. 1 Introduction. p 1

General Overview of Gas Filled Detectors

Supporting Information s for

Neutron Monochromators. Zahra Yamani Canadian Neutron Beam Centre, Chalk River, Canada

A RICH Photon Detector Module with G-APDs

A neutron polariser based on magnetically remanent Fe/Si supermirrors

Atomic and nuclear physics

X-ray diffraction is a non-invasive method for determining many types of

LAB 01 X-RAY EMISSION & ABSORPTION

Powder Indexing of Difficult Cells using the Indexing Options within Topas. ACA, Orlando, May 28, 2005

Observation of ferroelectric domains in bismuth ferrite using coherent diffraction techniques

Focusing Optics. From x-ray telescopes to Compact Neutron Sources. Focus. Boris Khaykovich David Moncton Nuclear Reactor Laboratory, MIT

IMPROVING THE ACCURACY OF RIETVELD-DERIVED LATTICE PARAMETERS BY AN ORDER OF MAGNITUDE

Transmission Electron Microscopy and Diffractometry of Materials

Data collection Strategy. Apurva Mehta

AMOR the time-of-flight neutron reflectometer at SINQ/PSI

Laser Optics-II. ME 677: Laser Material Processing Instructor: Ramesh Singh 1

Beamline Practice at BL02B2 (Powder diffraction)

Experiment objectives: measure the ratio of Planck s constant to the electron charge h/e using the photoelectric effect.

Laboratory Manual 1.0.6

2. Determine the excess charge on the outer surface of the outer sphere (a distance c from the center of the system).

The Spectrophotometer and Atomic Spectra of Hydrogen Physics 246

J-PARC and the prospective neutron sciences

POLYCAPILLARY OPTICS BASED NEUTRON FOCUSING FOR SMALL SAMPLE NEUTRON CRYSTALLOGRAPHY

Physics 126 Practice Exam #4 Professor Siegel

RIETVELD REFINEMENT WITH XRD AND ND: ANALYSIS OF METASTABLE QANDILITE-LIKE STRUCTURES

TEP Examination of the structure of NaCl monocrystals with different orientations

Beamline practice at BL01B1 (XAFS) In-situ XAFS measurement of catalyst samples

Neutron and x-ray spectroscopy

Which of the following can be used to calculate the resistive force acting on the brick? D (Total for Question = 1 mark)

Basics of XRD part III

MEASUREMENT OF TEMPORAL RESOLUTION AND DETECTION EFFICIENCY OF X-RAY STREAK CAMERA BY SINGLE PHOTON IMAGES

SOLID STATE 9. Determination of Crystal Structures

Determination of Absolute Neutron Fluence to sub-0.1% uncertainty (and better)

X-Ray Photoelectron Spectroscopy (XPS)

V. 3. Development of an Accelerator Beam Loss Monitor Using an Optical Fiber

Scattering Lecture. February 24, 2014

Measurments with Michelson interferometers

X-Ray Photoelectron Spectroscopy (XPS)

X-ray absorption. 4. Prove that / = f(z 3.12 ) applies.

Absorption of X-rays

PHYS 4 CONCEPT PACKET Complete

DIFFRACTION PHYSICS THIRD REVISED EDITION JOHN M. COWLEY. Regents' Professor enzeritus Arizona State University

Experiment O-2. The Michelson Interferometer

Development of Scintillator Detectors at J-PARC/MLF

X-Ray Emission and Absorption

Light Source I. Takashi TANAKA (RIKEN SPring-8 Center) Cheiron 2012: Light Source I

How Does It All Work? A Summary of the IDEAS Beamline at the Canadian Light Source

Joe Parker for the Cosmic Ray γ Group Kyoto University

Atomic and nuclear physics

J. Am. Chem. Soc., 1998, 120(7), , DOI: /ja972816e

Rajesh Prasad Department of Applied Mechanics Indian Institute of Technology New Delhi

2. A proton is traveling with velocity v, to the right, through a magnetic field pointing into the page as indicated in the figure below.

X-ray Diffraction from Materials

PS210 - Optical Techniques. Section VI

Good Diffraction Practice Webinar Series

Data processing and reduction

Transcription:

1

Specimen type and preparation Radiation source Wavelength Instrument geometry Detector type Instrument setup Scan parameters 2

Specimen type and preparation Slide mount Front loading cavity Back loading cavity Side drifting cavity Low backgrd plate Several spherical particle techniques 3

Specimen type and preparation Slide mount Front loading cavity Back loading cavity Side drifting cavity Low backgrd plate Several spherical particle techniques Preferred orientation is worst prep problem 4

Preferred orientation 5

Preferred orientation 6

Specimen type and preparation Slide mount Front loading cavity Back loading cavity Side drifting cavity Low backgrd plate Several spherical particle techniques Low angle problem - fixed divergence slit: X specimen 7

Specimen type and preparation To get good particle statistics, generally want size < 10 µ Poorly ground sample: 8

Specimen type and preparation Slide mount Front loading cavity Back loading cavity Side drifting cavity Low backgrd plate Several spherical particle techniques Neutron diffraction requires larger specimens 9

Radiation sources Lab x-rays Rotating anode x-rays Synchrotron x-rays Constant wavelength neutrons TOF neutrons 10

X-rays vs neutrons X-rays - atomic scatt power (ƒ) decreases w/ 2Θ Neutrons - atom scatt cross sections constant w/ 2Θ 11

X-rays vs neutrons X-rays - low atomic no. ƒs very small Neutrons - little variation of atom scatt cross sections w/ atomic no. 12

X-rays vs neutrons X-rays - low atomic no. ƒs very small Neutrons - little variation of atom scatt cross sections w/ atomic no. magnetic spin use for magnetic structure detn 13

X-rays vs neutrons X-rays - usually α 1 -α 2 doublet used (not w/ synchrotron x-rays) 14

X-rays vs neutrons 15

Radiation sources Lab x-rays relatively low intensity Rotating anode x-rays much higher intensity 16

Radiation sources Lab x-rays relatively low intensity Rotating anode x-rays much higher intensity Synchrotron x-rays extremely high intensity monochromatic continuously variable wavelength very tiny beam 17

Radiation sources Lab x-rays relatively low intensity Rotating anode x-rays much higher intensity Synchrotron x-rays extremely high intensity monochromatic very high resolution continuously variable wavelength very tiny beam 18

Radiation sources Reactor neutrons continuous wavelength distribution monochromator req'd 19

Radiation sources Reactor neutrons continuous wavelength distribution monochromator req'd generally low flux, low resolution 20

Radiation sources Spallation source (pulsed) time-of-flight (TOF) energy (wavelength) analysis used 21

Radiation sources Spallation source (pulsed) time-of-flight (TOF) energy (wavelength) analysis used very high flux, high resolution 22

Radiation sources Spallation source (pulsed) time-of-flight (TOF) energy (wavelength) analysis used very high flux, high resolution 23

Wavelength Shorter wavelengths more Bragg peaks more peak overlap 24

Wavelength Shorter wavelengths more Bragg peaks more peak overlap (keep in mind peak broadening due to sample and/or no. phases present) 25

Wavelength Shorter wavelengths more Bragg peaks more peak overlap (keep in mind peak broadening due to sample and/or no. phases present) X-rays most atom types have very strong absorption of characteristic wavelengths 26

Instrument geometry Choices: a. conventional Bragg-Brentano diffractometer (includes Θ-Θ) b. Guinier camera or diffractometer c. diffractometer w/ curved PSD d. TOF neutron instrument e. 4-circle diffractometer 27

Instrument geometry Choices: a. conventional Bragg-Brentano diffractometer (includes Θ-Θ) b. Guinier camera or diffractometer c. diffractometer w/ curved PSD d. TOF neutron instrument e. 4-circle diffractometer Generally want good resolution & high intensity can be obtained w/ all but (c) above, & (a) w/reactor neutrons (CW) 28

Instrument geometry Choices: a. conventional Bragg-Brentano diffractometer (includes Θ-Θ) b. Guinier camera or diffractometer c. diffractometer w/ curved PSD d. TOF neutron instrument e. 4-circle diffractometer Generally want good resolution & high intensity can be obtained w/ all but (c) above, & (a) w/reactor neutrons (CW) Instrument geometry affects instrument file 29

Detector type Conventional scintillation or proportional counter energy resolution not high usually need monochromator 30

Detector type Conventional scintillation or proportional counter energy resolution not high usually need monochromator Also common solid state detector very high energy resolution monochromator not needed 31

Detector type Conventional scintillation or proportional counter energy resolution not high usually need monochromator Also common solid state detector very high energy resolution monochromator not needed Neutrons He counter 32

Detector type Conventional scintillation or proportional counter energy resolution not high usually need monochromator Also common solid state detector very high energy resolution monochromator not needed Neutrons He counter What about image plates? poor resolution, hi bkgrd 33

Instrument setup Divergence and receiving slit sizes 34

Instrument setup Divergence and receiving slit sizes Theta-compensating divergence slit keeps irradiated area constant, But changes intensity distribution vs 2Θ 35

Instrument setup Divergence and receiving slit sizes 36

Instrument setup Divergence and receiving slit sizes 37

Instrument setup Divergence and receiving slit sizes Use of monochromator changes polarization correction in LP factor Integrated intensities of Bragg reflections: I hkl = scale factor x mult factor hkl x LP Θ x absorb factor Θ x pref orient factor hkl x extinction factor hkl x F hkl 2 38

Scan setup Scan range no. of reflections want >5 x no. parameters refined wavelength dependent low angle reflections may not be useful due to specimen configuration larger inherent instrumental errors extinction effects 39

Scan setup Step size sample dependent - peak widths need 5 observations across top of peak usually 0.01-0.05 2Θ 40

Scan setup Step size sample dependent - peak widths need 5 observations across top of peak usually 0.01-0.05 2Θ Count time longer times > higher intensities > greater precision at some point, little improvement in refinement process for longer count times 41

Specimen type and preparation Radiation source Wavelength Instrument geometry Detector type Instrument setup Scan parameters Choose according to objective(s) of experiment 42