High Throughput Screening of Materials (CCP9) Friday 20 th April 2012 CXD Workshop.

Slides:



Advertisements
Similar presentations
The Robert Gordon University School of Engineering Dr. Mohamed Amish
Advertisements

Simulazione di Biomolecole: metodi e applicazioni giorgio colombo
Decomposition Method.
Wave Particle Duality – Light and Subatomic Particles
Molecular Bonds Molecular Spectra Molecules and Solids CHAPTER 10 Molecules and Solids Johannes Diderik van der Waals (1837 – 1923) “You little molecule!”
Disorder.
The Structure of Matter
Potential Energy Surface. The Potential Energy Surface Captures the idea that each structure— that is, geometry—has associated with it a unique energy.
 Advanced Chemistry Ms. Grobsky.  Bohr’s model was too simple o Worked well with only hydrogen because H only has one electron o Could only approximate.
Small Molecule Example – YLID Unit Cell Contents and Z Value
22-Nov-2004 © Renishaw plc Not to be reproduced without written permission from Renishaw Laser & Calibration Products Division Slide 1 Laser.
Active Calibration of Cameras: Theory and Implementation Anup Basu Sung Huh CPSC 643 Individual Presentation II March 4 th,
Mossbauer Spectroscopy in Biological Systems: Proceedings of a meeting held at Allerton House, Monticello, Illinois. Editors: J. T. P. DeBrunner and E.
Potential Energy Surfaces
Virtual Molecular Dynamics Feature Tour. Virtual Molecular Dynamics Laboratory gives you access to a set of virtual experiments and movies which correspond.
The Periodic Table of The Elements. The Periodic Table Arrangement of the known elements based on atomic number and chemical and physical properties Arrangement.
PHY 102: Waves & Quanta Topic 11 EM Radiation from atoms John Cockburn Room E15)
Crystal Lattice Vibrations: Phonons
The Periodic Table of the Elements
Chapter 16: The Heat Capacity of a Solid
Chapter 3: The Periodic Table
ChE 551 Lecture 19 Transition State Theory Revisited 1.
Protein Tertiary Structure Prediction
PY550 Research and Statistics Dr. Mary Alberici Central Methodist University.
Introduction and Chapter 1
The Periodic Table of The Elements
Ch 9 pages Lecture 18 – Quantization of energy.
Screens appear here to display the: Data Tables Plots Bibliographic Info Add New Data Form, Molecular Structure-Drawing Form ‘Tree’ for navigation between.
ChE 452 Lecture 24 Reactions As Collisions 1. According To Collision Theory 2 (Equation 7.10)
Quantum Distributions
Chapter 5 Review “Electrons in Atoms”
Functions and Demo of Astrogrid 1.1 China-VO Haijun Tian.
Unit 6B: Electron structure in Atoms Bohr model spectra wave mechanical model atomic orbitals electron configurations.
Chapter 2: Chemical Context of Life Atoms and Molecules.
Phys 102 – Lecture 26 The quantum numbers and spin.
Various topics Petter Mostad Overview Epidemiology Study types / data types Econometrics Time series data More about sampling –Estimation.
The Bohr model for the electrons
Chemistry is in the electrons Electronic structure – how the electrons are arranged inside the atom Two parameters: –Energy –Position.
Searching the web Enormous amount of information –In 1994, 100 thousand pages indexed –In 1997, 100 million pages indexed –In June, 2000, 500 million pages.
Chapter 9 Covalent Bonding: Orbitals. Schroedinger An atomic orbital is the energy state of an electron bound to an atomic nucleus Energy state changes.
Probability and Statistics in Geology Probability and statistics are an important aspect of Earth Science. Understanding the details, population of a data.
© 2005 Pearson Prentice Hall This work is protected by United States copyright laws and is provided solely for the use of instructors in teaching their.
Advanced Stellar Populations Advanced Stellar Populations Raul Jimenez
Data Harvesting: automatic extraction of information necessary for the deposition of structures from protein crystallography Martyn Winn CCP4, Daresbury.
ChE 452 Lecture 25 Non-linear Collisions 1. Background: Collision Theory Key equation Method Use molecular dynamics to simulate the collisions Integrate.
LITERATURE SEARCH ASSIGNMENT A) Properties of diatomic molecules A diatomic molecule is a molecule composed of two atoms. For homonuclear diatomics the.
Quantum Methods For Adsorption
Role of Theory Model and understand catalytic processes at the electronic/atomistic level. This involves proposing atomic structures, suggesting reaction.
Developing a Force Field Molecular Mechanics. Experimental One Dimensional PES Quantum mechanics tells us that vibrational energy levels are quantized,
Unit 8: Temperature and Matter I Self Learning Package Click here to proceed to next page.
Thermal Properties of Materials
A Framework to Predict the Quality of Answers with Non-Textual Features Jiwoon Jeon, W. Bruce Croft(University of Massachusetts-Amherst) Joon Ho Lee (Soongsil.
Rotation and vibration spectra. Rotational States Molecular spectroscopy: We can learn about molecules by studying how molecules absorb, emit, and scatter.
Transition State Theory, Continued
AP Biology: Normal Distribution
Chapter 5 Review “Electrons in Atoms”
Maintaining Adiabaticity in Car-Parrinello Molecular Dynamics
1 Department of Engineering, 2 Department of Mathematics,
Tools of the Laboratory
Hidden Markov Models Part 2: Algorithms
Negative Thermal Expansion
1 Department of Engineering, 2 Department of Mathematics,
1 Department of Engineering, 2 Department of Mathematics,
Structure & Properties of Matter
Apparent Subdiffusion Inherent to Single Particle Tracking
14-1 – Matter and Thermal Energy
Identifying the Optimum Perovskite Catalyst for Water Splitting using Julia Yusu Liu 10/10/2018.
Transition State Theory, Continued
Normal Distribution and Standard Deviation
The Periodic Table of The Elements
Presentation transcript:

High Throughput Screening of Materials (CCP9) Friday 20 th April 2012 CXD Workshop

can We ↑ generate lots of data too! Classical molecular dynamics trajectory files – can produce as many Bytes per second as total machine Ops. Similar demands of storing and analysing data to extract useful information for longer term storage – ie sequence of uncorrelated configurations, etc... Many of the issues discussed at this workshop are also relevant to this problem. BUT now for another set of challenges.

High Throughput Screening of Materials (CCP9) Friday 20 th April 2012 CXD Workshop Anthony Leung - CCP9 Postdoc Dr. Jacqui Cole – Head of Structure and Dynamics Group Cavendish Laboratory

Example of approach Small scale project to aggregate crystallographic data files from the literature and mine thermal properties information from them Steps: 1) Collect CIFs - data provided from RSC 2) Parse CIFs and upload into database 3) Mine information from this database

Example: Thermal Properties Atomic positions within crystal structures can be accurately determined by neutron-scattering diffraction experiments. These are known as thermal properties, or Atomic Displacement Parameters (ADPs). These factors represent the atomic position as an approximately ellipsoidal volume.

CIFs - Crystallographic Information Files, or CIFs, are a widely adopted standard format for representing crystallographic data - Required by crystallographic journals as part of the submission process. - The CIFs are held as part of various journals and/or in topic specific repositories.

Data mining process Parse CIFs Enrich Data (additional information such as connectivity, SMILES/INCHI code strings for identification and searching) Enter into Database Query Database Find thermal properties trends over the 30,000 datasets.

System Summary

Thermal Properties trends Here are some graphs summarising some trends found for Atomic Displacement Parameters with respect to: temperature p-block elements transition metals coordination bond angle zero point motion estimatation

Distribution of ADP magnitudes Following slide shows the distribution of ADP magnitudes for Carbon, Nitrogen, Oxygen (following a skewed bell curve) and Vanadium (which has fewer results). Factors affecting the magnitude of a particular atomic ADP for a given element include: 1) Temperature of experiment 2) Bonding environment of atom (which dictates the freedom of atom to move)

Table of ADP values Mean ADP values for a selection of elements, and for Carbon in its various forms and bonding environments.

Variation with atomic species - A graphic showing variation of ADP with respect to atomic species - increasing mobility of atoms rightwards and upwards in the periodic table. - Some anomalies thought to be due to typical bonding environment of those atoms.

Variation with atomic species for Transition Metals Figure showing variation in ADP magnitude for transition metals. - Less clear cut - bonding clearly a major influence as well as mass.

Bond angle dependence Dependence of ADPs on bond angle. Bond angle information is stored as part of the CIF; pulling it out of the database is straightforward as it was already there due to the schemaless approach

Temperature dependence Temperature dependence of ADPs for several elements: the median ADP values for each temperature bin in this histogram exhibit linear dependence on temperature. -Allows for estimate of zero point motion, the motion of an atom due to the Heisenberg Uncertainty Principle at 0K. -Irregular data above 300K indicative of measurement difficulties at higher temperatures

Recap: Parsed Cifs Enriched Data Entered into Database Datamined 30,000 crystal structures, 300,000 atomic parameters. Some thermal properties trends confirmed/uncovered

CCP9 Flagship Project CCP9 develops quantum mechanical modelling codes for condensed matter systems. Using the largest supercomputers could use these codes to generate many millions (soon billions) of pieces of materials data each day. Data very varied: energies, structures, vibrational properties, optical spectra, excited states,..... Data is not restricted to known materials, or even stable structures. Ultimate aim of project - materials discovery.

Challenges Given the nature of the materials simulation community, there will be multiple databases each covering different combinations of materials and properties both theoretical and experimental. Will never get concensus in advance on format/contents of databases. The errors associated with the data in theoretical databases cannot usually be quantified except by comparison with experimental data or, possibly, predictions made with a more accurate approach.