10 12 10 6 10 3 10 1 10 -1 10 -3 Long Wave IR Visible UV X-rays Gamma rays wavelength (nm) X-rays absorption.

Slides:



Advertisements
Similar presentations
X-rays Long Wave IR Visible UV X-rays Gamma rays wavelength (nm) Frau Röntgen's hand.
Advertisements

Ch6 X-ray Producing X-ray Moseley formula X-ray diffraction
1 SpectroscopIC aNALYSIS Part 7 – X-ray Analysis Methods Chulalongkorn University, Bangkok, Thailand January 2012 Dr Ron Beckett Water Studies Centre &
X-ray Diffraction. X-ray Generation X-ray tube (sealed) Pure metal target (Cu) Electrons remover inner-shell electrons from target. Other electrons “fall”
X-ray sources Sealed tubes - Coolidge type common - Cu, Mo, Fe, Cr, W, Ag intensity limited by cooling req'ments (2-2.5kW) Sealed tubes - Coolidge type.
Light and Electronic Transitions. The Big Questions What is light? How is light emitted? What do electrons have to do with light? What are emission spectra?
Flame Test and the EMS. Absorption and Emission of Light in a Flame When a substance is heated in a flame, the substances electrons absorb energy from.
Emission Spectra and Flame Tests. The Big Questions What is light? How is light emitted? What do electrons have to do with light? What are emission spectra?
Atomic Absorption Spectroscopy
Chapter2: Light and EM Spectrum 18.1 The Electromagnetic Spectrum 18.2 Interference, Diffraction, and Polarization 18.3 Special Relativity Professor Mohammad.
The Electromagnetic Spectrum
Atomic X-Ray Spectroscopy Chapter 12 X-ray range  Å to 100 Å Used  0.1Å to 25 Å.
BME 560 Medical Imaging: X-ray, CT, and Nuclear Methods
1 Recap  X-rays are very short EM radiation, 0.01 nm – 10 nm  It’s the reverse process of photoeletricity but at much higher energy scale ( 100 eV –
X-Ray Diffraction ME 215 Exp#1. X-Ray Diffraction X-rays is a form of electromagnetic radiation having a range of wavelength from nm (0.01x10 -9.
Radioactivity – inverse square law, absorption, and rates presentation for Apr. 30, 2008 by Dr. Brian Davies, WIU Physics Dept.
Lecture 5 An Introduction to Spectroscopy Electromagnetic radiation, electromagnetic wave Emission, absorption, fluorescence.
Interactions with Matter
Interaction of radiation with matter - 3
Advanced Higher Chemistry Unit 1 Spectroscopy. Spectroscopy  Spectroscopy is used to give information regarding the structure of atoms or molecules.
Chapter 2: Protecting the Ozone Layer. Ozone Formation 3 O 2 2 O 3 Ozone is an allotropic form of oxygen. Energy must be absorbed for this reaction ElementAllotropes.
P4: Radiation for Life Lesson 13: Treatment (part 1)
Lecture 2b. Electromagnetic Spectrum Visible range: = nm Ultraviolet: = nm Low energyHigh energy.
1 Photon Interactions  When a photon beam enters matter, it undergoes an interaction at random and is removed from the beam.
Properties of X-Rays Reference: “Elements of X-ray Diffraction”, 3nd Edition, B.D. Cullity, and S.R. Stock, Prentice Hall, NJ Chapter 1
5.4.1 X-Rays. (a) describe the nature of X-rays Stowmarket Physics X-rays - nature Forms of electromagnetic radiation Short wavelength High frequency.
Assumptions: 1)Matter is composed of discrete particles (i.e. electrons, nucleus) 2)Distance between particles >> particle size 3)X-ray photons are small.
Common types of spectroscopy
1 M. Aslam Baig National Center for Physics Quaid-i-Azam University Campus, Islamabad Pakistan
What is spectroscopy? It is the study of how matter interacts with electromagnetic radiation (gamma rays down to radio waves) Matter can interact with.
DMI 261 Radiation Biology AndProtection. Unit 2 RADIATION Electromagnetic Spectrum –The frequency range of electromagnetic radiation and the photon wavelength.
A-LEVEL PHYSICS 15/09/ :49 Medical Physics.
Chapter 12 Atomic X-Ray Spectroscopy
Tro IC3 1.Frequency 2.Wavelength 3.Amplitude 4.Speed 5.Meter 9.1 The distance between two adjacent crests or troughs in a wave is called the:
X-Ray Diffraction Dr. T. Ramlochan March 2010.
Energy Levels & Photons Atomic & Nuclear Lesson 2.
Atomic Emission Spectra
Topic 2 Atomic Theory SL+HL. Topic 2.1 The atom Position ChargeRelative Mass Proton; p + Nucleus 1+ 1 Neutron; n Nucleus 0 1 Electron; e - Cloud/orbitals.
Electrons and the Electromagnetic Spectrum Table Team Review — DEFINE in your own words ‘Electromagnetic radiation’. LIST three examples.
The History of the Electron When we last left the atom, this is how it looked.
1 Spectroscopic Analysis Part 2 – Electromagnetic Radiation Chulalongkorn University, Bangkok, Thailand January 2012 Dr Ron Beckett Water Studies Centre.
Radioactivity Isotopes and the Atomic theory. Radioactivity The release of high-energy particles and rays of energy from a substance caused by changes.
Electrons in atoms and the Periodic table
08/03/09 SEM signal generation
Visible Spectroscopy Electromagnetic Radiation: Light & Color.
Aim: How does light provide evidence of the universe’s composition? I. Light – a form of electromagnetic radiation. A. electromagnetic radiation – energy.
Quantum The amount of energy needed to move an electron from it’s present energy level to the next higher one.
Low Angle X-ray Scattering (LAXS) for Tissue Characterization Dr M A Oghabian.
1.1 What’s electromagnetic radiation
Electromagnetic Spectrum. -is the range of all possible frequencies of electromagnetic radiation. The "electromagnetic spectrum" of an object is the characteristic.
Different Types of Spectrums. Types of Spectrums Continuous Spectrum Emission Spectrum Absorption Spectrum All colors of the spectrum Are shown (some.
X-rays is a form of electromagnetic radiation having a wavelength in the range of 0.01 to 10 nanometers, corresponding to frequencies in the range 30.
Physics and the Quantum Mechanical Model.  Light consists of waves  A wave cycle begins at zero, increases to its highest value (crest), returns to.
METR 415/715 Wednesday February Imaginary part of index of refraction When n i is non-zero, absorption of an EM wave occurs as it passes through.
Interaction of x-ray photons (and gamma ray photons) with matter.
Relating [solute] to Absorbance of Light Use of the Spectronic 20—a Visible Spectrophotometer.
Interaction of Radiation with Matter
Light and Electronic Transitions
Visit for more Learning Resources
Principles of Spectrophotometer
II. Bohr Model of the Atom (p )
Instrument Parameters in WDXRF
Lecture 2b Beer’s Lambert Law.
Waves.
X-rays absorption Long Wave IR Visible UV X-rays Gamma rays
X Ray Diffraction © D Hoult 2009.
Light and Electronic Transitions
Molecular & Formula Mass Worksheet - Key
3.5 Energy levels and spectra
Electrons.
Presentation transcript:

Long Wave IR Visible UV X-rays Gamma rays wavelength (nm) X-rays absorption

I/I o = e -µ* x = 1/ e µ* x = 1/ e µ  x µ* = linear attenuation coefficient µ = mass attenuation coefficient  = density of absorber I/I o = e -µ* x = 1/ e µ* x = 1/ e µ  x µ* = linear attenuation coefficient µ = mass attenuation coefficient  = density of absorber IoIo IoIo I I X-rays x x Absorption

µ - values for elements listed in various texts & International Tables for Crystallography Note that µ changes with X-ray wavelength Higher atomic no. ––> larger µ, in general Note that µ changes with X-ray wavelength Higher atomic no. ––> larger µ, in general Absorption

What element used for X-ray tube windows? Absorption What element used for protection from X-rays?

I/I o = e -µ* x = 1/ e µ* x = 1/ e µ  x For compounds & mixtures, calculate µ from I/I o = e -µ* x = 1/ e µ* x = 1/ e µ  x For compounds & mixtures, calculate µ from µ compd or mixture =  (wt. fraction) element x µ element IoIo IoIo I I X-rays x x Absorption

I/I o = e -µ* x = 1/ e µ* x = 1/ e µ  x µ NaCl = (wt. fraction) Na x µ Na + (wt. fraction) Cl x µ Cl µ NaCl = x x.607 = 76.2 µ NaCl = (wt. fraction) Na x µ Na + (wt. fraction) Cl x µ Cl µ NaCl = x x.607 = 76.2 IoIo IoIo I I X-rays x x Example for NaCl (Cu K   : (wt. fraction) Na = 23/58.5 = 0.393, (wt. fraction) Cl = µ Na = 30.1 µ Cl = 106 Example for NaCl (Cu K   : (wt. fraction) Na = 23/58.5 = 0.393, (wt. fraction) Cl = µ Na = 30.1 µ Cl = 106 Absorption

Mass attenuation coefficient for an element changes with X-ray wavelength (energy) like this: Mass attenuation coefficient for an element changes with X-ray wavelength (energy) like this: mass attenuation coefficient Kedge Good news/bad news Absorption

Bad news Absorbed energy re-emitted as fluorescent X-rays Bad news Absorbed energy re-emitted as fluorescent X-rays Absorption mass attenuation coefficient Kedge Suppose: absorption for element in specimen X-ray wavelength used for diffraction Then: Absorption high Lots of fluorescence Then: Absorption high Lots of fluorescence

Bad news Absorption X-rays detector specimen X-ray fluorescence radiation emitted at all angles 22 22 22 I instead of this: 22 I get this:

Good news -  -filters Absorption  -filter materials have atomic nos. 1 or 2 less than anode 50-60% beam attenuation  -filter materials have atomic nos. 1 or 2 less than anode 50-60% beam attenuation

Good news -  -filters Absorption X-rays detector filter specimen placing after specimen/before detector filters most of specimen fluorescence placing after specimen/before detector filters most of specimen fluorescence