GLY 4200C Word List for Final Examination
Mineralogy
The final examination will be given on Friday, November 30, 2012 at 7:45 - 10:15 a.m. It will cover the following pages of the assigned reading:
K & D, Chapter 11, 245-262
K & D, Chapter 13
K & D, Chapter 14, 307-321
X-ray Crystallography lecture notes
In addition, the material in the lecture will be tested, as will homework exercises #5-10.
Be sure to bring a calculator and a centimeter ruler to the exam. The final examination is worth 18% of the total course grade. It will include review material from the midterms. Up to 20% of the points on the final may come from the midterms. Be sure to understand the questions you missed, not just memorize the answers.
Thermodynamics
System
Surroundings
Enthalpy
Entropy
Gibbs free energy
Equation
Coefficient of isothermal compressibility
Heat Capacity
Effects of P and T changes
Phase Rule
Phase
Reaction
Component
Degree of Freedom
J. Willard Gibbs
Equilibrium
Unary Diagrams
One component system
Water
Triple point
Water ice
Silica
Carbon
Types of phase boundaries
T-P Diagrams
Binary Diagrams
Two component system
Liquidus
Solidus
End member
Solid solution
Olivine
Plagioclase
Zoning
Binary eutectic with congruent melting
K-spar - silica
Binary eutectic with incongruent melting
Peritectic
Leucite - K-spar - silica
Fosterite - Enstatite - Silica
Minimum Melting Point
With and without solvus
K-spar - Albite
Ex-solution
Fractionation
Lever Rule
Effect of Pressure on Phase Diagrams where pressure is no a variable
Ternary Diagrams
Properties of Light
Speed of light
Wavelength
Frequency
Index of Refraction
Reflection
Refraction
Snell's Law - named after Dutch mathematician Willebrord Snellius
Brewster's Angle - named after Scottish physicist Sir David Brewster
Critical Angle
Dispersion
Cauchy’s equation - for French mathematician Augustin Louis Cauchy
Solar spectral lines
Fraunhofer designation - named after German physicist Joseph von Fraunhofer
Dispersive Power
Coefficient of dispersion
Normal and anomalous dispersion
Constructive interference - in phase
Destructive interference - out of phase
Isotropic media
Anisotropic media
Optical Properties of Minerals
Path difference
Ordinary ray
Extraordinary ray
Accessory plates (compensators)
1° red, gypsum, quartz sensitive tint Δ = 550 nm
Mica, quarter-wave plate Δ = 150 nm
Quartz wedge Variable over several orders
Retardation
Δ = c(TN - Tn)
Percent transmission
CN
PN
High-order vs. 1° white
Addition
Subtraction
Orthoscopic
Conoscopic
Angular aperture
Numerical aperture
Index of refraction oils
Extinction angle
Parallel
Inclined
Symmetric
Natural Color
Absorption
Pleochroism
Optical Indicatrix
Construction of an Indicatrix - Sir Lazarus Fletcher
Isotropic Indicatrix
Spherical
Uniaxial Indicatrix
Hexagonal and Tetragonal Systems
Biaxial ellipsoid
Positive and negative
Indices - ε and ω
Prolate and oblate ellipsoids
Circular section
Optic axis
Principal and random sections
Wave Normal
Explanation of double refraction
Ordinary and Extraordinary rays
Orthoscopic versus conoscopic observation
Biaxial Indicatrix
Triaxial ellipsoid
Orthorhombic, monoclinic, or triclinic systems
X, Y, Z optical axes
x, y, z crystallographic axes
α, β, γ indices of refraction
X', Z' intermediate directions
α', γ' intermediate indices
γ>γ'>β>α'>α
Birefringence
Optical Axial Plane (OAP)
Optic Normal (ON)
Circular Sections
Optic Axes
Acute bisectrix - Bxa
Obtuse bisectrix - Bxo
2V - definition
2V = 90°
Principal plane
Extinction types
Parallel
Symmetric
Continuous
Inclined
Undulatory
X-rays and X-ray Mineralogy
X-ray - 10-6 -10-1 nm
Soft
Hard
Relationship between wavelength and excitation energy
Einstein equation
X-ray tube - schematic diagram
Reason for cooling
Target materials
Method for X-ray production
Be or Al port covers
Continuous spectrum (white radiation)
Effect of excitation potential on minimum wavelength
Peaks - Kα1, Kα2, Kβ1, Kβ2, etc.
Characteristic radiation
Produced by electron infalls
Shells - K,L,M,N,O, etc.
Filtration - absorption edge
Max von Laue - German physicist, discoverer of diffraction of X-rays by crystals
Laue equations
Diffraction
Bragg equation - discovered by Sir William Lawrence Bragg and his father, Sir William Henry Bragg
“Reflection”
Glancing angle of incidence
Identity Periods
Single Crystal Methods
Major Goal: Structure determination
Secondary goals
Confirmation of mineral identity
Clearing up ambiguities in mineral nomenclature
Laue
Rotation
Weissenberg - Karl Weissenberg
Precession - Martin Julian Buerger
Single Crystal diffractometer
Powder methods
Mounting methods
Debye-Scherier
Hägg-Guinier
Powder diffractometer
Microdensiometer
Major Goal - Mineral Identification
Secondary Goals
Composition of minerals in solid solution series
Estimation of mineral phase percentages in rocks
Rietveld refinement method - crystal structure from powder data
Suitable minerals
Clay
Some zeolites
Iron and manganese oxides and hydroxides
Must have reasonable “starting model’ of the crystal structure
Advantages of Powder method
ICDD - International Center for Diffraction Data
PDF - Powder Diffraction File
Questions or comments? mailto:warburto@fau.edu
Last updated: October 30, 2012