MIDTERM Flashcards

1
Q

Xeral Definition

A

Naturally ocurring crystalline solid.

no human made, found a sample in natural enviro, usually inorganic

Liquid mercury NOT. Glass (amorphous) NOT Xtalline: atoms/ions are arraned and chemically bonded w/ a regular and repating long range order.

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2
Q

Physical Properties

A
  1. Appearance (form and habit)
  2. Interaction w light (luster, color, streak mineral powder, luminescence)
  3. Mechanical properties (hardness, cleavagem fracture and parting)
  4. Mass (density & spec. grav)
  5. Miscellaneous (magnetism, taste, odor, acid reaction)

Fundamentally controlled by structure and chemical composition

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3
Q

Appearance

A

Form:
* Prismatic
* Rhombohedral
* Cubic
* Octahedral
* Dodecahedral
Quality of form:
* euhadral, subhedral, anhedral

pg 23

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4
Q

Crystal Habit

A
  • Granular
  • Equant
  • Blocky
  • Lamellar/Foliated/Mica
  • Bladed
  • Fibrous
  • Acicular
  • Radiating
  • Globular
  • Dendritic
  • Botryoidal
  • Oolitic
  • Banded
  • Concentric
  • Drusy
  • Geode

pg. 25

HOW IT FORMS, either individual xtals or aggregates

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5
Q

Physical Prop.

Luster

A
  • Metallic/Submetallic
  • Vitreous: glassy, not always transparent (high diaphaneity)
  • Resinous
  • Greasy: biotite
  • Silky: composed of fine fibers (selenite variety of CaSO4)
  • Adamantine: bright, brilliant (diamond)
  • Pearly: iridescent, TALC.
  • Dull: does not reflect
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6
Q

Luminescence

A

Temporary absorption of specific light wavelengths and releasement as a different wavelength

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7
Q

Hardness

A
  1. Talc
  2. Gypsum
    -FINGERNAIL-
  3. Calcite
    -COIN-
  4. Fluorite
  5. Apatite
    -KNIFE/GLASS-
  6. Feldspar
    -STEEL-
  7. Quartz
  8. Topaz
  9. Corundum
  10. Diamond
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8
Q

Cleavage Definition

A

Tendency for xeral to break as smooth planar surfaces. Way it breaks does not follow face angle (facies is the way it grew overtime chemically). Halite has 3 degrees at 90 (x,y,z) so it forms a cube

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9
Q

Cleavages

A
  1. Biotite/muscovites
  2. Orthoclase/Plags 2 good directions at 90. Hornblende/Amphibole has it at 124
  3. CUBIC if at 90 (halite, galena). Calcite at 105 and 75
  4. Octahedral cleavage (fluorite)
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10
Q

Fracture Types

A
  • Even: breaks in smooth planar surface (halite)
  • Uneven/Irregular: breaking to produce rough and irregular surfaces
  • Hackly: jagged, surfaces, sharp edges
  • Splintery: sharp splinters
  • Fibrous: forms fibrous material
  • Conchoidal: curved surfaces (quartz)
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11
Q

Symmetry

A
  • Unit cell is minimum # of ions you can use to infinit. repeat form. The smallest divisible unit of a xeral w symmetry and properties of the xeral
  • Cubic unit cell does not mean cubic external form
  • Cube, dodecahedron, octahedron, tetrahedron all subic unit cells
    Point groups defined by the external symm of a xeral
  • Rotation Axes
  • Mirror Planes
  • Inversion about central point
  • Roto+Inversion
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12
Q

Translational Symm

A

Pattern can be moved and still look the same. Movement of a motif in 1-3 dimensions
* Directional: pattern must be moved in specific direction and distance
* RepetitiveL pattern repeats itself at regular intervals
* No Fixed Point
In a 2D lattice, u can produce a plane lattice with nodes connected by xtal lines. Creates the unit cell. Square, rectangle, diamond, hexagon, or oblique

pg. 67

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13
Q

Point Symmetry

A

How pattern can be repeated about a point.
* Central point: moved around central point
* Rotational movement: pattern is ROTATED NOT TRANSLATED
* Angles: shape looks the same after rotation by specific angles
* Mirror symmetry on your face

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14
Q

3D Translation Symmetry

A

Stacking plane lattices (square, rectangle, diamond, hexa, oblique) in 3D creates a space lattice. Voume outlined by lattice nodes is unit cell with edges parallel to xtal axes (a, b, c).
Bravais Lattices are the 14 space lattices that can be produced

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15
Q

Bravais Lattices

A

6 groups
1. triclinic
2. monoclinic
3. orthorhombic
4. hexagonal
5. tetragonal
6. isometric

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16
Q

Xtal Systems (Bravais)

A
  • Triclinic: a≠b≠c. NO 90. No symm, may have i
  • Monoclinic: a≠b≠c. a90, b>90, y90. 1A2 or 2bar
  • Hexagonal: a1,2,3 ≠ c. a90, b120, y60. 1A6 or 6bar. Trigonal: 1A3 or 3bar
  • Orthorhombic: a≠b≠c. ALL90. 3A2, rarely A2 2bar.
  • Tetragonal: a=b≠c (stretched cube). ALL90. 1A4 or 4bar
  • Isometric: a=b=c. ALL90. 4A3 or 3bar
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17
Q

Rotational Axes

A

An or n= # of rotations that can be repeated by a certain angle
* A2: from 0-360 you get the same motif 2x
* A3: motif repeats 3x (triangle)
* A4
* A6

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18
Q

Mirror Planes

A

Cube: 9m
Butterfly: 1m
Circle: infinit

19
Q

Inversion Center

A

Any line drawn through center will fall onto an qual and opposite face, edge, or corner (i)

20
Q

Rotoinversion

A

1bar: rotate 360 and invert
2bar: rotate 180 and invert
3bar: 120 and invert
4bar: 90 and invert
6bar

21
Q

RotoInv & Symm Relationships

A

2bar: mirror plane perpendic. to A2
3bar: A3 + i
4bar: unique
6bar: A3 w mirror plane perpendic. to rotation axis

22
Q

Hermann Symbols

A

4, 4/m, 4bar, 2, 2/m
Cubic system with A4 perpendicular to mirror plane, rotoinversion axis of 4 (90 rot), A2 perpendicular to mirror plane

23
Q

Law of Bavrais

A

Faces most likely to form on a xtal are parallel to lattice planes that have a high density of lattice points

24
Q

Steno’s Law

A

Angles between equivalent faces of xtals of the same susbtance, measured at the same temperature, are constant

25
Q

Weiss Intercepts

A

Indexing faces: mark if/where the projection of a face will intersect axis.
* infinites are 0
* 2 congruent but diff sized faces intersect axis at different points (problem) –> fixed with MILLER
WEISS-MILLER
1. change to reciprocal (1/x)
2. Find common denominator and multiply through
3. Reduce fraction
4. Bar over negative numbers
5.

WEISS: 3a2b0c= 1/3:1/2:1/0. x6 = 6/3:6/2:6/0 = (230)

26
Q

[Zones]

A

Group of faces that are parallel to a common line. 1 face can belong to more than 1 zone.

27
Q

Forms

A

Collection of faces related by symmetry.
1. Open: do not completely enclose a space. A pyramdal prism. Open space between two parallel faces.
2. Closed: completely enclose. A dipyramidal prism. Closed space betweeen 6 opposing faces of a cube

List of forms in pg 172

28
Q

Chem Basics

A
  • Oxygen and Si are 74% of crust
  • Al, K, Fe, Ca, Na, Mg are 24%
  • O and Si are 67% of mantle
  • Mg is 23%
  • Only 83/118 elements avail to make xerals
  • Isotopes: variable neutrons in atom
29
Q

Pauli Exclusion Principle

A

No two electrons in an atom can have the same quantum state
Quantum State:
* n=position of orbit,
* l=total angular momentum: distinguishes subshells w/ different shapes (n-1) (spdf),
* ml=magnetic momentum (2l+1),
* ms=spin each orbital can contain 2 electrons that are distinguished by their spin

30
Q

Ions

A

Atoms with more PROtons (cations) give electrons to atoms with more electrons (anions: groups 16-18).

31
Q

Ionization

A
  • Potential to lose a valence. The higher, the easier it is to lose an e. Na=high, Cl=low
  • Energy necessary to remove a specific valence
  • Electronegativity measures the ability of an atom in a xtal structure to attract electrons to its outer shell
32
Q

Bonds

A
  • Ionic donation of e- (NaCl, Fe3O4, Fe2O3)
  • ^ moderate to high melting point
  • Soluble in water/acid
  • low to moderate hardness
  • Brittle, perfect cleavage
  • High Symm
  • Transluscent
  • Covalent sharing when orbitals of 2 atoms overlap (diamonds
  • ^ very strong bonds
  • High melting point
  • high hardness
  • brittle, variable cleavage
  • poor solubility
  • low symmetry
  • translucent to opaque
  • Metallic many atoms share the same electrons, as such e can move freely throughout structure
  • ^high electrical and thermal conductivity
  • variable melting points
  • low-moderate hardness
  • high symm
  • sectile, ductile, malleable
  • opaque
  • VanderWaals and Hydrogen Bonds weak, electrostatic. The OH in a lattice that makes it cleave
    *
33
Q

Ionic Radii

A

Fr is the largest.
* radii only constant if bond type constant
* Ionic size varies depending on CN
* Some ions become polarized (elongated) in one direction and no longer act as spehres

34
Q

Radii Ratio

A

Ideal close-packing of sphere for given CN can only be achieved for a specific ionic raidus ratio (RR) between cat and an ions
RR=Cation Radius/Anion Radius

35
Q

Polymorphism

A

When RR is on a CN boundary, PT conditions you can create different xtals from same formula.
Xerals that have identical compositions but different arrangements of atoms and bonds
* Can be used as geobarometers or geothermometers bc of their PT dependance
* Reconstructive: bonds are broken during the transformation. if PT conditions change, new structure will NOT revert back to original. METASTABLE condition. QUENCHABLE: the reaction is stopped, cannot go backwards. Energy needs to be supplied
* Displacive bonds are BENT
* Order-Dissorder distribution of cat and an in lattice affects structure. T plays the most important role
* Polytypism: the stacking pattern of lattice sheets changes

36
Q

Closest Packing

A

Hexagonal: ABAB.
Cubic: ABCABC
* Best describes metals, sulfides, halides, some oxides

37
Q

Pauling’s Rules

A
  1. Coordination Principle: Cat-An ion distances are equal to the sum of their effective ionic radii, cation CN determined by ratio of cation:anion
    * RR<0.15: CN:2, .15-.22: 3, .22-.41: 4, .41-.73: 6, .73-1: 8.
  2. Electrostatic Valence (ev) Principle: Strength of ionic (electrostatic) bond between ions is = ionic charge/CN
    * Isodesmic Xtal: all bonds have same strength. High symm, simple chemical compounds (oxides, fluorides, chlorides
    * Anisodemic Xtal: ev> ionic charge. Anion will be more strongly bound to central coordinating cation that it can be bonded to other structures. Lower symm, complex chemical compounds (sulphates, carbonates, phosphates)
    * Mesodesmic: ev = 1/2 the charge on anions (silicates) the O in SiO2 can be equally bonded to central Si and other Si ions
  3. Sharing of edges/faces by coordinating polyhedra is inherently unstable
  4. Cations of high valence and small CN tend to not share anions w other cations. Silicate minerals, do not contain SiO4 polyhedra sharing edges/faces bc then Si cations too close together.
  5. Parsimony: number of different components in a xtal tends to be small

1-4 Maximize the ion attractions and minimize the an-an and cat-cat repulsion

38
Q

Electrostatic Neutrality

A

Mineral formula cancels out (no charge)

39
Q

Solid Solution

A

Occurs in isostructural xerals where different elements (cations) sub for each other.
Mechanisms
1. Substitution
* one ion replaces another in a particlar size. Ions need to be similar sizes (+-0.15) and charges need to be equal
* (Na,Al)Al1-2SI2-3O8
2. Omission
* in some cases, leaves sites vacant in lattice.
3. Interstital
* Ions substituted into spaces that are usually vacant

40
Q

Xtal Growth

A
  1. Availability, and continued avail. of elements. Incompatible elements stay in solution
  2. Stability of the growing mineral (ice melts at room T = unstable)
  3. Energy of formation must be appropriate (heat and work)
41
Q

Thermodynamics

A
  • Open and Closed and Isolated Systems
  • System: Basalt, Parts: Phases (uniform, homogenous, physically distinct: XERALS) and Components (Smallest building blocks: ELEMENTS)
42
Q

Gibb’s Phase Rules

A

Number of components in a system is constrained by the number of phases.
phases + freedom degrees = component + 2 (PT).

f = 2 means that both P and T can vary and we will remain liquid
f = 1 means only P or T can vary to be in eq
f = 0 fixed point. nothing can change

43
Q

Gibbs Free Energy

Driving force of chemical rxn

A

G = SUM[u(chemical potential of phase) ][n(moles of phase)]
The Free Energy can be used to predict direction of rxn
deltaG = G (products) - G (reactants)
if 0 = equilibrium
if < 0 = rxn goes to right
if > 0 = rxn goes to the left

G(olivine) = n1u(Mg2SiO4) + n2u(Fe2SiO4)

44
Q

Thermo

Chemical Potential

A

Potential for substance to undergo rxn. Total Pot. = u(products) - u (reactants)