Mineralogy: Lattices and Point Groups

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23 Terms

1

What is a node?

A specific spot on the unit cell

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2

How do we use nodes?

We essentially ignore the unit cell, instead using a node to represent the volume it takes up

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3

Lattice

Imaginary pattern of nodes, in which every node has an environment identical to every other node

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4

How can the lattice move?

It can be shifted parallel to itself

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5

What creates the lattice

repetition of nodes

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6

2D Bravais Lattices

The five ways you can organize nodes in 2D

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7

What are the five 2D bravais lattices?

general/oblique, rectangular, centered rectangular, square, and rhombic

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8

How many 3D lattice arrangements are there, and what are they called?

14, also bravis lattices

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9

Who discovered bravis lattices

Auguste BRavis

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10

What is combined to make the 3D bravis lattices

2D bravis lattices, and the six crystal systems

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11

What symmetry operations are used to create 3D bravis lattices

Glide, translation, and screw axes

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12

What do space groups do

Cover all the ways motifs can be combined in 3D

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13

What does P stand for in a space group

primative

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14

What does A, B, or C stand for in a space group?

Face centered along an axis

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15

What does I stand for in a space group?

Body centered

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16

What does F stand for in a space group?

Face centered

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17

What does R stand for in a space group?

Rhombohedral

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18

What are space groups based on?

One of the 14 3D bravis lattices, plus symmetry content from one of the 32 point groups

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19

To extend from a point to 3d, what can we do?

Substitute glide planes for mirror planes or screw axes

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20

Types of glide

a/b/c, n, and d

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21

a, b, or c glide

gliding along that axis

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22

n glide

Diagonal glide between axes

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23

d glide

Diamond glide

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