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Questions and Answers
A three-dimensional framework of repulsive interactions among molecules leads to crystallization.
A three-dimensional framework of repulsive interactions among molecules leads to crystallization.
False (B)
The crystallization process results in molecules that are regularly ordered.
The crystallization process results in molecules that are regularly ordered.
True (A)
Molecules in a solid state are typically disordered and random in arrangement.
Molecules in a solid state are typically disordered and random in arrangement.
False (B)
Permanent interactions among molecules can lead to the formation of solid structures.
Permanent interactions among molecules can lead to the formation of solid structures.
Crystallization does not involve any interactions between molecules.
Crystallization does not involve any interactions between molecules.
Cleavage is a phenomenon that occurs only in crystals.
Cleavage is a phenomenon that occurs only in crystals.
When NaCl crystals are split, the resulting fragments will have jagged edges.
When NaCl crystals are split, the resulting fragments will have jagged edges.
The shapes of crystal fragments remain consistent regardless of the type of crystal.
The shapes of crystal fragments remain consistent regardless of the type of crystal.
Fracture is synonymous with cleavage in crystalline materials.
Fracture is synonymous with cleavage in crystalline materials.
NaCl is an example of a crystal that shows the phenomenon of cleavage.
NaCl is an example of a crystal that shows the phenomenon of cleavage.
A crystal shows high hardness if it can be scratched by a steel needle.
A crystal shows high hardness if it can be scratched by a steel needle.
Morphology focuses on the external structures of a crystal, including its faces and edges.
Morphology focuses on the external structures of a crystal, including its faces and edges.
A deep hollow in a crystal indicates that it has a low hardness level.
A deep hollow in a crystal indicates that it has a low hardness level.
The study of morphology can be considered irrelevant to the understanding of crystal behavior.
The study of morphology can be considered irrelevant to the understanding of crystal behavior.
The external boundary of a crystal is defined by its internal structure.
The external boundary of a crystal is defined by its internal structure.
There are four fundamental types of habit: equant, planar, prismatic, and dendritic.
There are four fundamental types of habit: equant, planar, prismatic, and dendritic.
In a crystal structure, the points of the lattice must be filled with atoms, ions, or molecules.
In a crystal structure, the points of the lattice must be filled with atoms, ions, or molecules.
Planar or tabular habits are characterized by their needle-like shapes.
Planar or tabular habits are characterized by their needle-like shapes.
Prismatic or acicular crystals are also known as needle-shaped crystals.
Prismatic or acicular crystals are also known as needle-shaped crystals.
A lattice can exist without being occupied by atoms, ions, or molecules.
A lattice can exist without being occupied by atoms, ions, or molecules.
There are 32 unique ways to arrange lattice points in two dimensions.
There are 32 unique ways to arrange lattice points in two dimensions.
Symmetry operations are responsible for generating arrangements of lattice points in three dimensions.
Symmetry operations are responsible for generating arrangements of lattice points in three dimensions.
Point-groups refer to translation elements in lattice arrangements.
Point-groups refer to translation elements in lattice arrangements.
Point groups consist of transformations that do not change the position of lattice points in space.
Point groups consist of transformations that do not change the position of lattice points in space.
Lattice points can only be arranged in space using seven unique methods.
Lattice points can only be arranged in space using seven unique methods.
Miller indices are a representation of the smallest integral multiples of the plane intercepts on the axes.
Miller indices are a representation of the smallest integral multiples of the plane intercepts on the axes.
The term 'hkl' represents the largest integral multiples of the reciprocals of the plane intercepts.
The term 'hkl' represents the largest integral multiples of the reciprocals of the plane intercepts.
Miller indices are only applicable to two-dimensional crystalline structures.
Miller indices are only applicable to two-dimensional crystalline structures.
The reciprocal of the axis intercepts are directly used to calculate Miller indices.
The reciprocal of the axis intercepts are directly used to calculate Miller indices.
Miller indices can only take positive integer values.
Miller indices can only take positive integer values.
Flashcards
Molecular Interactions
Molecular Interactions
Attractive forces between molecules
Three-Dimensional Framework
Three-Dimensional Framework
Organized structure of molecules.
Crystallization
Crystallization
Formation of a solid with ordered structure.
Regular Ordering
Regular Ordering
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Permanent Interactions
Permanent Interactions
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Crystal Hardness
Crystal Hardness
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Crystal Morphology
Crystal Morphology
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Crystal Face
Crystal Face
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Crystal Edge
Crystal Edge
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Scratch Test
Scratch Test
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Cleavage in crystals
Cleavage in crystals
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Crystal fragments
Crystal fragments
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Crystal cleavage
Crystal cleavage
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NaCl cleavage
NaCl cleavage
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Crystals
Crystals
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Equant Habit
Equant Habit
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Planar Habit
Planar Habit
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Prismatic Habit
Prismatic Habit
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What occupies the lattice points in a crystal?
What occupies the lattice points in a crystal?
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Crystal Structure
Crystal Structure
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Point Groups
Point Groups
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Symmetry Operations
Symmetry Operations
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Lattice Points
Lattice Points
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Non-Translation Elements
Non-Translation Elements
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Miller Indices
Miller Indices
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Plane Intercepts
Plane Intercepts
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Reciprocal
Reciprocal
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Smallest Integral Multiples
Smallest Integral Multiples
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How are Miller indices determined?
How are Miller indices determined?
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Study Notes
Crystallography
- Crystallography pertains to the study of crystals, their structure, properties, and formation.
- Matter exists in three states: gas, liquid, and solid (crystal).
- Gases expand to fill their containers and have weak intermolecular forces.
- Liquids have constant volume but take the shape of their container with stronger intermolecular forces than gasses.
- Crystals (solids) have a fixed shape and volume, made of atoms, ions, or molecules arranged in an ordered, 3D pattern.
Introduction
- All matter is composed of atoms, ions, or molecules.
- In a gas, particles move rapidly, have high kinetic energy, and are widely separated with weak attractions.
- In a liquid, particles touch but move past each other, have medium kinetic energy, and experience moderate attractive forces.
- In a crystal (solid), particles are strongly attracted to each other, have low kinetic energy, and form an ordered 3-D framework.
Crystallization
- Crystallization is the process where a solid forms with atoms or molecules arranged in an organized pattern, known as a crystal.
- Crystalline solids have regular geometric shapes.
- Crystallization happens through precipitation from solutions, freezing, or deposition from gasses.
- A crystal has a specific chemical structure and arrangement.
Crystal Growth
- Crystals form through two steps: nucleation and growth.
- Nucleation involves the coming together of a few atoms/molecules to form a nucleus, which is the initial small crystal structure.
- Growth involves the addition of more atoms/molecules onto the faces of the nucleus to form a larger crystal with a repeating 3D pattern.
- Factors like temperature, pressure, and saturation affect the speed of crystal growth.
- Single crystals grow from a single nucleus, while polycrystals arise from multiple nuclei that grow together.
Atomic Arrangement
- Crystalline solids have a periodic arrangement of atoms, meaning they repeat in a regular pattern.
- Amorphous solids (e.g., glass) have a random arrangement of atoms without a repeating pattern.
- The ordered arrangement of atoms in crystalline solids can be described by a network of points in space called a lattice.
The Crystalline State
- Crystals can have a wide variety of appearances and colors.
- Some crystals have distinctive cleavage patterns (splitting into smaller pieces with smooth faces) that are unique to them.
- Crystals can exhibit pleochroism, which means they absorb different colors depending on the direction the light travels through the crystal.
- The hardness of a crystal reflects its resistance to scratching.
Fundamentals of Morphology
- Morphology is the study of the external shape and form of crystals.
- The faces and edges of a crystal are the external surfaces defined by the arrangement of atoms.
- The habit describes the relative sizes of different faces of a crystal.
- Types of crystal habits include equant, planar/tabular, and prismatic/acicular.
Crystal Structure
- A space lattice is a 3D arrangement of points, each with identical surroundings.
- Crystals are formed by filling this 3D lattice of points with atoms, ions, or molecules.
- A unit cell is the smallest repeating unit within a crystal's lattice; the arrangement of the atoms within a unit cell is called the basis.
- Crystal structure forms through a combination of the lattice and the basis.
The Unit Cell
- The unit cell is the smallest repeating unit of a crystal lattice.
- Types of unit cells include primitive (simple), body-centered, and face-centered which depend on the arrangement of the atoms within the cell.
The Lattice and its Properties
-Lattice points are identical and have identical surroundings. -The periodicity along a line is defined as an inter-atomic distance.
- Generating a line, plane, and eventually, space lattice occurs with repeating operations.
Classification of Lattices
- There are seven crystal systems that identify the unique combinations of angles and lengths of lattice unit cells
- Each type of system has a defined arrangement of its lattice unit cells.
- 14 Bravais lattices describe the 14 possible ways to arrange points in a crystal structure.
Crystal Systems
- There are seven crystal systems, each defined by the angles and lengths of the unit cell axes.
- Examples: cubic, tetragonal, rhombohedral, hexagonal, orthorhombic, monoclinic, triclinic
Point and Space Groups
- Point groups describe the symmetry operations that leave a point unchanged when applied to the crystal.
- Space groups describe all symmetry operations in a crystal structure, including translations.
Point Coordinates
- The position of any point within a unit cell in a crystal can be described by coordinates (u, v, w) relative to the unit cell axes.
- Coordinates are expressed in terms of the lattice vectors.
Crystal Directions
- Crystal directions are specified by unit vectors.
- Direction indices ([uvw]) represent directions within a crystal lattice.
Crystal Planes
- Crystal planes are defined by intercepts on the crystal axes.
- Miller indices (hkl) are used to uniquely identify a plane within a crystal.
Family of planes
- A family of planes are planes that are equivalent in their shape and features, but not necessarily in the same location within the crystal structure.
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