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Copy file name to clipboardExpand all lines: docs/learn/equipment/refractometer.yaml
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- Cannot measure birefringence accurately
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- Best for isotropic materials or quick screening
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- title: "Sturman's Seven Refractometer Patterns"
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content: |
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Darko Sturman refined the technique of observing shadow-edge behaviour on the
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refractometer into seven basic patterns that cover all possible observations for
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isotropic and anisotropic gemstones. Identification of a pattern is based on
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observations during rotation of a gemstone on the refractometer. Note:
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- The number of shadow edges observed (one or two)
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- Whether each shadow edge is variable or constant
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- Whether the shadow edges meet (touch)
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table:
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caption: "Sturman's Seven Refractometer Patterns"
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headers:
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- Pattern
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- Shadow Edges
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- Behaviour
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- Conclusion
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rows:
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- ["I", "1 constant", "RI stays constant during rotation", "Isotropic"]
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- ["II", "2 constant, parallel", "Neither moves; both at fixed RI values", "Uniaxial (c-axis perpendicular to table)"]
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- ["III", "2, one constant + one variable, touching", "Edges join to a single edge at one rotation position", "Uniaxial (c-axis parallel to table); sign determinable"]
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- ["IV", "2, one constant + one variable, not touching", "Higher RI edge moves; edges do not meet", "Uniaxial or biaxial (c-axis oblique if uniaxial)"]
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- ["V", "2, one constant + one variable, intersecting", "Shadow edges cross each other", "Biaxial"]
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- ["VI", "2 variable, not touching", "Both move; they do not touch", "Biaxial"]
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- ["VII", "2 variable, touching", "Both move and touch at one point", "Biaxial; sign determinable"]
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subsections:
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- title: "Patterns I-III: Isotropic and Uniaxial"
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content: |
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**Pattern I** — A single constant shadow edge confirms the material is isotropic.
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Ensure the reading stays truly constant during a full rotation.
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**Pattern II** — Two constant, parallel shadow edges that never move. This occurs when
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the c-axis is perpendicular to the table facet. The minimum and maximum RI and
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birefringence can be determined, but the optic sign cannot without testing on
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an alternative facet.
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**Pattern III** — One constant and one variable edge that join together at one point
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during rotation. This confirms uniaxial character with the c-axis parallel to the
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table. The optic sign is determinable:
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- If omega < epsilon (constant < variable): **uniaxial positive**
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- If omega > epsilon (constant > variable): **uniaxial negative**
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- title: "Patterns IV-VII: Biaxial Determination"
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content: |
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**Pattern IV** — One constant edge, one variable edge, not touching. This ambiguous
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pattern can occur in both uniaxial (oblique c-axis) and biaxial stones.
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**Pattern V** — Shadow edges intersect (cross each other). This confirms biaxial
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character. The edges may both converge towards beta.
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**Pattern VI** — Both edges move but do not touch. Confirms biaxial, but the optic
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sign cannot be determined without additional information.
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**Pattern VII** — Both edges move and touch at one point. Confirms biaxial with
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determinable optic sign.
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- title: Optic Sign Determination
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content: |
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**Uniaxial optic sign** (Pattern III):
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- omega < epsilon → positive
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- omega > epsilon → negative
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**Biaxial optic sign** (when both edges move):
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- Observe which shadow edge crosses the point halfway between the maximum
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(gamma) and minimum (alpha) values — this edge gives beta
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- Beta closer to alpha → **biaxial positive**
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- Beta closer to gamma → **biaxial negative**
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- title: Troubleshooting
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content: |
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Common problems and solutions when using the refractometer:
Copy file name to clipboardExpand all lines: docs/learn/fundamentals/chemical-properties.yaml
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Understanding stability is important for predicting colour permanence.
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- title: Diagnostic Absorption Spectra
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content: |
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The spectroscope can identify materials by their characteristic absorption patterns.
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Not all coloured materials have recognizable spectra, and some colourless materials
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(zircon, diamond, jadeite) may still show diagnostic absorption. The following are
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the most diagnostically useful spectra from the Gem-A Diploma course.
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table:
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caption: Key Diagnostic Absorption Spectra
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headers:
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- Material
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- Chromophore
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- Key Wavelengths
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- Diagnostic Notes
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rows:
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- ["Chrysoberyl", "Fe", "Band centred at 444 nm", "Distinguishes yellow/greenish/brown chrysoberyl from sapphire; useful for cat's eyes in settings"]
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- ["Alexandrite", "Cr", "Lines in red; broad band in yellow-green", "Pleochroic variation visible — spectrum shifts between daylight and tungsten light"]
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- ["Synthetic colour-change sapphire", "V + Cr", "Sharp fine line at 475 nm", "Diagnostic for vanadium in corundum; line may be faint"]
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- ["Jadeite (pale specimens)", "Fe", "Fine line at 437 nm", "Seen in pale specimens of various colours; green stones may also show Cr lines in red"]
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- ["Dyed jadeite", "Fe + Cr-dye", "Weak band(s) in red + 437 nm line", "Chromium-green dye gives additional band(s) in red; diagnostic for dye detection"]
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- ["Diamond (Cape yellow)", "N", "Fine line at 415 nm", "Most prominent of several fine lines; easier to see when diamond is cooled (liquid nitrogen or dry ice)"]
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- ["Apatite", "REE", "Multiple fine-line bands in yellow-green", "'Didymium' or rare earth spectrum; each band consists of many fine lines ending in a sharp edge"]
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- ["Pink YAG", "REE", "Cluster of lines/bands in yellow-orange", "Example of REE-doped artificial material; CZ and glass may show similar spectra"]
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- title: Chemical Formulas Reference
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content: |
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Chemical formulas help understand gem composition and elemental substitutions.
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- ["Amazonite", "Microcline", "KAlSi₃O₈"]
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- ["Sunstone", "Oligoclase", "(Na,Ca)(Al,Si)₄O₈"]
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- title: Band Gap Theory
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content: |
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All gem materials are held together by electronic bonding. In some materials,
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electrons can move throughout the crystal structure at a higher energy level than
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those bound within atomic orbitals. The gap between the atom-bound "valence band"
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electrons and the wandering "conduction band" electrons is the electron energy band
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gap — a "forbidden" zone whose width greatly influences optical properties.
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subsections:
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- title: Three Material Types
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content: |
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Materials having a band gap can be grouped into three types:
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1. **Large band gap** (wider than visible light range): Even violet light cannot
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excite electrons across the gap. No visible light is absorbed, so the material
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appears transparent and colourless when pure. Most gemstones fall into this
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category — pure diamond, corundum, quartz, and topaz.
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2. **Small band gap** (narrower than red light energy): All visible light interacts
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with electrons and is absorbed, making the material opaque.
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3. **Overlapping band gap**: The gap energy partially overlaps the visible spectrum,
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causing selective absorption and a residual colour.
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- title: Diamond Band Gap Colour
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content: |
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Diamond provides the key example of band gap colour through impurity energy levels:
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**Nitrogen (yellow)**: Carbon has four valence electrons; nitrogen has five. When
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nitrogen replaces a carbon atom, the extra electron creates a donor level within the
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band gap. Excitation of this electron absorbs light from the middle of the visible
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spectrum through blue and violet, producing a pronounced yellow ("canary") colour.
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This is distinct from the "Cape" yellow caused by nitrogen vacancy colour centres.
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**Boron (blue)**: Boron has only three valence electrons, creating an acceptor level
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near the top of the valence band. Absorption occurs at maximum in the near infrared,
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extending into lower-energy visible light. Higher-energy blue and violet light is
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transmitted, producing blue colour. Because the boron level is close to the valence
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band, electrons can be thermally excited at room temperature, leaving "holes" that
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allow electrical current — boron-containing diamonds conduct electricity.
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- title: Physical Optics Colour
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content: |
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Not all colour in gemstones results from absorption of light by electronic mechanisms.
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Physical phenomena can also produce colour through the interaction of light with
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structures within or on the surface of a material.
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subsections:
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- title: Dispersion
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content: |
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Dispersion separates white light into its component colours ("fire"). The degree
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of dispersion depends on the refractive index variation across wavelengths. Diamond's
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high dispersion (0.044) produces the spectral flashes characteristic of a well-cut
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brilliant.
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- title: Diffraction
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content: |
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The play-of-colour in precious opal is caused by diffraction of light by regularly
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stacked three-dimensional groups of silica spheres. These spheres are only a few
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hundred nanometres in diameter, with gaps of similar size to visible light wavelengths.
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The actual colours seen depend on the size of the spheres:
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- Large spheres: full range of colours from violet to red (most desirable)
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- Medium spheres: violet to green only
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- Small spheres: only violet and blue light can pass between them
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- title: Thin-Film Interference
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content: |
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Thin-film interference colour arises from closely-spaced double reflections from
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thin films, layers of differing composition, or thin-film cavities such as cracks.
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When two reflected rays travel in the same direction and their wave peaks coincide
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("in phase"), they reinforce each other. When peak meets trough ("out of phase"),
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they cancel — this is interference.
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Examples in gemmology:
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- **Labradorite**: iridescent colours from interference at thin compositional layers
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- **Pearl nacre**: lustre from diffraction at overlapping platy aragonite crystals
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combined with interference from thin nacre layers
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- **Crack iridescence**: colours from thin films of air in cracks (as in topaz,
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glass, or quartz) — similar to oil films on water
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- title: Scattering
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content: |
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Scattering occurs when light is randomly reflected by particles within a substance.
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Blue light is typically much more strongly scattered than red.
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The scattering effect is most noticeable when particles are smaller than approximately
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400 nm in size. This causes the blue adularescence (sheen) in fine-quality moonstone,
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where scattering is caused by submicroscopic particles of albite feldspar.
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As particles get larger, other colours such as red and green may be seen at certain
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angles. Larger particles still produce a whitish effect called opalescence — seen in
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materials such as common opal and milky quartz. This should not be confused with the
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play-of-colour effect in precious opal.
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- title: Inclusions
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content: |
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Fine needle-like inclusions can interact with light to produce optical phenomena:
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- **Chatoyancy** (cat's eye effect): caused by scattering of light from parallel
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needle-like inclusions
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- **Asterism** (star effect): caused by multiple sets of oriented needle-like
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inclusions (typically rutile silk in corundum)
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- title: Trace Element Effects
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content: |
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Minor and trace elements significantly affect gem properties beyond colour.
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