Welcome to Minerals In Thin Section
MINERALS IN THIN SECTION ("MINTS") is an open access website to view optical and morphological properties of minerals as applicable to transmitted-light microscopy, with emphasis on thin section petrography.
The MINTS site is interactive and allows to switch between Mineral Index, an Images Index (a gallery-style overview of photomicrograph series for any particular mineral), Mineral Data sheets with graphical presentations of optical-crystallographic relationships and n-Δn-d graphs, and the single Images.
This website will be updated and expanded over time. At this point, not all the listed minerals have photomicrographs attached yet, but we will make an effort to close those gaps. Generally, the database of photomicrographs and text for any particular mineral or mineral group will be expanded and reviewed from time to time.
The MINTS team:
Jürgen Reinhardt (University of the Western Cape, South Africa) - Conceptual design, compilation
Michael M. Raith (Universität Bonn, Germany) - Crystal drawings and n-Δn-d graphs
Sponsored by:
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)
Initial webpage layout: Tanja Reinhardt (University of KwaZulu-Natal, South Africa)
Programming: James Scoble, Faghad Khan
Centre for Innovative, Education and Communication Technologies (CIECT), University of the Western Cape. Director: J. Stoltenkamp
Explanations
Crystal drawings: Crystallographic elements are held in black, while indicatrix axes and vibration directions are in colour. Crystal shapes have been designed using the SMORF software written by Mark Holtkamp (2004-2014), www.smorf.nl.
n-Δn graphs: the range of n for solid solutions are displayed by the coloured dots, while the maximum range of birefringence is shown by two vertical, dashed red lines. Symbols for uniaxial, biaxial, positive and negative are shown in the upper right corner.
The interference colour chart used in the Δn-d graphs is the one devised by Raith and Sørensen (European Journal of Mineralogy 25, p.8). Standard thin sections have a thickness (d) between 25 and 30 microns.
Mineral data are presented in condensed form and are not intended to replace the more detailed descriptions and compilations in standard works on optical mineralogy.
The text on the right is arranged in five colour-coded blocks: (1) chemical formula + optical data, (2) morphological data incl. extinction characteristics, (3) reaction features, (4) occurrence, and (5) distinctive properties.
Relief is classified based on a standard reference ("zero relief") value of 1.54 and logarithmic scales to the negative-relief and positive-relief sides of 1.54:
up to 1.50
|
moderate-negative
|
1.50 - 1.54
|
low-negative
|
1.54 - 1.58
|
low-positive
|
1.58 - 1.67
|
moderate-positive
|
1.67 - 1.85
|
high
|
1.85 - 2.2
|
very high
|
above 2.2
|
extreme
|
The reference value of 1.54 relates to the refractive index of natural Canada balsam, the standard mounting resin originally used for thin sections (1.5395 ± 0.0018; Schaller 1910), now replaced by appropriate epoxy resins.
Abbreviations for refractive indices and birefringence are those used by Tröger et al. (1979) and Raith, Raase & Reinhardt (2012), Guide to Thin Section Microscopy: no and ne for uniaxial minerals, nx, ny and nz for biaxial minerals; Δn for birefringence.
Alteration and decomposition: Only low-temperature breakdown processes (such as retrograde-hydrothermal reactions, or decomposition reactions in near-surface environments) are considered here. Under reaction textures higher-temperature breakdown reactions are considered that produce characteristic spatial associations. These depend obviously on the precise reaction history and may not necessarily be common features.
Occurrence
Ign
|
Igneous rocks
|
Met
|
Metamorphic rocks
|
Sed
|
Sedimentary rocks and unconsolidated surface deposits
|
Hydr
|
Hydrothermal environments
|
Other
|
Not fitting into the previous categories, such as extraterrestrial materials or biomaterials
|
Main data sources, unless otherwise stated: Deer, Howie & Zussman (1997-2011), volumes 1 to 5, Nesse (2013), Phillips & Griffen (1981), Tröger et al. (1969, 1979), and Handbook of Mineralogy by Anthony et al. (current online version)
Images
For each mineral, there is an image gallery. Each thumbnail image in the gallery refers to an image series that can be accessed. Every image page shows a photomicrograph, plus some information on the sample. There is a choice to view images taken under plane-polarized light (PPL) or with crossed polarizers (+Pol). Higher-resolution full-screen images (commonly between 1.5 and 2 MB*) can also be called up from the corresponding image page. To return from full screen to the previous screen use the "Back" button at the top left.
*For the image database, high-resolution photomicrographs have been downsized to ensure reasonable download speeds, while minimising the impact on image quality.
In order to keep the images free of any inserts, no scale bars are included. The true width of the photographed detail is provided, as well as the orientation of the lower polarizer. Users who intend to download images for teaching purposes are advised to provide a scale.
“Section” refers to how the crystal is cut and hence corresponds to the thin section plane (= viewing plane). The notions “parallel to” and “orthogonal to” are to be understood as approximations. Images belonging to a separate subset of an image series are marked (A), (B), etc. on the image page.
Abbreviations
pol
|
(lower) polarizer
|
pol plane
|
plane of polarization
|
∥
|
parallel to
|
sub-∥
|
sub-parallel to
|
ext
|
extinction
|
mag
|
magnification
|
Δn
|
birefringence
|
+1λ
|
with lambda plate (= 1ᵒ red plate) inserted
|
u.l.
|
upper left
|
u.r.
|
upper right
|
l.l.
|
lower left
|
l.r.
|
lower right
|
Mineral abbreviations according to Whitney & Evans (2010) and Warr (2021)
Note: Not every image series includes the full range of optically relevant mineral sections or positions. When looking for those, the series with the larger number of images should be accessed.
Referencing
The website should be referenced as follows:
Reinhardt, J. & Raith, M.M., Minerals In Thin Section (MINTS). https://mints.uwc.ac.za/mints/home
Literature
Anthony, J.W., Bideaux, R.A., Bladh, K.W., Nichols, M.C. (eds.) Handbook of Mineralogy. Online compilation: Mineralogical Society of America, Chantilly, VA.
Deer, W.A., Howie, R.A. & Zussman, J. (1997-2011), Volumes 1 to 5; 2nd ed.; 1A – Orthosilicates, 1B – Disilicates and Ring Silicates, 2A – Single-Chain Silicates, 2B – Double-Chain Silicates, 3A – Micas (by M.E. Fleet), 3B – Layered Silicates Excluding Micas and Clay Minerals, 4A – Framework Silicates: Feldspars, 4B – Framework Silicates: Silica Minerals, Feldspathoids and the Zeolites (with W.S. Wise), 5A – Non-Silicates: Oxides, Hydroxides and Sulphides (by J.W.F. Bowles, R.A. Howie, D.J. Vaughan, J. Zussman), 5B – Non-Silicates: Sulphates, Carbonates, Phosphates, Halides (by L.L.Y. Chang, R.A. Howie, J. Zussman). Geological Society, London.
Nesse, W.D. (2013): Introduction to Optical Mineralogy (4th ed.). Oxford University Press, New York, 361 p.
Phillips, W.R. & Griffen, D.T. (1981): Optical Mineralogy. The Nonopaque Minerals. W.H. Freeman, San Francisco, 677 p.
Raith, M.M., Raase, P. & Reinhardt, J. (2012): Guide to Thin Section Petrography. 127 p. Open access e-book, downloadable from http://www.minsocam.org/msa/openaccess_publications.html or https://www.dmg-home.org/service/publikationen/downloads
Schaller, W.T. (1910): The refractive index of Canada balsam. American Journal of Science, Series 4, 29, p. 324.
Sørensen, B.E. (2013): A revised Michel-Lévy interference colour chart based on first-principles calculations. European Journal of Mineralogy 25, 5-10.
Tröger, W.E., Bambauer, H.U., Taborszky, F. & Trochim, H.D. (1979): Optical Determination of Rock-Forming Minerals. Part 1: Determinative Tables. E. Schweizerbart'sche Verlagsbuchandlung, Stuttgart, 188 p. (English edition of the 4th German edition).
Tröger, W.E., (1969): Optische Bestimmung der gesteinsbildenden Minerale. Teil 2, Textband, 2. Auflage, Hrsg. Bambauer, H.U., Taborzsky, F, & Trochim, H.D., E. Schweizerbart'sche Verlagsbuchhandlung, Stuttgart, 822 p.
Warr, L.N. (2021): IMA-CNMNC approved mineral symbols. Mineralogical Magazine 85, 291-320.
Whitney, D.L. & Evans, B.W. (2010): Abbreviations for names of rock-forming minerals. American Mineralogist 95, 185-187.
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