Optical mineralogy involves studying rocks and minerals by studying their optical properties. Some of these properties are macroscopic and we can see them in mineral hand specimens. But generally we use a petrographic microscope, also called a polarizing microscope (Figures 5.1 and 5.2 show examples), and … See more Before starting a discussion of optical mineralogy, it is helpful to take a closer look at light and its properties. Light is one form of electromagnetic radiation (Figure 5.6). Radio waves, … See more The vibration direction of a light wave (which is the direction of motion of the electric wave) is perpendicular, or nearly perpendicular, to the direction the wave is propagating. In … See more [In the discussion below, references are made to crystal systems and to crystallographic axes. But we do not talk about them in detail … See more WebOptical Mineralogy. An Image/Link below is provided (as is) to download presentation. Download Policy: Content on the Website is provided to you AS IS for your information …
Optical Mineralogy - Field Museum
http://soest.hawaii.edu/HIGP/Faculty/zinin/images/lectures/GG711/GG711Lect04aOpticMinPattyFryer.pdf WebJul 19, 2014 · Optical Mineralogy. WS 2012 /2013. Crystal systems and symmetry. The crystal systems are sub-divided by their degree of symmetry…. CUBIC > TETRAGONAL, … portishead baby scan
The Michel-Lévy Interference Color Chart – Microscopy’s Magical
WebMineralogy Lecture 7b: Optical Mineralogy Part 2 . Instructor: Dr. Doug Haywick . [email protected] . This is a free open access lecture, but not for commercial purposes. For personal use only. Title: No Slide Title Author: Doug Haywick Created Date: Web55 slides Fluorescence Microscopy Aalap Tripathy 45.4k views • 72 slides Dark Field microscopy RafiaMalik19 4.1k views • 21 slides Light microscopy Saurabh Bhargava … WebThe Optical Indicatrix. Shows how n. i. varies with vibration direction. Vectors radiating from center. Length of each proportional to n. i. for light vibrating in the direction of the vector. Indicatrix = surface connecting tips of vectors (a representational construct only!) Isotropic media have all n. i. the same (by definition) portishead avs