2D Image Colourmap
Last updated on 2025-03-28 | Edit this page
Overview
Questions
- What is a colourmap?
- What parameters would describe a 2D image?
- How to select specific colours?
Objectives
- Describe different 2d image colours and why they appeared
- explain size, dimensions, and compressions and their significance
- opening and visualizing in difefrent colourscales- examples from the 2d imaging general dataset
- Present/ the different colour images in a figure with the same image dimemnsions
Introduction
This is a lesson created via The Carpentries Workbench. It is written in Pandoc-flavored Markdown for static files and R Markdown for dynamic files that can render code into output. Please refer to the Introduction to The Carpentries Workbench for full documentation.
What you need to know is that there are three sections required for a valid Carpentries lesson:
-
questionsare displayed at the beginning of the episode to prime the learner for the content. -
objectivesare the learning objectives for an episode displayed with the questions. -
keypointsare displayed at the end of the episode to reinforce the objectives.
Inline instructor notes can help inform instructors of timing challenges associated with the lessons. They appear in the “Instructor View”
Challenge 1: Can you sellect difefferent colour Images ?
What is the output of this command? Separate Images in red, green, blue
R
paste("This", "new", "lesson", "looks", "good")
OUTPUT
[1] "This new lesson looks good"
Challenge 2: how do you nest solutions within challenge blocks?
You can add a line with at least three colons and a
solution tag.
Figures
You can use standard markdown for static figures with the following syntax:
{alt='alt text for accessibility purposes'}
Callout sections can highlight information.
They are sometimes used to emphasise particularly important points but are also used in some lessons to present “asides”: content that is not central to the narrative of the lesson, e.g. by providing the answer to a commonly-asked question.
Math
One of our episodes contains \(\LaTeX\) equations when describing how to create dynamic reports with {knitr}, so we now use mathjax to describe this:
$\alpha = \dfrac{1}{(1 - \beta)^2}$ becomes: \(\alpha = \dfrac{1}{(1 - \beta)^2}\)
Cool, right?
- 2D image colourmaps