Below are maps of Chapter 1 of 'Wave Mechanics', the first book in the Open University course SM358, The Quantum World.
Map 1
A map of my entire course!
This first map lays out what I'm going to learn. As we can see, Book 1 focuses on w
ave mechanics, Book 2, q
uantum mechanics and its interpretation, and Book 3,
quantum mechanics of matter.
I thought it would be a great idea to collect links to texts and videos online, relevant to the above topics.
Please visit my Online Resources for Quantum Mechanics page by clicking this LINK
Map 2
Chapter 1 of Book 1
This is a map to see what's ahead of me in the next month or so. The idea is that I don't have to turn any pages, and that, the map can be added to- or at the very least, (as I don't think there's enough space on this one), I can add references to pages in other areas of my mind-map books.
Map 3
Chapter 1 of Book 1
This is an excerpt of my map of the introduction to chapter 1. In retrospect, I think I could have conveyed graphically, more of a connection between topics. It would be fun to experiment with different shaped boxes, which could explain more concisely the nature of a topic than words could. On this map we learn that there is a unique signature called the spectrum. Every element has a spectrum, which is formed by spectral lines, which are arranged in a way that is unique to that element. The question that I really like here is, how do atoms produce spectral lines?
Map 4
Chapter 1 of Book 1
Contents of this map: Introduction to energy levels. Bohr's discovery that the energy levels of atoms have a discrete nature. When the energy level of an atom drops down a level, a photon is emitted. Photons are packets of electromagnetic radiation. The atom jumps discretely to lower and lower energy levels, until it reaches a state of lowest energy. The state of lowest energy is called the 'ground state'. In part 2 of the map, I have highlighted what a photon is again, and part 3 features the equation for the change in energy of an atom. We see that the change in energy of an atom is directly proportional to Planck's constant.
Map 5
Chapter 1 of Book 1
Map 6
Chapter 1 of Book 1
Map 7
Chapter 1 of Book 1
Map 8
Chapter 1 of Book 1
Map 9
Chapter 1 of Book 1
Map 10
Chapter 1 of Book 1
Map 11
Chapter 1 of Book 1
Map 12
Chapter 1 of Book 1
Map 13
Chapter 1 of Book 1