Although I will restate it on Thursday, I am not going to be able to post the last part of my series about the derivation of Planck’s radiation law this week as planned. It is taking me too much time, and so I will post it instead on Thursday the 17th. It is nearly finished; honest!
One of the reasons I don’t have as much time to write it as I would wish is that I am writing articles for a book called ’30-second Einstein’, which Ivy Press will be publishing next year (2016). The book is part of their series of ’30-second + subject’, and I have already contributed to their ’30-second physics’ volume, which is due out in March of 2016. For more information about the articles I wrote for ’30-second Physics’, follow this link.
As with ’30-second Physics’; ’30-second Einstein’ is being edited by Brian Clegg, and I am writing 16 of the 50-odd articles which will appear in the book. There are about five or six of us contributing to the book.
The articles I am writing are
- Bose-Einstein statistics
- Biography – Satyendra Bose
- Photolectric quanta
- Stimulated emission of radiation
- Biography – Max Planck
- Dreaming about light (floating alongside a sunbeam)
- On the electrodynamics of moving bodies
- Length, time and mass
- Biography – Hermann Minkowski
- Heavy clocks
- Gravitational lenses
- The cosmological constant
- Expanding universes
The concept of the books is quite interesting; each topic needs to be explained in about 300 words, which believe me is quite a challenge. This is sufficiently few words that every one counts, and usually I find my initial draft(s) are 450 words or more, so then I have to edit them down making sure I don’t lose the explanation in the process.
Anyway, look out for this book in the next year or so, as soon as it is available I will post a link to it on this blog. In the meantime, check out the other books in the ’30-second’ series (there is a link to the series on this page), I haven’t contributed to any of them but many of them look interesting (and I have downloaded a few and enjoyed them greatly).