There are deep and fascinating links between heavy metal and quantum physics. No, really!

While teaching at the University of Nottingham, physicist Philip Moriarty noticed something odd, a surprising number of his students were heavily into metal music. Colleagues, too: a Venn diagram of physicists and metal fans would show a shocking amount of overlap.

What's more, it turns out that heavy metal music is uniquely well-suited to explaining quantum principles.

In When the Uncertainty Principle Goes to Eleven, Moriarty explains the mysteries of the universe's inner workings via drum beats and feedback: You'll discover how the Heisenberg uncertainty principle comes into play with every chugging guitar riff, what wave interference has to do with Iron Maiden, and why metalheads in mosh pits behave just like molecules in a gas.

If you're a metal fan trying to grasp the complexities of quantum physics, a quantum physicist baffled by heavy metal, or just someone who'd like to know how the fundamental science underpinning our world connects to rock music, this book will take you, in the words of Pantera, to "A New Level."


For those who think quantum physics is too mind-bendingly complex to grasp, or too focused on the invisibly small to be relevant to our full-sized lives, this funny, fascinating book will show you that physics is all around us . . . and it rocks.

Philip Moriarty is a professor of physics, a heavy metal fan, and a keen air-drummer. His research focuses on prodding, pushing, and poking single atoms and molecules; in this nanoscopic world, quantum physics is all. Moriarty has taught physics for almost twenty years and has always been struck by the number of students in his classes who profess a love of metal music, and by the deep connections between heavy metal and quantum mechanics. He's a father of three—Niamh, Saoirse, and Fiachra—who have patiently endured his off-key attempts to sing along with Rush classics for many years. Unlike his infamous namesake, Moriarty has never been particularly enamored of the binomial theorem.