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Mass : the quest to understand matter from Greek atoms to quantum fields  Cover Image Book Book

Mass : the quest to understand matter from Greek atoms to quantum fields / Jim Baggott.

Baggott, J. E., (author.).

Summary:

Everything around us is made of 'stuff', from planets, to books, to our own bodies. Whatever it is, we call it matter or material substance. It is solid; it has mass. But what is matter, exactly? We are taught in school that matter is not continuous, but discrete. As a few of the philosophers of ancient Greece once speculated, nearly two and a half thousand years ago, matter comes in 'lumps', and science has relentlessly peeled away successive layers of matter to reveal its ultimate constituents.
"Albert Einstein once claimed that without belief in the inner harmony of our world, there could be no science. But modern science has revealed that the inner harmony of some of the simplest phenomena can be startlingly beautiful in its complexity. This is certainly true of matter, and its most commonplace property, mass. We have come a long way since the conjectures of the Greek atomists. We know for sure that atoms exist, and we also know that they're divisible. They consist of electrons, orbiting nuclei of protons and neutrons. We know that protons and neutrons are in turn composed of quarks. And we have found that elementary particles inside atoms behave like waves: mysterious phantoms of probability. We have identified several families of subatomic particles, and now recognize that 'empty' space fizzes with virtual particles. we think now of mass in terms of the energies of interactions. Elementary particles gain mass by interacting with the Higgs field, revealed by the discovery of the Higgs boson, but we still don't understand why some particles interact more strongly than others. As Jim Baggott explains in this absorbing account that takes us from atoms to quarks, gluons, and quantum chromodynamics, we have journeyed far, but we have yet to fully understand the fundamental nature of mass."--Jacket.

Record details

  • ISBN: 9780198759713
  • ISBN: 0198759711
  • Physical Description: xvi, 346 pages : illustrations ; 24 cm
  • Edition: First Edition.
  • Publisher: Oxford, United Kingdom : Oxford University Press, 2017.

Content descriptions

Bibliography, etc. Note:
Includes bibliographical references (pages 317-324) and index.
Formatted Contents Note:
Part I. Atom and void. The quiet citadel ; Things-in-themselves ; An impression of force ; The sceptical chymists -- Part II. Mass and energy. A very interesting conclusion ; Incommensurable ; The fabric ; In the heart of darkness -- Part III. Wave and particle. An act of desperation ; The wave equation ; The only mystery ; Mass bare and dressed -- Part IV. Field and force. The symmetries of nature ; The Goddamn particle ; The Standard Model ; Mass without mass.
Subject: Mass (Physics)
Matter > Properties.
Quantum field theory.
Field theory (Physics)
Particles (Nuclear physics)
Mass (Physics)
Matter > Properties.
Atom.
Atomphysik.
Quantenphysik.
Masse Physik.
Materie.
SCIENCE / Physics.

Available copies

  • 1 of 1 copy available at Evergreen Indiana.

Holds

  • 0 current holds with 1 total copy.
Show Only Available Copies
Location Call Number / Copy Notes Barcode Shelving Location Status Due Date
Hussey-Mayfield Mem. PL - Zionsville 530.143 BAGGOTT (Text) 33946003250086 Adult Nonfiction Available -

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Jim Baggott, Freelance science writer

Jim Baggott is a freelance science writer. He was a lecturer in chemistry at the University of Reading but left to work with Shell International Petroleum Company and then as an independent business consultant and trainer. His many books include Origins: The Scientific Story of Creation (OUP, 2015), Higgs: The Invention and Discovery of the 'God Particle' (OUP, 2012), A Quantum Story: A History in 40 Moments (OUP, 2011) and A Beginner's Guide to Reality (Penguin, 2005), Quantum Reality: The Quest for the Real Meaning of Quantum Mechanics — A Game of Theories (OUP, 2020), and The Quantum Cookbook: Mathematical Recipes for the Foundations of Quantum Mechanics (OUP, 2020).


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