by Gary Zukav
Space-time interval, 171–73
Space-time maps, 236–39
Space-time pictures, 244–45
Special theory of relativity, 35n, 58, 133, 134–78, 181, 183, 187, 219, 290, 318n, 344
Spectrum, 38–39
hydrogen, 13–16, 39, 57
sodium, 11–12
white-light, 11–12, 15–16
Spheres, 191
Spherical trigonometry, 199
Spin, 234n, 235, 270
isotopic, 234n
rate of, 230–32
zero, 314–16
Standing waves, 110–17
particles and, 118
Stanford Linear Accelerator Center (SLAC), 228n
Stapp, Henry Pierce, xxi, 42, 69, 78–80, 88, 89, 90, 322, 326, 328, 331, 332, 335, 336, 345
Star systems, 199
binary, 207
Starlight deflection, 203–204
Statistics
Newtonian physics and, 36–37
quantum mechanics and, 37–40
Stellar energy, 174, 322
Stern-Gerlach device, 315–17, 321
Strangeness, 234n
Strong force, 252–54, 259–61
Subatomic particles, 175, 213–79, 289
angular momentum of, 231–34
Bohm’s hypothesis and, 339–43
characteristics of, 225–34
classical logic and, 291–93
conservation laws, 268–71
gravity and, 260
mathematics and, 289–90
Newton’s laws of motion and, 125
particle physics and, 219–20, 224–25
Planck’s constant and, 233
quantum mechanics and, 34–40, 51, 96–97, 117, 220–22, 322
S-Matrix theory and, 273–77
time flow and, 245–47
Subatomic phenomena, 21–22, 29, 35, 38, 40, 41n, 57
Born and, 117
Sun, motion and, 137, 138
Superdeterminism, 333
Supergravity theories, 260n
Superluminal information transfer theory, 326–28, 333
Superluminal quantum connectedness, 331
Superluminal speed, 319–20
Superposition, coherent, 299–301
Sutras, 264–66, 267–68
Symbols, 343
experience and, 290, 301, 310
Symmetries, 271
Symmetry, laws of, 177
Synchronicity, 69n, 328n
Tachyons, 319n
Tai Chi Master, 5, 7–8, 348
Tantra, 346–47
Tantric Buddhism, 220–21, 346–47
Taoism, 201, 266n
Tao particle, 228n
Technicians, scientists and, 10–11, 16–17
Telepathy, 331
Terrell, James, 159–61
Theoretical physics, 271–72, 285n
Theory of measurement, 87, 91, 93, 338
Thermal energy, 176
Thermodynamics, second law of, 246
Thomas, Saint, 97
Thought experiments, 162–64, 181–86, 193–96, 318
Tibetan Buddhism, 312, 343, 347
Time
absolute, 166
proper, 155–57, 162
relative, 155–59
space and, 166–78, 196, 310–11
universal, 162
Time dilation, 158–161, 165
motion and, 155
Time irreversability, 246n
Time-lapse photography, 50
Time-like separation, 164n
Time reversability, 246n
Time-reversal invariance principle, 271
Topology, quantum, 311, 348
Torsion, 200n
Transformation laws, classical, 140, 152, 153–54, 164–65
Transition tables, 303–305, 307
Transitions
allowed, 302
forbidden, 302–303
Triangles, 191–92
right, 169–71
Trigonometry, spherical, 199
Triplets, 306
Truth
absolute, 41–42
scientific, 41, 42, 302
Tubes, photomultiplier, 324–25
Twin Paradox of the special theory of relativity, 156–57
Two-particle systems, 314–16
Uhura, 207
Ultra-violet catastrophe, 54
Uncertainty principle, Heisenberg’s, 29, 37, 123–26, 233, 248, 256, 261–62, 269, 274, 338
Unconscious, the, 43
Unified gauge theories, 285n
Universal time, 162
Universe, nonlocal, 335
Uphill interactions, 270
Uranium, 120
Vacuum diagrams, 267–68
Velocity, 26, 61–62, 158, 224
of light, 62, 135, 136, 142–48, 151–52, 153–55, 318–19
principle of the constancy of, 151–55, 164–65
mass and, 161–62
of sound, 165
Violet light, 54, 56–57, 59
Virtual particle theory, 251–52
Virtual photons, 247–55, 261–62
Virtual pions, 255–57, 259
Vishnu, 241
Visible light, 61
Volts, electron, 227
Volume
gas, pressure and, 36–37
zero, 206
Von Neumann, John, xx, 232n, 286, 292–93, 302, 310, 311, 338
quantum mechanics and, 286–88
W particle, 261
Walker, E. H., 69
Watts, Alan, 8
Wave equation, Schrödinger, 77, 80–94, 113–18, 122, 287, 300
Wave function, 80–85, 88, 89, 91–92, 285–88, 300
collapse of, 82–85, 95–96, 330–31n
quantum mechanics and, 88–94, 95–96, 118
Wave mechanics, 63, 67–68
Wave-particle duality, 70–72, 103–107, 133–34, 223–24
quantum mechanics and, 70–73, 106–107, 133–34
Wave theory of light, 65–68
Wavelengths, 61–63
Waves, 60
amplitude, 61
electromagnetic, 62, 318–19
electrons and, 107–109, 110–14
frequency, 61
ghost, 71
matter, 107, 110, 115, 118, 122
probability, 72, 117
radio, 62, 318–19
sound, 318
standing, 110–17
particles and, 118
velocity, 61–62
Weak force, 260–61
Weizenbaum, Joseph, 26
Wheeler, John, 31, 91–92
White holes, 208
White-light spectrum, 11–12, 15–16
Wisdom, knowledge and, 337
Wonder, subjective experience of, 44
World of Elementary Particles, The (Ford), 225n, 263
Wormholes, 207
Wu Li, defined, 5–7
X-rays, 61
electrons and, 104
Yin and yang, 43, 177
Yogis, 247
Young, Thomas, xix, 60, 66–68, 106, 110
Young’s double-slit experiment, 66–71
Young’s wave theory, 71
Yukawa, Hideki, xx, 252, 253–54, 257
Zen Buddhism, 132, 229
Zen Mind, Beginner’s Mind (Roshi), 132
Zero momentum, 270
Zero rest mass, 228
Zero spin, 314–16
Zero volume, 206
THE GREEK ALPHABET
A
α
ALPHA
N
ν
NU
B
α
BETA
Ξ
ξ
XI
Γ
γ
GAMMA
Ο
ο
OMICRON
Δ
δ
DELTA
π;
π;
PI
&nbs
p; Ε
ε
EPSILON
Ρ
ρ
RHO
Ζ
ζ
ZETA
Σ
σ
SIGMA
Η
η
ETA
Τ
τ
TAU
Θ
θ
THETA
Υ
υ
UPSILON
Ι
ι
IOTA
Φ
φ
PHI
Κ
κ
KAPPA
Χ
χ
CHI
Λ
λ
LAMBDA
Ψ
ψ
PSI
Μ
μ
MU
Ω
ω
OMEGA
FOOTNOTES FOR STABLE PARTICLE TABLE
1. This table was complied with the assistance of the Particle Data Group, Lawrence Berkeley Laboratory, Berkeley, California. According to their convention, stable particles are particles that do not decay by strong interaction; but they do decay by electromagnetic and weak interactions. In fact, (as the table shows), the majority of stable particles are not ‘stable’ in the usual sense.
2. Incredible as it may seem, physicists measure particle lifetimes (and masses) to far greater degrees of accuracy than indicated here. (“Review of Particle Properties,” Physics Letter, 75B, 1, 1978.) (updated bi-annually).
3. Particles with this footnote are speculative to one degree or another. The graviton has been predicted solely on a theoretical basis while the tau neutrino, the F particle, and the charmed lambda have some experimental evidence to support their existence. However, none of them have been accepted, at this date, as confirmed particles by the Particle Data Group, Lawrence Berkeley Laboratory, the internationally accepted compiler of particle data. (The parameters shown for these particles have not been measured, but they generally are assumed to have the values shown). The blank spaces in the table represent a lack of data. [Information on the Tau and D particles, the newest particles as this table goes to print (1978), is still incomplete.]
4. The neutral kaon has two average lifetimes. If it decays in the shorter time it is called as a K (“K zero short”). If it decays in the longer time it is called a K (“K zero long”). All the other particles have only one average lifetime.
STABLE PARTICLE TABLE1
An Invitation
At the heart of The Dancing Wu Li Masters (and every inquiry into quantum physics), in my opinion, is the inviting possibility of a relationship between consciousness and physical reality. That relationship, for me, has become more and more evident since I wrote The Dancing Wu Li Masters. It has become the foundation of my life and my deepest joy. I believe that this relationship is also becoming evident for millions of other individuals.
In 1989 I wrote The Seat of the Soul, about evolution, the soul, and authentic power—the alignment of the personality with the soul. If these topics attract you, I invite you to join me by visiting www.zukav.com or www.seatofthesoul.org or by writing to me at:
The Seat of the Soul Foundation
PO Box 339
Ashland, OR 97520
With Joy,
Gary Zukav
Acknowledgments
My gratitude to the following people cannot be adequately expressed. I discovered, in the course of writing this book, that physicists, from graduate students to Nobel Laureates, are a gracious group of people; accessible, helpful, and engaging. This discovery shattered my long-held stereotype of the cold, “objective” scientific personality. For this, above all, I am grateful to the people listed here.
Jack Sarfatti, Ph.D., brought me together with many physicists. Al Chung-liang Huang, The T’ai Chi Master, provided the perfect metaphor of Wu Li, inspiration, and the beautiful calligraphy. David Finkelstein, Ph.D., Director of the School of Physics, Georgia Institute of Technology, was my first tutor.
In addition to Finkelstein and Sarfatti, Brian Josephson, Professor of Physics, Cambridge University, and Max Jammer, Professor of Physics, Bar-Ilan University, Ramat-Gan, Israel, read and commented upon the entire manuscript. I am especially indebted to these men (but I do not wish to imply that any one of them, or any other of the individualistic and creative thinkers who helped me with this book, would approve of it, page for page, as it is written, nor that the responsibility for any errors or misinterpretations belongs to anyone but me).
I am also indebted to Henry Stapp, Ph.D., Lawrence Berkeley Laboratory, for reading and commenting upon portions of the manuscript, and to Elizabeth Rauscher, Ph.D., founder and sponsor of the Fundamental Physics Group, Lawrence Berkeley Laboratory, for encouraging non-physicists to partake of weekly conferences which normally would attract only physicists. In addition to Stapp and Sarfatti, this group included John Clauser, Ph.D.; Philippe Eberhard, Ph.D.; George Weissman, Ph.D.; Fred Wolf, Ph.D.; and Fritjof Capra, Ph.D.; among others.
I am grateful to Carson Jefferies, Professor of Physics, University of California at Berkeley, for his support and for commenting upon portions of the manuscript; to David Bohm, Professor of Physics, Birkbeck College, University of London, for reading portions of the manuscript; to Saul-Paul Sirag for his frequent assistance; to the physicists of the Particle Data Group, Lawrence Berkeley Laboratory, for their assistance in compiling the particle table at the back of the book; to Eleanor Criswell, Professor of Psychology, Sonoma State University (California), for her valuable support; to Gin McCollum, Professor of Mathematics, Kansas State University, for her assistance and for her patient tutelage; and to Nick Herbert, Ph.D., Director of the C-Life Institute, for providing me with his excellent papers on Bell’s theorem and for permission to use his paper title, “More Than Both,” as a chapter title.
All of the illustrations in this book were done by Thomas Linden Robinson.
Harvey White, Professor Emeritus, Department of Physics, University of California at Berkeley, and former Director, Lawrence Hall of Science, personally provided photographs of his famous simulations of probability distribution patterns. The electron diffraction photograph was provided by Ronald Gronsky, Ph.D., Lawrence Berkeley Laboratory. I learned much about spectroscopy from Sumner Davis, Professor of Physics, University of California at Berkeley. I am deeply grateful to these men who, like all of the physicists that I encountered in writing this book, gave graciously of their time and knowledge to a stranger who needed help.
I also am indebted to Maria Guarnaschelli, my editor, for her sensitivity and erudition.
Without the generosity of Michael Murphy and the Board of Directors of the Esalen Institute, which sponsored the 1976 conference on physics and consciousness, none of this probably would have happened.
About the Author
GARY ZUKAV is the author of the New York Times bestseller Soul Stories and The Seat of the Soul, a number one bestseller for the New York Times, Los Angeles Times, and USA Today, among others. He is a graduate of Harvard and inspires millions worldwide through his talks and media appearances.
Visit www.AuthorTracker.com for exclusive information on your favorite HarperCollins author.
Praise
“The most exciting intellectual adventure I’ve been on since reading Robert Pirsig’s Zen and the Art of Motorcycle Maintenance…. You’ll come away from this book feeling like a Wu Li master yourself.”
—Christopher Lehmann-Haupt, New York Times
“Recommended highly for those who want to understand the essential significance of modern physics, and for those who are concerned with its implications for possible transformation of human consciousness.”
—David Bohm, professor of physics, Birkbeck College,
University of London, in Nature
“Zukav is such a skillful expositor, with such an amiable style, that it is h
ard to imagine a layman who would not find this book enjoyable and informative.”
—Martin Gardner, Scientific American
“I enjoyed reading The Dancing Wu Li Masters. It succeeds in the difficult task of introducing the nonphysicist to the spirit and problems of modern physics.”
—Max Jammer, author of The Conceptual Development of Quantum
Mechanics and The Philosophy of Quantum Mechanics
“Dealing with general relativity [Zukav] manages to convey the profound mental shift required to reduce physics to geometry. This is a neat trick, considering that he addresses an audience familiar with neither physics nor non-Euclidean geometry.”
—Robert March, Physics Today
“This book is not only readable, but it also puts the reader in touch with all the various ways that physicists have worked out for talking about what is so hard to talk about. In short, Gary Zukav has written a very good book.”
From the Foreword by David Finkelstein, director,
School of Physics, Georgia Institute of Technology
Copyright
THE DANCING WU LI MASTERS. Copyright © 1979, 2001 by Gary Zukav. All rights reserved under International and Pan-American Copyright Conventions. By payment of the required fees, you have been granted the non-exclusive, non-transferable right to access and read the text of this e-book on-screen. No part of this text may be reproduced, transmitted, down-loaded, decompiled, reverse engineered, or stored in or introduced into any information storage and retrieval system, in any form or by any means, whether electronic or mechanical, now known or hereinafter invented, without the express written permission of HarperCollins e-books.