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Feynman's Lost Lecture The Motion of Planets Around the Sun (Hardcover)

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Feynmans Lost Lecture Goodstein, David L./ Goodstein, Judith R./ Feynman, Richard Phillips 1 of 1
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FORMAT: Hardcover
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Description
 

Product Details:

Format: Hardcover
ISBN-10: 0393039188
ISBN-13: 9780393039184
Sku: 30057083
Publish Date: 4/10/2007
Dimensions:  (in Inches) 9.25H x 6.25L x 1.75T
Pages:  192
See more in Astronomy
 
On March 13, 1964, Feynman delivered a lecture to the Caltech freshman class, "The Motion of Planets Around the Sun"why the planets move elliptically instead of in perfect circles. For reasons unknown, most probably for his own amusement, he chose to make the argument using mathematics no more advanced than high-school plane geometry. Isaac Newton had pulled off much the same trick nearly 300 years earlier in his masterpiece, the Principia. Feynman, unable to follow Newton's obscure proof, invented his own original, geometrical proof in the Caltech lecture. The subject of Feynman's lecture was the watershed discovery that separated the ancient world discovery that separated the ancient world from the modern world - the culmination of the Scientific Revolution. Before Copernicus, Kepler, Galileo, and Newton, the universe was Earth-centered. After their discoveries, our idea of the universe steadily altered and expanded, moving outward to the infinity we try to understand in our own time. Thus Feynman deals here with a crowning achievement of the human mind, comparable to Beethoven's symphonies. Shakespeare's plays, or Michelangelo's Sistine Chapel. Feynman conclusively demonstrates the astonishing fact that has mystified and intrigued all deep thinkers since Newton's time: Nature obeys mathematics. For thirty years this brilliant and seminal lecture lay dormant in the Caltech archives. Now, in this book, Feynman's lost lecture has been reconstructed and explained in meticulous detail together with a history of ideas of the planets' motions. Anyone who remembers high-school geometry can enjoy it and can profit from the compact disc that accompanies this book.
From the Publisher:
Packaged with a CD that furnishes the complete text of the lecture, this fascinating look at the work of one of the most brilliant theoretical scientists of the twentieth century meticulously reconstructs a 1964 lecture on the mathematics of the elliptical motion of the planets around the sun.
Author Bio
Richard Phillips Feynman
Richard Feynman, an American theoretical physicist, attended M.I.T. in 1936 where he graduated with a B.S. degree in 1939. He received his Ph.D. from Princeton University in 1942 and during this time he married the girl of his dreams, Arlene Greenbaum. She later died of tuberculosis in 1945. At the age of 24 he was brought in to work on the top-secret Manhattan Project at Los Alamos, New Mexico. From 1945 to 1950, he taught at Cornell University and became a professor of theoretical physics at the California Institute of Technology in 1950. In 1952, Feynman married Mary Louise Bell but their marriage ended in divorce in 1956. Four years later he married Gweneth Howarth and with her they had a son, Carl, and adopted a daughter, Michelle. During the early sixties he taught an introductory physics course at CalTech and recorded his lectures. From these lectures a series of three books were published, and were entitled "The Feynman Lectures on Physics", a standard in most undergraduate courses in physics. In 1965 he was one of the recipients of the Nobel Prize for physics. Throughout the 1970s Feynman spent most of his time working on high energy physics. The 1980s saw Richard Feynman as an outspoken public figure and after the 1982 Challenger space shuttle disaster, he openly criticized NASA for its failure to notice flaws in its design. He died in 1998 of stomach cancer.

Praise

Wall Street Journal
"Every American should be made to master the details from Feynman's lecture as a condition of citizenship." - Jim Holt
Product Attributes
Product attributeeBooks:   Kobo
Product attributeBook Format:   Hardcover
Product attributeNumber of Pages:   0192
Product attributePublisher:   W. W. Norton & Company
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