By Richard P. Feynman

The whole lot was once essentially an experiment,” Richard Feynman stated overdue in his occupation, in retrospect at the origins of his lectures. The scan grew to become out to be highly profitable, spawning courses that experience remained definitive and introductory to physics for many years. starting from the fundamental ideas of Newtonian physics via such ambitious theories as basic relativity and quantum mechanics, Feynman’s lectures stand as a monument of transparent exposition and deep insight.

undying and collectible, the lectures are crucial studying, not only for college students of physics yet for someone looking an creation to the sphere from the inimitable Feynman.

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Additional info for The Feynman Lectures on Physics, Vol. I: The New Millennium Edition: Mainly Mechanics, Radiation, and Heat

Example text

47-1 47-5 47-6 47-10 47-12 Adding two waves . . . . . Beat notes and modulation . . . Side bands . . . . . . . Localized wave trains . . . . Probability amplitudes for particles Waves in three dimensions . . . Normal modes . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

For simplicity, the molecules are drawn so that there is a 120◦ angle between the hydrogen atoms. 957 Å, so we know this molecule very well. Let us see what some of the properties of steam vapor or any other gas are. The molecules, being separated from one another, will bounce against the walls. Imagine a room with a number of tennis balls (a hundred or so) bouncing around in perpetual motion. When they bombard the wall, this pushes the wall away. ) This means that the gas exerts a jittery force which our coarse senses (not being ourselves magnified a billion times) feel only as an average push.

50-1 50-3 50-6 50-8 50-13 50-13 Chapter 50. 50-1 50-2 50-3 50-4 50-5 50-6 . . . . . Chapter 49. 49-1 49-2 49-3 49-4 49-5 . . . Waves . . . . . . . The propagation of sound . . The wave equation . . . . Solutions of the wave equation The speed of sound . . . . Chapter 48. 48-1 48-2 48-3 48-4 48-5 48-6 48-7 Ratchet and pawl . . . . . Beats Modes Harmonics Musical tones . . . The Fourier series . . Quality and consonance The Fourier coefficients The energy theorem .

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