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PHYSICS<br />

Ph. 130. HYDRODYN AlIIlCS. 30 units; first term.<br />

Prerequisites: Ma. IH.<br />

Mathematical theories <strong>of</strong> sustenance and resistance. Waves and<br />

tides. Vortex motion and turbulence. Motion <strong>of</strong> a viscous fluid. Rotating<br />

masses <strong>of</strong> fluid.<br />

(1\ ot given in 1929-1930.)<br />

Text: Lamb, Hydrodynamics.<br />

Instructor: Bateman.<br />

Ph. 131. THEORY OF ELASTICITY. 30 units; first term.<br />

Stresses in beams, bars, struts, springs, plates, tubes, and shells from<br />

the standpoint <strong>of</strong> the mathematical theory <strong>of</strong> elasticity. Theories <strong>of</strong><br />

plasticity and failure. Strength <strong>of</strong> crystals. Waves in elastic solids.<br />

Earthquake waves.<br />

(Not given in 1929-1930.)<br />

Texts: Love, ::VIathematical Thpol'Y <strong>of</strong> Elasticity; .J eff"ry, The Earth;<br />

J. Prescott, Applied Elasticity.<br />

Instructor: Bateman.<br />

Ph. 139. AEROLOGY AND METEOROLOGY. 15 units; one term.<br />

Variation with altitude <strong>of</strong> pressure, wind velocity, temperature, and<br />

humidity. General circulation <strong>of</strong> the atmosphere. Prevailing winds.<br />

World's air routes. Studies relating to clouds, fogs, thunderstorms,<br />

evaporation, and atmospheric eddies. Atmospheric electricity, visibility.<br />

(Not given in 1929-1930.)<br />

Text: Shaw, Forecasting Weather; Gregg, Aeronautical Meteorology;<br />

Humphreys, Physics <strong>of</strong> the Air.<br />

Instructor: Bateman.<br />

Ph. 134 a, b. QUANTUl\f THEORY. 9 units (3-0-6): second and third<br />

terms.<br />

Prerequisites: Ph. 12 a, b, c, 15 a, b, C; Ma. 8 a, b, c, 10 a, b, c.<br />

This course is designed as an introduction to the quantum mechanics;<br />

and it will follow fairiy closely the historical development <strong>of</strong> the theory.<br />

The following subj ects will be treated in detail; the quantization <strong>of</strong> the<br />

electromagnetic field; the photoelectric effect and the Compton effect;<br />

stationary states and the quantization <strong>of</strong> the first integrals <strong>of</strong> dynamical<br />

systems; the Bohr theory <strong>of</strong> hydrogen-like atoms; the clectron spin and<br />

the exclusion principle; the correspondence principlc; radiation and dispersion;<br />

the transition to matrix mechanics; the transformation theory;<br />

the wave equation and the undulatory properties <strong>of</strong> matter; the uncertainty<br />

principle; applications <strong>of</strong> the quantum mechanics.<br />

Instructor: Oppenheimer.

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