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Featured researches published by Willis E. Lamb.


Reports on Progress in Physics | 1951

Anomalous fine structure of hydrogen and singly ionized helium

Willis E. Lamb

An account is given of theoretical and spectroscopic studies of the fine structure of the n=2 levels of atomic hydrogen and singly ionized helium, and of the work of Lamb, Retherford and Skinner in which microwave methods are used to establish deviations from the Dirac theory. A qualitative description of the theoretical explanation in terms of quantum electrodynamic level shifts is followed by comparison with observations.


Applied Optics | 1970

Buildup of Laser Oscillations from Quantum Noise

M. Sargent; Marlan O. Scully; Willis E. Lamb

Buildup of laser oscillation is expressed in terms of the probabilities p(n)(t) that there are n photons in the laser cavity. These probabilities obey a coupled set of difference-differential equations of motion. The method and results of numerical integration of these equations are given here for the initial condition that no photons exist (radiation field vacuum). Corresponding equations of motion for the moments of the photon distribution are derived, and their time dependences are given. A movie showing the time development of the p(n) from an initial vacuum is given on the corners of the November 1970 issue of Applied Optics and can be seen by flipping through the pages.


Physical Review | 1964

Theory of an Optical Maser

Willis E. Lamb


Physical Review | 1947

Fine Structure of the Hydrogen Atom by a Microwave Method

Willis E. Lamb; Robert C. Retherford


Physical Review | 1939

Capture of neutrons by atoms in a crystal

Willis E. Lamb


Physical Review | 1967

Quantum Theory of an Optical Maser. 1. General Theory

Marlan O. Scully; Willis E. Lamb


Physical Review | 1969

Propagation of light pulses in a laser amplifier

A. Icsevgi; Willis E. Lamb


Physical Review | 1950

Fine Structure of the Hydrogen Atom. Part I

Willis E. Lamb; Robert C. Retherford


Physical Review | 1952

Fine Structure of the Hydrogen Atom. III

Willis E. Lamb


Physical Review | 1941

Internal Diamagnetic Fields

Willis E. Lamb

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Dae M. Kim

Massachusetts Institute of Technology

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Bernard T. Feld

Massachusetts Institute of Technology

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