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1
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0010306214
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Radiation transfer and the possibility of negative absorption in radio astronomy
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Dec. R. Q. Twiss and J. A. Roberts, “Electromagnetic radiation from electrons rotating in an ionized medium under the action of a uniform magnetic field,” Aust. J. Phys., vol. 11, pp. 424–446, Sept. 1958. In this latter work, the authors make brief reference to an amplifying mechanism, which Twiss develops in the first work listed. It may be fairly surmised that he understood cyclotron masers before 1958
-
R. Q. Twiss, “Radiation transfer and the possibility of negative absorption in radio astronomy,” Aust. J. Phys., vol. 11, pp. 564–579, Dec. 1958; R. Q. Twiss and J. A. Roberts, “Electromagnetic radiation from electrons rotating in an ionized medium under the action of a uniform magnetic field,” Aust. J. Phys., vol. 11, pp. 424–446, Sept. 1958. In this latter work, the authors make brief reference to an amplifying mechanism, which Twiss develops in the first work listed. It may be fairly surmised that he understood cyclotron masers before 1958.
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Aust. J. Phys.
, vol.11
, pp. 564-579
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Twiss, R.Q.1
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2
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0012817372
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Stimulated emission of radiation by relativistic electrons in a magnetic field
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June 15
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J. Schneider, “Stimulated emission of radiation by relativistic electrons in a magnetic field,” Phys. Rev. Letters, vol. 2, pp. 504–505, June 15, 1959.
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Phys. Rev. Letters
, vol.2
, pp. 504-505
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Schneider, J.1
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3
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0342764589
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Addendum
-
This work is a brief Letter to the Editor and is an addendum to an earlier paper, A. V. Gaponov, “Interaction between electron fluxes and electromagnetic waves in waveguides,” Izv. VUZ. Radiofizika, vol. 2, pp. 450–462, 1959. The main paper derives the dispersion relation for waves on a thin beam in a waveguide; the electrons obey a nonrelativistic equation of motion but may experience longitudinal bunching; instability for fast waves is predicted. The addendum briefly notes that the equation of motion used earlier should more properly include relativistic effects. If a uniform magnetic wave is present, Gaponov identifies an additional gain mechanism based on “azimuthal grouping” since “… the gyromagnetic frequency ω H depends on velocity…”. Gaponov acknowledged that the suggestion for including relativistic effects came from V. V. Zhelznyakov. Can we surmise that Dr. Zhelznyakov understood cyclotron masers in 1959
-
A. V. Gaponov, “Addendum,” Izv. VUZ. Radiofizika, vol. 2, p. 837, 1959. This work is a brief Letter to the Editor and is an addendum to an earlier paper, A. V. Gaponov, “Interaction between electron fluxes and electromagnetic waves in waveguides,” Izv. VUZ. Radiofizika, vol. 2, pp. 450–462, 1959. The main paper derives the dispersion relation for waves on a thin beam in a waveguide; the electrons obey a nonrelativistic equation of motion but may experience longitudinal bunching; instability for fast waves is predicted. The addendum briefly notes that the equation of motion used earlier should more properly include relativistic effects. If a uniform magnetic wave is present, Gaponov identifies an additional gain mechanism based on “azimuthal grouping” since “… the gyromagnetic frequency ω H depends on velocity…”. Gaponov acknowledged that the suggestion for including relativistic effects came from V. V. Zhelznyakov. Can we surmise that Dr. Zhelznyakov understood cyclotron masers in 1959?
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(1959)
Izv. VUZ. Radiofizika
, vol.2
, pp. 837
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Gaponov, A.V.1
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4
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Kirchhoff's radiation law for plasmas with non-Maxwellian distributions
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Feb.
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Phys. Fluids
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Bekefi, G.1
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5
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84937993806
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Theory of fast-wave amplification of microwaves and electrons
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Research Lab. of Electronics, MIT, Cambridge, MA, Quart. Prog. Rept., no. 67. Oct. 15. unpublished
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J. D. Coccoli, “Theory of fast-wave amplification of microwaves and electrons,” Research Lab. of Electronics, MIT, Cambridge, MA, Quart. Prog. Rept., no. 67. Oct. 15. 1962. unpublished.
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Coccoli, J.D.1
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6
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0004195653
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C. Dewitt, A. Blandin, and C. Cohen-Tannondji, Gordon and Breach, New York
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(1965)
Lectures in Theoretical Physics
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Lamb, W.E.1
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7
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34250455745
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The induced radiation of excited classical oscillators and its use in high-frequency electronics
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A. V. Gaponov, M. I. Petelin, and V. K. Yulpatov, “The induced radiation of excited classical oscillators and its use in high-frequency electronics,” Radio Physics and Quantum Electronics, vol. 10, pp. 794–813, 1967.
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Radio Physics and Quantum Electronics
, vol.10
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Gaponov, A.V.1
Petelin, M.I.2
Yulpatov, V.K.3
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9
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36049054016
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Negative electron cyclotron resonance absorption due to collisions
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Aug. 7
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J. M. Wachtel and J. L. Hirshfield, “Negative electron cyclotron resonance absorption due to collisions,” Phys. Rev. Letters, vol. 19, pp. 293–295, Aug. 7, 1967.
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Phys. Rev. Letters
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Wachtel, J.M.1
Hirshfield, J.L.2
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11
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84932455019
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Cyclotron resonance interaction of microwaves with energetic electrons
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Sept.
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J. L. Hirshfield, I. B. Bernstein, and J. M. Wachtel, “Cyclotron resonance interaction of microwaves with energetic electrons,” IEEE J. Quantum Electronics, vol. QE-1, pp. 237–245, Sept. 1965.
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IEEE J. Quantum Electronics
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Hirshfield, J.L.1
Bernstein, I.B.2
Wachtel, J.M.3
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12
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0343016745
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Backward wave oscillations in an unloaded waveguide
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June
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R. H. Pantell, “Backward wave oscillations in an unloaded waveguide,” Proc. IRE, vol. 47, p. 1146, June 1959.
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(1959)
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Pantell, R.H.1
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13
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4043158947
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The cyclotron resonance backward wave oscillator
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Nov.
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Chow, K.K.1
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84939054992
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Tunable source of millimeter and sub-millimeter electromagnetic radiation
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Mar.
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I. B. Bott, “Tunable source of millimeter and sub-millimeter electromagnetic radiation,” Proc. IEEE, vol. 52, pp. 330–331, Mar. 1964.
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Bott, I.B.1
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15
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84938160200
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A rotating beam waveguide oscillator
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Dec.
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R. L. Schriever and C. C. Johnson, “A rotating beam waveguide oscillator,” Proc. IEEE, vol. 54, pp. 2029–2030, Dec. 1966.
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, pp. 2029-2030
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Schriever, R.L.1
Johnson, C.C.2
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16
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0001036294
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Electron cyclotron maser
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May 11
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J. L. Hirshfield and J. M. Wachtel, “Electron cyclotron maser,” Phys. Rev. Letters, vol. 12, pp. 533–536, May 11, 1964.
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Phys. Rev. Letters
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Hirshfield, J.L.1
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Interference beats in pulse-stimulated cyclotron radiation
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Aug. 15
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J. M. Wachtel and J. L. Hirshfield, “Interference beats in pulse-stimulated cyclotron radiation,” Phys. Rev. Letters, vol. 17, pp. 348–351, Aug. 15, 1966.
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Phys. Rev. Letters
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A powerful source of millimeter wavelength electromagnetic radiation
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Feb.
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Bott, I.B.1
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On the coupling of an high-current relativistic electron beam to a slow-wave structure
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Dec. 1
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Microwave emission produced by the interaction of an intense relativistic electron beam with a spatially modulated magnetic field
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Jan. 24, “Emission of coherent microwave radiation from a relativistic electron beam propagating in a spatially modulated field,” Phys. Rev. Letters, vol. 29, pp. 55–58, July 3, 1972; “Emission of coherent microwave radiation from a relativistic electron beam propagating in a spatially modulated field,” Phys. Fluids, vol. 16, pp. 1982–1995, Nov. 1973
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M. Friedman and M. Herndon, “Microwave emission produced by the interaction of an intense relativistic electron beam with a spatially modulated magnetic field,” Phys. Rev. Letters, vol. 28, pp. 210–212, Jan. 24, 1972; “Emission of coherent microwave radiation from a relativistic electron beam propagating in a spatially modulated field,” Phys. Rev. Letters, vol. 29, pp. 55–58, July 3, 1972; “Emission of coherent microwave radiation from a relativistic electron beam propagating in a spatially modulated field,” Phys. Fluids, vol. 16, pp. 1982–1995, Nov. 1973.
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V. L. Granatstein, M. Herndon, R. K. Parker, and S. P. Schlesinger, “Strong submillimeter radiation from intense relativistic electron beams,” IEEE Trans. Microwave Theory Tech., vol. MTT-22, pp. 1000–1005, Dec. 1974.
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Gigawatt microwave emission from an intense relativistic electron beam
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V. L. Granatstein, M. Herndon, P. Sprangle, Y. Carmel, and J. A. Nation, “Gigawatt microwave emission from an intense relativistic electron beam,” Plasma Phys., vol. 17, pp. 23–28, 1975.
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25
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Enhanced microwave emission due to the transverse energy of a relativistic electron beam
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M. Friedman, D. A. Hammer, W. M. Manheimer, and P. Sprangle, “Enhanced microwave emission due to the transverse energy of a relativistic electron beam,” Phys. Rev. Letters, vol. 31, pp. 752–755, Sept. 17, 1973.
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27
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An electron synchrotron maser based on an intense relativistic electron beam
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May
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V. L. Granatstein, P. Sprangle, R. K. Parker, and M. Herndon, “An electron synchrotron maser based on an intense relativistic electron beam,” J. Appl. Phys., vol. 46, pp. 2021–2028, May 1975.
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V. L. Granatstein, P. Sprangle, M. Herndon, R. K. Parker, and S. P. Schlesinger, “Microwave amplification with an intense relativistic electron beam,” J. Appl. Phys., vol. 46, pp. 3800–3805, Sept. 1975.
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Millimeter and submillimeter gyrotrons
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May
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N. I. Zaytsev, T. B. Pankratova, M. I. Petelin, and V. A. Flyagin, “Millimeter and submillimeter gyrotrons,” Radio Engineering and Electronic Physics, vol. 19, pp. 103–106, May 1974.
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Radio Engineering and Electronic Physics
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An experimental study of a gyrotron, operating at the second harmonic of the cyclotron frequency, with optimized distribution of the high-frequency field
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Apr.
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Radio Engineering and Electronic Physics
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36
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The effect of space charge in gyroresonance devices with thin equally mixed, and axially symmetric electron beams
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May
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I. S. Kovalev, A. A. Kurayev, S. V. Kolosov, and G. Ya. Slepyan, “The effect of space charge in gyroresonance devices with thin equally mixed, and axially symmetric electron beams,” Radio Engineering and Electronic Physics, vol. 19, pp. 149–151, May 1974.
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Radio Engineering and Electronic Physics
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84934716351
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Efficiency optimized output cavity profiles that provide a higher margin of gyroklystron stability
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S. V. Kolosov and A. A. Kurayev, “Comparative analysis of the interaction at the first and second harmonics of the cyclotron frequency in gyroresonance devices,” Radio Engineering and Electronic Physics, vol. 19, pp. 65–72. Oct. 1974.
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