1989
DOI: 10.1063/1.343079
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Phase locking of high-power microwave oscillators

Abstract: Phase locking is considered both for a case in which an oscillator is driven by an external signal without feedback, and for a case in which two coupled oscillators drive each other. A comprehensive sustained oscillator model is used for the driven microwave cavity. The new locking conditions for two coupled oscillators show that phase locking can occur only when the connector contributes the zero or π phase delay. Temporal behavior is solved numerically. Calculations with large priming power agree with the ex… Show more

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Cited by 81 publications
(22 citation statements)
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“…The locked phase difference between the oscillators occurs in two modes: zero-phase difference and /r-phase difference, depending on the connector length. 8 In our experiment r = 5AX and 8.5>, in the K and In modes, respectively. In both cases ~180° phase difference is observed.…”
supporting
confidence: 47%
“…The locked phase difference between the oscillators occurs in two modes: zero-phase difference and /r-phase difference, depending on the connector length. 8 In our experiment r = 5AX and 8.5>, in the K and In modes, respectively. In both cases ~180° phase difference is observed.…”
supporting
confidence: 47%
“…Plasmas 20, 033108 (2013) two mirrored cavities on the top and bottom does not vary more than 62 for 50 ns. [21][22][23] Simulations were modeled using a 0.18 T uniform axial magnetic field (B) for 300 ns and the applied voltage (V) was varied to scale the electric field as dictated by Bunemann-Hartree condition for the even p-mode in a planar diode (À150 kV to À500 kV). All simulations, which achieved locking using the MCC, operated in the even p-mode electric field configuration shown in Fig.…”
Section: -5mentioning
confidence: 99%
“…[1][2][3][4][5][6][7][8][9][10][11][12] The regimes of chaotic synchronization in such systems have wide practical applications, for example, for creation of a powerful array of microwave oscillators, secure information transmission, and control of chaos in the microwave devices. [13][14][15][16][17][18][19][20][21][22][23] Several types of the synchronous behavior in coupled chaotic beam-plasma systems are known at present. They are the phase synchronization, complete synchronization, generalized synchronization, and time scale synchronization.…”
Section: Introductionmentioning
confidence: 99%