An experimental method for determining the second-order coefficient (β) of the nonlinear conductance of a Gunn diode oscillator is presented. This is obtained in a novel way by utilising the dependence of the device characteristic on the frequency response characteristic of an injection locked oscillator. β is found to be bias dependent and the measured values corroborate the theoretical findings.
References
-
-
1)
-
K. Fukumoto ,
M. Nakajima ,
J. Ikanoue
.
Mathematical representation of microwave oscillator characteristics byuse of the Rieke diagram.
IEEE Trans Microw. Theory Tech.
,
11 ,
954 -
959
-
2)
-
B.N. Biswas
.
(1988)
Phase lock theories and applications.
-
3)
-
B. van der Pol
.
The nonlinear theory of electric oscillations.
Proc. IRE
,
1051 -
1086
-
4)
-
K. Solbach
.
Simulation study of harmonic oscillators.
IEEE Trans. Microw. Theory Tech.
,
8 ,
1233 -
1237
-
5)
-
B. Toland ,
B. Houshmand ,
T. Itoh
.
FDTD analysis of an active antenna.
IEEE Microw. Guid. Wave Lett.
,
11 ,
423 -
425
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