7. Applications
7.1 Oscillators: Determining the Optimal Temperature Coefficient
Figure 16 shows a schematic diagram of an 11 GHz oscillator stabilized by a dielectric resonator.
To determine the optimal temperature coefficient, the simplest approach is to first build a prototype using a material with a zero or specified coefficient
, by optimizing all parameters other than temperature stability (center frequency, spectral purity, insertion loss, ripple, etc.). The coefficient
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