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Radio Frequency Integrated Circuit Design - Webs

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270 <strong>Radio</strong> <strong>Frequency</strong> <strong>Integrated</strong> <strong>Circuit</strong> <strong>Design</strong><br />

the desired output power. In traditional negative resistance oscillators, analysis<br />

has shown that a small-signal open-loop voltage gain of 3 is optimal for output<br />

power [2]. Fortunately, this is close to the optimum value for phase noise<br />

performance.<br />

8.10 Basic Differential Oscillator Topologies<br />

The three main oscillators discussed so far can be made into differential circuits.<br />

The basic idea is to take two single-ended oscillators and place them back to<br />

back. The nodes in the single-ended circuits, which were previously connected<br />

to ground, in the differential circuit are tied together forming an axis of symmetry<br />

down the center of the circuit. The basic circuits with biasing are shown in<br />

Figure 8.22.<br />

8.11 A Modified Common-Collector Colpitts Oscillator with<br />

Buffering<br />

One problem with oscillators is that they must be buffered in order to drive a<br />

low impedance. Any load that is a significant fraction of the R p of the oscillator<br />

would lower the output swing and increase the phase noise of the oscillator. It<br />

is common to buffer oscillators with a stage such as an emitter follower or<br />

emitter-coupled pair. These stages add complexity and require current. One<br />

design that gets around this problem is shown in Figure 8.23. Here, the commoncollector<br />

oscillator is modified slightly by the addition of resistors placed in the<br />

collector [3, 4]. The output is then taken from the collector. Since this is a<br />

high-impedance node, the oscillator’s resonator is isolated from the load without<br />

using any additional transistors or current. However, the addition of these<br />

resistors will also reduce the headroom available to the oscillator.<br />

8.12 Several Refinements to the −Gm Topology<br />

Several refinements can be made to the −Gm oscillator to improve its performance.<br />

In the version already presented in Figure 8.22, the transistors’ bases<br />

and collectors are at the same dc voltage. Thus, the maximum voltage swing<br />

that can be obtained is about 0.8V. That is to say, the voltage on one side of<br />

the resonator drops about 0.4V while on the other side of the oscillator the<br />

voltage rises by about 0.4V. This means that the collector would be about 0.8V<br />

below the base and the transistor goes into saturation. In order to get larger<br />

swings out of this topology, we must decouple the base from the collector. One

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