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80C186EC/80C188EC Microprocessor User's Manual

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CLOCK GENERATION AND POWER MANAGEMENT<br />

Choose C 1 and L 1 component values in the third overtone crystal circuit to satisfy the following<br />

conditions:<br />

• The LC components form an equivalent series resonant circuit at a frequency below the<br />

fundamental frequency. This criterion makes the circuit inductive at the fundamental<br />

frequency. The inductive circuit cannot make the 90° phase shift and oscillations do not<br />

take place.<br />

• The LC components form an equivalent parallel resonant circuit at a frequency about<br />

halfway between the fundamental frequency and the third overtone frequency. This<br />

criterion makes the circuit capacitive at the third overtone frequency, necessary for oscillation.<br />

• The two capacitors and inductor at OSCOUT, plus some stray capacitance, approximately<br />

equal the 20 pF load capacitor, C X2 , used alone in the fundamental mode circuit.<br />

(a)<br />

Fundamental<br />

Mode Circuit<br />

(b)<br />

Third Overtone<br />

Mode Circuit<br />

(c)<br />

Third Overtone Mode<br />

(Equivalent Circuit)<br />

CLKIN<br />

CLKIN<br />

C X1<br />

OSCOUT<br />

OSCOUT<br />

L 1<br />

C X2<br />

L 1<br />

C 1<br />

C = C = 20pF C L X1 X2 1<br />

= 200pF = (See text)<br />

1<br />

A1126-0A<br />

Figure 5-3. Crystal Connections to <strong>Microprocessor</strong><br />

Choosing C 1 as 200 pF (at least 10 times the value of the load capacitor) simplifies the circuit<br />

analysis. At the series resonance, the capacitance connected to L 1 is 200 pF in series with 20 pF.<br />

The equivalent capacitance is still about 20 pF and the equation in Figure 5-4(a) yields the series<br />

resonant frequency.<br />

To examine the parallel resonant frequency, refer to Figure 5-3(c), an equivalent circuit to Figure<br />

5-3(b). The capacitance connected to L 1 is 200 pF in parallel with 20 pF. The equivalent capacitance<br />

is still about 200 pF (within 10%) and the equation in Figure 5-4(a) now yields the parallel<br />

resonant frequency.<br />

5-3

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