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DP8459 датащи(PDF) 20 Page - National Semiconductor (TI) |
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DP8459 датащи(HTML) 20 Page - National Semiconductor (TI) |
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20 / 35 page ![]() θ e(t) = ∆θ[1−ωnt]exp(−ωnt) for ζ = 1; θ e(t) = ∆θ {cosh(ζ 2−1)0.5 ω nt− [ ζ/(ζ2−1)0.5]sinh(ζ2−1)0.5 ω nt}exp(−ζωnt) for ζ>1. (These equations are plotted in Figure 19 and are supplied for informational purposes only; an ideal zero phase start function would not produce a phase step at lock initiation.) FIGURE 18. Transient Phase-Error Versus the Dimensionless Parameter ω nt Due to a Step in Frequency for Various Loop Damping Factors, ζ (from Ref. 4 by Permission of L. A. Hoffman) FIGURE 19. Phase-Error Versus the Dimensionless Parameter ω nt Due to a Step inPhase for Various Loop Damping Factors, ζ (from Ref. 4 by Permission of L. A. Hoffman) Note that the phase error θ e is measured with respect to the divided (or gated) VCO phase, i.e., 2 π radians = N/(20 MHz) = 200 ns in this example. Regarding requirement #2, the lock-in range (with no cycle-slipping) can be shown to be equal to the open loop transfer function multiplied by the loop filter impedance evaluated at infinite frequency 2: ∆ω L ≈ ±KBZf(s)|s→ ∞ TL/F/9322-20 TL/F/9322-21 PrintDate=1996/07/31 PrintTime=11:06:04 ds009322 Rev. No. 1 Proof 20 20 http:\\www.national.com |
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