Assuming the loop filter model for an imperfect second order PLL described in the preceding problem, derive the steady state phase errors under the three conditions of Icirc cedil 0 , f Icirc and R given in Table 4 4 Table 4 4 Steady state Errors O, 0 fa 0 R 0 O, 0 fa 0 O, 0 fa 0 R 0 PLL order R 0 2n fa K, 1 (a 0, b 0) 2 (a 0, b 0) 3 (a 0, b 0) 2nR K,

Question: Assuming the loop filter model for an imperfect second-order PLL described in the preceding problem, derive the steady-state phase errors under the three conditions of

Assuming the loop filter model for an imperfect second-order PLL described in the preceding problem, derive the steady-state phase errors under the three conditions of Î¸₀, f_Î”and R given in Table 4.4.

Table 4.4 Steady-state Errors O, + 0 fa # 0 R + 0 O, + 0 fa = 0 O, + 0 fa # 0 R = 0 PLL order R = 0 2n fa/K, 1 (a = 0, b

Table 4.4 Steady-state Errors O, + 0 fa # 0 R + 0 O, + 0 fa = 0 O, + 0 fa # 0 R = 0 PLL order R = 0 2n fa/K, 1 (a = 0, b = 0) 2 (a + 0, b = 0) 3 (a + 0, b # 0) 2nR/K,

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