Question

(a) Terangkan pertukaran antara faktor kualiti dan kehilangan litar resonans Explain the tradeoff between the quality factor and the loss of a resonant circuit (2 markah/marks) (b) Diberikan seni bina penapis lulus tinggi urutan kedua pada Rajah 3 (a), hitung dan selesaikan pemotongan frekuensi $\omega_c$ dan faktor kualiti, Q, berdasarkan fungs pemindahan pesanan kedua generik yang diekstrak dari penggunaan alat analisis, diberikan sebagai: Given the second order high pass filter architecture in Figure 3(a), compute and solve for the cutoff frequency $\omega_c$ and quality factor, Q, based on the generic second order transfer function extracted from use of analysis tool, given as: $\qquad H(s) = \frac{V_{out}}{V_{in}} = \frac{1}{1 + s^2/\omega_c^2 + s/\omega_cQ}$ Set 1 $R_1 = R_2 = 2.1 \text{ k}\Omega, \quad C_1 = C_2 = 0.05 \text{ }\mu F$

          (a) Terangkan pertukaran antara faktor kualiti dan kehilangan litar resonans
Explain the tradeoff between the quality factor and the loss of a resonant circuit
(2 markah/marks)
(b) Diberikan seni bina penapis lulus tinggi urutan kedua pada Rajah 3 (a), hitung
dan selesaikan pemotongan frekuensi $\omega_c$ dan faktor kualiti, Q, berdasarkan
fungs pemindahan pesanan kedua generik yang diekstrak dari penggunaan
alat analisis, diberikan sebagai:
Given the second order high pass filter architecture in Figure 3(a), compute and solve
for the cutoff frequency $\omega_c$ and quality factor, Q, based on the generic second order
transfer function extracted from use of analysis tool, given as:
$\qquad H(s) = \frac{V_{out}}{V_{in}} = \frac{1}{1 + s^2/\omega_c^2 + s/\omega_cQ}$
Set 1
$R_1 = R_2 = 2.1 \text{ k}\Omega, \quad C_1 = C_2 = 0.05 \text{ }\mu F$

(a) Terangkan pertukaran antara faktor kualiti dan kehilangan litar resonans
Explain the tradeoff between the quality factor and the loss of a resonant circuit
(2 markah/marks)
(b) Diberikan seni bina penapis lulus tinggi urutan kedua pada Rajah 3 (a), hitung
dan selesaikan pemotongan frekuensi dan faktor kualiti, Q, berdasarkan
fungs pemindahan pesanan kedua generik yang diekstrak dari penggunaan
alat analisis, diberikan sebagai:
Given the second order high pass filter architecture in Figure 3(a), compute and solve
for the cutoff frequency and quality factor, Q, based on the generic second order
transfer function extracted from use of analysis tool, given as:
H(s) = (Vout)/(Vin) = (1)/(1 + s^2/^2 + s/)
Set 1
R1 = R2 = 2.1 kΩ, C1 = C2 = 0.05 μ F

Added by Rachel L.

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