Question 12 Consider the magnitude of the Bode plot for the following network function Gliw)= 107...
Chapter 12, Problem 12.21 (Multistep) Part 1 Correct. Sketch the magnitude characteristic of the Bode plot for the transfer function 30(0.060 * jo + 1) jojo + 1)(0.0024 * ja + 1) H0) = Shown here is the radian frequency axis for w > 0. The labeled frequencies represent the break frequencies in the transfer function H(o) (not necessarily drawn to scale). -+ W + w W3 W (rad/sec) What are the numerical values of the break frequencies w1, wz,...
-... Find the transfer function H(w) with the Bode magnitude plot shown in Fig. 14.74 H (dB)参 20 20 dB/decade 0 -20L 2 20 100 a) (rad/s)
Problem Three: Estimating a Transfer Function from a Bode Plot Based on the Bode Plot below, estimate the transfer function for this system. magnitude plot 20 0 2010g, ((w)) 40 -60 -80 10-2 10-1 10° 101 102 w (rad/s) phase plot 100 50 © -50 -100 102 10" 10° 102 10 101 (rad/s]
Chapter 12, Problem 12.16 Describe the sketch of the magnitude characteristic of the Bode plot for the transfer function The magnitude asymptote plot has a slope of dB/decade from ω-0 to ω! rad/s, a slope of dB/decade from ω1 to ω2- 5 rad/s, a slope of dB/decade from ω2 to ω3-65 rad/s, and a slope of dB/decade from w3 to oo. The value of the magnitude asymptote at 0.1 rad/s is dB. Click if you would like to Show Work...
12.18 Find the transfer function G(0) using the Bode magnitude plot shown below. Hw G/dB) -20 dB/decade 40 20 100 20 (rad/s) Figure P12.18 12.26 For the following circuit determine the resonant frequency and quality factor. c = 10 nF 2mA R,2k L0.1 mH c
Problem 3. Sketch the Bode plot (magnitude only) for the following transfer function. Label all slopes (dB/dec): (s 1000)(s 10,000) (s/100+1) (s/1000+1)(s/10,000+1) 7(s) T(s)- 0 dB 20 dB 0 40 dB 3 60 dB -80 dB -100 dB 10 10 103 104 105 106
g) The Bode magnitude plot of a system is given below (note gains are in dB scale). What are the five (approximate) amplitudes of the sinusoidal outputs if the inputs are u(t) = sin(w t) (i.e. input amplitude is 1) where w are respectively: i) 0.1 rad/s; ii) 2.1 rad/s; iii) 3 rad/s; iv) 4.3 rad/s; v) 10 rad/s. Magnitude gain - dB 10 100 Frequency - [rad/s]
Question 10 Q10e Not complete Flag question a) What is the zero of this function in the form s+z,? b) What are the two poles of this function in the form s + P,2? (positive lower value) P2100 c) What is the gain K in dB after putting this function in Standard Form? (positive higher value) K-9.54 dB For the following use the Bode diagram straight-line approximation conventions (do not plot the function) d) Find the magnitude of this transfer...
Bode Plots Theory: - Why the Bode plot (magnitude) of a second-order network with two distinct real poles does not have an overshoot ? - What is the value of the overshoot of the Bode plot (magnitude) of a second-order network with a pair of complex conjugate poles ? - What is the loss of the Bode plot (magnitude) of a first-order system at its -3 dB frequency ? - What is the loss of the Bode plot (magnitude) of...
Sketch the magnitude characteristic of the Bode plot for the transfer function (3 marks) G(0) = -02.104 (jo+1)2.jw+10)-(+100)