For a series resonant circuit with the following specifications:1. A resonant frequency fn = 4.5kHz.2. A bandwidth BW = 150Hz3. A peak current Imax = 100mA at resonance.(a) Find the values of the quality factor, the resistance, the inductance, and the capacitance Assiming V=5<0o.(b) Calculate the power consumed and energy stored at the resonance.(c) Determine the inductance and capacitance required to reduce the bandwidth of the resonant circuit to 70 Hz without changing the resonant frequency or peak current.

What are the applications of resonant circuits, and what are some of their applications in medical field?

Homework #4 To plot the Bode plots of a given transfer function. 1.) Put the transfer function in STANDARD FORM. 2.) Write the Magnitude and phase equations from the STANDARD FORM. 3.) Plot the magnitude of each term separately. 4.) Add all magnitude terms to obtain the magnitude transfer function. 5.) Repeat 2-4 for the phase response. 6.) The total magnitude response in Decibel units is the summation and subtraction of the responses of different terms. 7.) The total phase response in degrees is the summation and subtraction of the phase responses of different terms. STANDARD FORM 0.4(1+ j@/10) jø(1+ jo/5)? 20 log10 (ω) - H, = 20 log, 0.4+ 20 log10|1+ j@/10|- 20log,| ja|- 40 log,o|1+ j@/5| -1 $ = 0° + tan'(o/10) %3D - 90° – 2 tan (@/5) -

i know b and d is true, idk about the rest

Identify all the TRUE statements below. A) At resonance, there is no net voltage drop across all the reactive elements of the circuits. B) To minimize the impact of capacitance in an AC series circuit, set its value close to zero. C) To minimize the impact of inductance in an AC series circuit, set its value close to zero. D) At resonance, Xc and XL are always zero. E) At resonance, power is maximized and phase shift is zero. F) At resonance, X = XL. %3D G) At resonance net reactance is zero. H) Capacitance is the measure of how difficult it is to store charge for a given voltage. The higher the capacitance, the more voltage it takes to store charge on it. F hp H. B. C. E.

Critically analyse the principles of circuit theory to explain series resonant circuit. Deriveexpression for resonant frequency and evaluate the resonant frequency and current flowing atresonance in a series a.c circuit consisting of a coil of resistance 4 ohm , inductance 70mH and capacitance0.06 uF if the supply voltage is 100V

Identify all the TRUE statements below. A) At resonance, there is no net voltage drop across all the reactive elements of the circuits. B) To minimize the impact of capacitance in an AC series circuit, set its value close to zero. C) To minimize the impact of inductance in an AC series circuit, set its value close to zero. D) At resonance, X, and XL are always zero. E) At resonance, power is maximized and phase shift is zero. F) At resonance, Xc = Xµ. G) At resonance net reactance is zero. H) Capacitance is the measure of how difficult it is to store charge for a given voltage. The higher the capacitance, the more voltage it takes to store charge on it.

Q4. A series circuit comprises an inductor, of resistance 10 Q and inductance 159 pH, and a variable capacitor connected to a 50 mV sinusoidal supply of frequency 1 MHz. What value of capacitance will result in resonant conditions and what will then be the current? For what values of capacitance will the current at this frequency be reduced to 10 per cent of its value at resonance?

R. Frequency...

Identify the reason for a nonsinusoidal signal being distorted when it passes through a filter. -The distortion occurs because harmonics are removed or rejected, leaving a different waveshape. -The distortion occurs because harmonics are synchronized, leaving a different waveshape. -The distortion occurs because the signal is modulated, leaving a different waveshape. -The distortion occurs because harmonics are added in the filter, leaving a different waveshape.