Question
In: Electrical Engineering
Use a 5 nF capacitor to design a series RLC bandpass filter, as shown at the...
Use a 5 nF capacitor to design a series RLC bandpass filter, as shown at the top of Fig. 14.27.The center frequency of the filter is 8 kHz, and the quality factor is 2.
a) Specify the values of R and L.using pspice
b) What is the lower cutoff frequency in kilohertz? using pspice
c) What is the upper cutoff frequency in kilohertz?using pspice
d) What is the bandwidth of the filter in kilohertz?using pspice
Solutions
Manojponduru answered 1 year agoRelated Solutions
Design the component values for the series RLC bandreject filter so that the center frequency is...
Design the component values for the series RLC bandreject filter
so that the center frequency is 5 kHz and the quality factor is 5.
Use a 500 nF capacitor.
Important: Please.....Plot the circuit of your
design, marking the output voltage. I think it means
a sinewave on an X, Y, graph plot with vo as X, and
t(ms)>0 as Y. Is this possible here?
1.Design a parallel RLC bandpass filter, derive the transfer function H(s). Compute center frequency, Wo. Calculate...
1.Design a parallel RLC bandpass filter, derive
the transfer function H(s). Compute center frequency, Wo. Calculate
the cutoff frequencies Wc1 and Wc2, the bandwidth (Beta),
and quality factor, Q. Compute the values for R and L to yield a
bandpass filter with a center frequency of 5kHz and a bandwidth of
200Hz, using a 10nF capacitor.
In Matlab, Design a model for a bandpass filter with a bandwidth of 4000 Hz, and...
In Matlab, Design a model for a bandpass filter with a bandwidth
of 4000 Hz, and a center frequency as specied below. Once you have
the model, it is easy to programmatically change the center
frequency.
center frequency: 20 KHz, 24.5 KHz, 29 KHz, 33.5 KHz, 38 KHz,
42.5 KHz, 47 KHz
In Matlab, Design a model for a bandpass filter with a bandwidth of 4000 Hz, and...
In Matlab, Design a model for a bandpass filter with a bandwidth
of 4000 Hz, and a center frequency as specied below. Once you have
the model, it is easy to programmatically change the center
frequency.
center frequency: 20 KHz, 24.5 KHz, 29 KHz, 33.5 KHz, 38 KHz,
42.5 KHz, 47 KHz
A bandpass series filter has parameter values of R=150Ω , C=2μF and L=3mH . The filter...
A bandpass series filter has parameter values of R=150Ω , C=2μF
and
L=3mH . The filter is energized with a voltage source which has
an
internal resistance equal to 100Ω.
Using Matlab, write a code to print Bode magnitude plots for the
filter transfer function by
itself and the transfer function of the filter modified by the
source resistance?
Part 5 The frequency response of RLC circuits : Design a passive filter: Band Pass, ISM...
Part 5 The frequency response of RLC circuits :
Design a passive filter: Band Pass, ISM Band 433.050 MHz to 434.790
MHz . Prepare a report to describe your design. Your results should
include the following :
i. Simulation of the designed filters by using any simulation
software.
ii. Attach a 1 kΩ resistor as a load to the initial design of your
filter. Explain how the transfer function change. Does the type of
filter
change? Does the cut-off frequency...
a. Design a broadband Butterworth bandpass filter with a lower cutoff frequency of 500 Hz and...
a. Design a broadband Butterworth bandpass filter with a lower
cutoff frequency of 500 Hz and an upper cutoff frequency of 4500
Hz. The passband gain of the filter is 20 dB. The gain should be
down at least 15 dB at 200 Hz and 11.25 kHz. Use 20 nF capacitors
in the high-pass circuit and 10 k\Omega resistors in the low-pass
circuit.
b) Draw a circuit diagram of the filter and label all the
components.
Design a bandpass active filter to pass frequencies between 700 Hz and 2100 Hz, and with...
Design a bandpass active filter to pass frequencies between 700
Hz and 2100 Hz, and with K= 63.
Please include the transfer function, blot plot, multisim, and
the matlab code.
Question 1 A series RLC circuit has a capacitor with a capacitance of 36.0 ?F ,...
Question 1
A series RLC circuit has a capacitor with a capacitance of 36.0
?F , an inductor with an inductance of 0.300 H and a resistor with
a resistance of 65.0 ?. The circuit is attached to a source that
has a rms voltage of 52.0 V and a frequency of 85.0 Hz. What is the
peak current, the phase angle and the average power loss?
The Peak Current:
The Phase Angle:
The Average Power Loss:
Develop a series RLC circuit that increases the capacitor voltage to the source voltage as fast...
Develop a series RLC circuit that increases the capacitor
voltage to the source voltage as fast as possible with no more than
a 20% overshoot. The source voltage is 99V, the capacitance is 9F
the and the inductance is 23 H. You can adjust the resistance since
that the inductance are the two easiest parameters to adjust. I
suggest you find ω0 for your circuit and the value of R that
results in a critically damped circuit. Plot this vs....
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