For the circuit shown in Figure 7.2 1(a), the parameters are: V C C = 3 V , R S i = 0 , R 1 = 110 kΩ , R 2 = 42 kΩ , R E = 0.5 kΩ , R C = 7 kΩ , and C C = 0.47 μ F . The transistor parameters are β = 150 , V B E (on) = 0.7 V , and V A = ∞ .(a) Determine the expression for and the value of the time constant τ S . (b) Determine the comer frequency and midband voltage gain. (Ans. (a) τ S = R i C C = 10.87 ms ; (b) f L = 14.6 Hz , A υ = − 10.84 )
For the circuit shown in Figure 7.2 1(a), the parameters are: V C C = 3 V , R S i = 0 , R 1 = 110 kΩ , R 2 = 42 kΩ , R E = 0.5 kΩ , R C = 7 kΩ , and C C = 0.47 μ F . The transistor parameters are β = 150 , V B E (on) = 0.7 V , and V A = ∞ .(a) Determine the expression for and the value of the time constant τ S . (b) Determine the comer frequency and midband voltage gain. (Ans. (a) τ S = R i C C = 10.87 ms ; (b) f L = 14.6 Hz , A υ = − 10.84 )
Solution Summary: The author explains the expression and the value of the time constant.
For the circuit shown in Figure 7.2 1(a), the parameters are:
V
C
C
=
3
V
,
R
S
i
=
0
,
R
1
=
110
kΩ
,
R
2
=
42
kΩ
,
R
E
=
0.5
kΩ
,
R
C
=
7
kΩ
, and
C
C
=
0.47
μ
F
. The transistor parameters are
β
=
150
,
V
B
E
(on)
=
0.7
V
, and
V
A
=
∞
.(a) Determine the expression for and the value of the time constant
τ
S
. (b) Determine the comer frequency and midband voltage gain. (Ans. (a)
τ
S
=
R
i
C
C
=
10.87
ms
; (b)
f
L
=
14.6
Hz
,
A
υ
=
−
10.84
)
Not: I need also pictures
cct diagram and result
Question:
I need a MATLAB/Simulink model for a
Boost Converter used to charge a battery,
powered by a PV solar panel. The model
should include:
1. A PV solar panel as the input power
source.
2. A Boost Converter circuit for voltage
regulation.
3. A battery charging system.
4. Simulation results showing voltage,
current, and efficiency of the system.
Important: Please provide:
1. The Simulink file of the model.
2. Clear screenshots showing the circuit
connections in MATLAB/Simulink.
3. Screenshots of the simulation results
(voltage, current, efficiency, etc.).
A Butterworth low-pass filter has the following specification: max = 0.5 dB, min =30dB p = 750rad/s and s = 1750rad/si) Determine the TF for Butterworth LP filterii) Q of the polesiii) Determine the half-power frequency 0iv) Determine the actual attenuation at the edge of the pass-band and the edge of the stop-band, (p) and (s).
Find the inverse of Laplace transform
s-1
5+5
, Re[s]>-3
(s+1)(s-3)
s+5
a)
s²(s+3)
b)
c)
(S-1)(s+1)2
d)
s+5
, i) Re[s]> 3 ii) Re[s]-1 ii) Re[s] 1
(s-1)(s-2)(s-3)'
, i) Re[s]> 3 ii) Re[s]<1 iii) I
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