Consider the circuit shown in Figure P3.71 in which v C ( t ) = 10 sin ( 1000 t ) V, with the argument of the sine function in radians Find i ( t ) , V L (t), v(t), me energy stored in the capacitance, the energy stored in the inductance, and the total stored energy Show mat the total stored energy is constant with time Comment on the results Figure P3.71
Consider the circuit shown in Figure P3.71 in which v C ( t ) = 10 sin ( 1000 t ) V, with the argument of the sine function in radians Find i ( t ) , V L (t), v(t), me energy stored in the capacitance, the energy stored in the inductance, and the total stored energy Show mat the total stored energy is constant with time Comment on the results Figure P3.71
Consider the circuit shown in Figure P3.71 in which
v
C
(
t
)
=
10
sin
(
1000
t
)
V, with the argument of the sine function in radians Find
i
(
t
)
, VL(t), v(t), me energy stored in the capacitance, the energy stored in the inductance, and the total stored energy Show mat the total stored energy is constant with time Comment on the results
a- Determine fH; and Ho
b- Find fg and fr.
c- Sketch the frequency response for the high-frequency region using a Bode plot and
determine the cutoff frequency.
Ans: 277.89 KHz; 2.73 MHz; 895.56 KHz; 107.47 MHz.
14V
Cw=5pF
Cwo-8pF
Coc-12 pF
5.6kQ
Ch. 40. pF
C-8pF
68kQ
0.47µF
Vo
0.82 kQ
V₁
B=120
0.47µF
www
3.3kQ
10kQ
1.2kQ
=20µF
N
Using D flip-flops, design a synchronous counter. The counter counts in the
sequence 1,3,5,7, 1,7,5,3,1,3,5,7,.... when its enable input x is equal to 1;
otherwise, the counter.
This counter is for individual settings only need the state diagram and need the
state table to use 16 states from So to S15.
: A sequential network has one input (X) and two outputs (Z1 and Z2). An
output Z1 Z2 = 10 occurs every time the input sequence 1011 is
completed. An output Z1 Z2 = 01 occurs every time the input sequence
0101 is completed. Otherwise Z1 Z2 = 0
Find Moore state diagram with minimum number of states:
a) When overlap is allowed.
b) When overlap is not allowed.
I need a step by step printable solution that uses sequences on the same
drawing.
Chapter 3 Solutions
Mastering Engineering with Pearson eText -- Standalone Access Card -- for Electrical Engineering: Principles & Applications
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