TELECOMMUNICATIONS - PowerPoint PPT Presentation

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TELECOMMUNICATIONS

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RF Implies the frequencies where the wavelength, l, becomes ... noise n(t) is white noise with power No = 0.05 watt/Hz. passband between 990 Hz and 1100 Hz ... – PowerPoint PPT presentation

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Title: TELECOMMUNICATIONS


1
TELECOMMUNICATIONS
  • Dr. Hugh Blanton
  • ENTC 4307/ENTC 5307

2
Solutions to Test 1
3
1. Definitions
  • RFImplies the frequencies where the wavelength,
    l, becomes equal or smaller than the physical
    components in the circuits.
  • ContinuousA signal which can take an infinite
    number of different values between a minimum and
    a maximum.

4
  1. DiscreteA signal which can take only a finite
    number of different value.
  2. WirelessA term used to describe
    telecommunications in which electromagnetic waves
    (rather than some form of wire) carry the signal
    over part or all of the communication path.

5
  1. RandomA rule that assigns one and only one
    numerical value to each sample point in a random
    experiment.
  2. DeterministicA model where a set inputs always
    produce the same outputs.

6
2. Complex Numbers
a. Express z1 and z2 in polar form.
b. Find z1 and z2 and calculate the
product z1 ? z2 and the
ratio z1 / z2 in polar form.
7
3. RF
The presence of the transmission line can be
ignored when
a. l 0.1 m, f 1 GHz transmission line cannot
be ignored!
b. l 1 m, f 1.8 GHz transmission line cannot
be ignored!
8
3. RF
c. l 0.01 m, f 0.9 GHz transmission
line cannot be ignored!
d. l 5 cm, f 5.4 GHz transmission line
cannot be ignored!
9
4. Smith Chart
a. Reflection coefficient (G)
b. Standing wave ratio (SWR)
c. Input impedance (ZIN)
10
4. Smith Chart
d. Input admittance (YIN)
e. Shortest line length
11
4. Smith Chart
0.144l
0.494l
12
5. Stub Tuning
13
6. Uniform Distribution
14
7. PDF
15
8. Signal
  • r(t) s(t) n(t)
  • s(t) 5 cos(2p x 1000t ) 10cos (2p x 1100t)
  • noise n(t) is white noise with power No 0.05
    watt/Hz
  • passband between 990 Hz and 1100 Hz

16
9. RC
  • The output power spectral density is the input
    density multiplied by the square of the magnitude
    of the transfer function

Note the Fourier transform pair
17
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19
10. Ideal Filter
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