Digital Signal Processing Reference
In-Depth Information
4-2 For coupled striplines from Problem 4-1, calculate the near- and far-end
noise for the isolated switching case, and compare your results against
simulation with each line terminated at both ends in the characteristic
impedance calculated.
4-3 Use the SLEM method to calculate the effective impedance and propa-
gation velocity for the coupled striplines shown whose capacitance and
inductance matrices are shown below when all three lines switch in the
same direction. Compare the propagation delay for a 0.5-m coupled length
when only the middle line switches.
10 7
10 8
10 8
3 . 480
×
5 . 268
×
1 . 687
×
10 8
10 7
10 8
L =
5 . 268
×
3 . 461
×
5 . 268
×
H / m
10 8
10 8
10 7
1 . 687
×
5 . 268
×
3 . 480
×
10 10
10 11
10 11
1 . 087
×
1 . 172
×
7 . 918
×
10 11
10 10
10 11
C =
1 . 172
×
1 . 105
×
1 . 172
×
F / m
10 11
10 11
10 10
7 . 918
×
1 . 172
×
1 . 087
×
4-4 Estimate crosstalk pulse amplitudes and pulse widths on the middle lines
of the three-line system from Problem 4-3 when the two outer lines are
switching from low to high. Assume that each line is terminated at both
ends in its characteristic impedance. Compare your results against a fully
coupled simulation.
4-5 Sketch the far-end crosstalk pulse for a two-line case with no termination
at the near end, and matched termination at the far end.
4-6 Use the inductance and capacitance matrices below to determine the
switching activity on lines 1 and 2, given the waveform on line 3 in
Figure 4-32.
10 7
10 8
10 9
×
×
×
3 . 544
1 . 914
5 . 161
10 8
10 7
10 8
L =
1 . 914
×
3 . 826
×
1 . 914
×
H / m
10 9
10 8
10 7
5 . 161
×
1 . 914
×
3 . 544
×
10 11
10 11
10 11
8 . 266
×
1 . 108
×
2 . 354
×
10 11
10 10
10 11
C =
1 . 108
×
1 . 001
×
1 . 108
×
F / m
10 11
10 11
10 11
2 . 354
×
1 . 108
×
8 . 266
×
4-7 Use the inductance and capacitance matrices from Problem 4-6 to deter-
mine the switching activity on lines 1 and 3 given the waveform on line
2 in Figure 4-33.
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