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In-Depth Information
1
X (sender's signal)
0
Hi
Signal on bus
Lo
1
Y (receiver's signaal)
0
1
R (Reliability)
0
r
r
r
r
Time
receiver's clock ticks
Fig. 2.
Signal patterns
decoding function
g
, which maps a DC formula expressing the behaviour of
Y
to a sequence of bits. The protocol is correct iff for any sequence
w
of bits, if
the sender puts the signal represented by
f
(
w
) on the bus then by digitising the
receiver must receive and receives only the signals represented by a DC formula
D
for which
g
(
D
)=
w
.
5.1
Biphase Mark Protocols
In the Biphase Mark Protocols (BMP) the sender encodes a bit as a cell con-
sisting of a mark subcell of length
b
and a code subcell of length
a
. The sender
keeps the signal stable in each subcell (hence either
X
¬
X
holds for the
interval representing a subcell). For a cell, if the signal in the mark subcell is
the same as the signal in the code subcell, the information carried by the cell is
0; otherwise, the information carried by the cell is 1. There is a phase reverse
between two consecutive cells. This means that, for a cell, the signal of the mark
subcell of the following cell is held as the negation of the signal of the code
subcell of the cell. The receiver, on detecting a state change (of
Y
), knows that
it is the beginning of a cell, and skips
d
cycles (called the
sampling distance
)
and samples the signal. If the sampled signal is the same as the signal at the
beginning of the cell, it decodes the cell as 0; otherwise it decodes the cell as 1.
At the beginning of the transmission, the signal is low for
a
cycles (this means,
or
¬
holds for the interval of length
a
starting from the beginning). When the
sender finishes sending, it keeps the signal stable for
cc
time units which is longer
than the code subcell. We use
HLS
,
LHS
to denote the formulas representing
intervals consisting of the code subcell of a cell and the mark subcell of the next
one for the sender, and use
HLR
(
=
d
),
LHR
(
=
d
) to denote the formulas
X
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