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MAC7200 Datasheet(PDF) 741 Page - Freescale Semiconductor, Inc

Part # MAC7200
Description  MAC7200 Microcontroller Family Reference Manual
PDF  976 Pages
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Manufacturer  FREESCALE [Freescale Semiconductor, Inc]
Direct Link  http://www.freescale.com
Logo FREESCALE - Freescale Semiconductor, Inc

MAC7200 Datasheet(HTML) 741 Page - Freescale Semiconductor, Inc

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Functional Description
MAC7200 Microcontroller Family Reference Manual, Rev. 2
Freescale Semiconductor
663
As the receiver samples an incoming frame, it re-synchronizes the RT clock on any valid falling edge
within the frame. Re-synchronization within frames will correct a misalignment between transmitter bit
times and receiver bit times.
31.10.5.5.1
Slow Data Tolerance
Figure 31-34 shows how much a slow received frame can be misaligned without causing a noise error or
a framing error. The slow stop bit begins at RT8 instead of RT1 but arrives in time for the stop bit data
samples at RT8, RT9, and RT10.
Figure 31-34. Slow Data
In the following discussion RTr represents the receiver RT clock, RTt the transmitter RT clock.
For an 8-bit data character, it takes the receiver
Eqn. 31-4
to start data sampling of the stop bit.
With the misaligned character shown in Figure 31-34, the receiver counts 151 RTr cycles at the point when
the count of the transmitting device is
Eqn. 31-5
The maximum percent difference between the receiver count and the transmitter count of a slow 8-bit data
character with no errors is:
Eqn. 31-6
For a 9-bit data character, it takes the receiver
Eqn. 31-7
to start data sampling of the stop bit.
With the misaligned character shown in Figure 31-34, the receiver counts 167 RTr cycles at the point when
the count of the transmitting device is 10 bit times x 16 RTt cycles = 160 RTt cycles.
The maximum percent difference between the receiver count and the transmitter count of a slow 9-bit
character with no errors is:
Eqn. 31-8
MSB
STOP
DATA
SAMPLES
RECEIVER
RT CLOCK
9 bit times
16 RTr cycles
7 RTr cycles
+
×
151 RTr cycles
=
9 bit times
16 RTt cycles
×
144 RTt cycles
=
151
144
–
151
--------------------------
⎝⎠
⎛⎞
100
×
4.63%
=
10 bit times
16 RTr cycles
7 RTr cycles
+
×
167 RTr cycles
=
167
160
–
167
--------------------------
⎝⎠
⎛⎞
100
×
4.19%
=



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