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ST10F296 датащи(PDF) 196 Page - STMicroelectronics

номер детали ST10F296
подробное описание детали  High performance 16-bit CPU with DSP functions
PDF  346 Pages
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производитель  STMICROELECTRONICS [STMicroelectronics]
домашняя страница  http://www.st.com
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ST10F296 датащи(HTML) 196 Page - STMicroelectronics

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17.5
System clock tolerance range
The CAN system clock for the different nodes in the network is typically derived from a
different clock generator source. The actual CAN system clock frequency for each node
(and consequently the actual bit time), is affected by a tolerance. The CAN system clock for
the ST10F296E is derived (prescaled) from the CPU clock, typically generated by the on-
chip PLL multiplying the frequency of the main oscillator.
For communication to be effective, all CAN nodes in the network should sample the correct
value for each transmitted bit. In addition, those nodes with the largest propagation delay
(typically at opposite ends of the network), and working with system clocks that are at
opposite limits of the frequency tolerance, must be able to correctly receive and decode
every message transmitted on the network.
Considering the effect of the system clock discrepancy between two CAN nodes, and
assuming no bus errors are detected (for example, due to electrical disturbances), bit
stuffing guarantees that, in the worst case condition for the accumulation of phase error
(during normal communication), the maximum time between two re-synchronization edges
is 10 bit periods (five dominant bits followed by five recessive bits are always followed by a
dominant bit).
Calling the CAN bit time, tBT, the maximum time, tJ, between two re-synchronization edges
can be expressed as follows:
Equation 8
Then, assuming that the two CAN nodes have opposite system clock generator tolerances
for their respective system clocks, the accumulated phase error,
∆tJ, at the re-
synchronization instant becomes:
Equation 9
Where df is the system clock relative tolerance which can be calculated from Equation 10:
Equation 10
f = actual frequency and fN = nominal frequency.
The error in Equation 10 must be compensated. It must be less than the programmed
resynchronization jump width (SJW). Calling tSJW the duration of the resynchronization
segment (programmable from 1 to 4 time quanta), Equation 11 can be written.
Equation 11
Equation 11 can be seen as a condition for the CAN system clock tolerance, df, as shown in
Equation 12.
Equation 12
t
J
10
t
BT
×
=
∆t
J
2df
×
() 10 t
BT
×
×
=
df
f
f
N
f
N
=
2df
×
() 10 t
BT
×
×
t
SJW
<
df
t
SJW
210
×
t
BT
×
<
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