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P82C250 参数 Datasheet PDF下载

P82C250图片预览
型号: P82C250
PDF下载: 下载PDF文件 查看货源
内容描述: PCA82C250 / 251>CAN收发器 [PCA82C250 / 251 CAN Transceiver]
分类和应用: PC
文件页数/大小: 28 页 / 120 K
品牌: NXP [ NXP ]
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Philips Semiconductors  
PCA82C250 / 251 CAN Transceiver  
Application Note  
AN96116  
4.2  
Bus Length in Slope Control Mode  
In slope control mode the bus output slew rate is decreased intentionally, which implies an increase of the bus  
node loop delay. Due to the CAN bit timing requirements, this is equivalent to a reduction of the maximum bus  
line length at a given bit rate or reduction of the bit rate at a given bus length in a system compared to using the  
high-speed mode.  
The maximum achievable bus line length is given by (see also [4]):  
t
prop  
----------- t  
t  
loop.eff.oth  
loop.eff  
2
L
= -------------------------------------------------------------------------  
(5)  
max  
t
p
With L  
: Maximum achievable bus line length  
max  
t
t
t
t
: Maximum available two-way propagation delay (CAN bit timing)  
prop  
: Effective transceiver loop delay  
loop.eff  
loop.eff.oth  
p
: Effective loop delay of other components e.g. CAN controller and optocouplers  
: Specific bus line delay  
From equation (5) it is obvious, that the maximum bus line length will increase, if the transceiver loop delay is  
decreased. The loop delay of a transceiver, which is set to the high-speed mode, is smaller than the loop delay of  
a transceiver, which is set to the slope control mode. Thus a higher bus line length can be achieved, if the trans-  
ceiver is used in the high-speed mode, as a greater portion of the available propagation delay can be used for tol-  
erating line delay.  
This increase is given by the following equation:  
t
(slope control mode)t  
(high speed mode)  
t  
loop.eff  
loop.eff  
loop.eff  
L  
= ---------------------------------------------------------------------------------------------------------------------------------------------- = ----------------------  
(6)  
max  
t
t
p
p
In a CAN network the effective maximum delay of a transceiver (also valid for the delay of other devices) are cal-  
culated using the following equation  
(See APPENDIX 1 for an explanation of used symbols and abbreviations):  
t
= max{0.5 × (t  
+ t  
), t }  
(7)  
loop.eff.max  
onRxD  
offRxD  
onRxD  
Table 2 gives an indication of the difference between using high-speed mode and slope control mode - in terms  
of maximum bus length. The values below refer to a specific propagation delay of t = 5 ns/m on the bus cable.  
p
Table 2 Difference of maximum bus length  
o
Effective loop delay (upper limit at 125 C)  
Difference between both  
1
modes in terms of bus length  
2
Product  
slope-control mode  
520 ns  
high-speed mode  
155 ns  
t  
L  
loop.eff  
max  
PCA82C250  
PCA82C251  
365 ns  
395 ns  
~ 75 m  
~ 80 m  
550 ns  
155 ns  
1. At 5 ns/m specific propagation delay on the bus cable  
2. Slope-control resistance R = 47 kΩ  
ext  
16  
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