原理图作业以及错误说明
错误1：
data:image/png;base64,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
错误2：
data:image/png;base64,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
错误3：
data:image/png;base64,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 上面图片显示不出来。补充文字：
无网络名的悬空连线
LEDCTL
1 X9600Y7400
MCU_RXD
1 X1550Y3750
MCU_TXD
1 X1550Y3450
MISO
1 X9600Y7200
MOSI
1 X9600Y7300
PCTXD
1 X13250 Y5650
RESET_P1_0
1 X5000Y6900
1 X9600Y7800
SCK
1 X9600Y7100
带网络名的悬空连线
LEDCTL
1 X3700Y6800
MCU_RXD
1 X12100 Y7800
MCU_TXD
1 X12100 Y7700
MISO
1 X5700Y9300
MOSI
1 X5700Y9000
MRXD
1 X6000Y3750
1 X15050 Y5750
MTXD
1 X6000Y3450
1 X13250 Y5750
OPAL_RXD
1 X6000Y3650
1 X15050 Y5550
OPAL_TXD
1 X6000Y3350
1 X13250 Y5550
PCRXD
1 X13900 Y7500
1 X15050 Y5650
PCTXD
1 X13900 Y7300
RESET
1 X5800Y6800
1 X5800Y9200
RESET_MCU
1 X5000Y6700
RXD
1 X2900Y3650
1 X9250Y1950
SCK
1 X5700Y9400
TXD
1 X2900Y3350
1 X8700Y2250
电源或接地符号使用了不正确的网络名
VCC
1 X2100Y9000- 网络所用电源符号: +5V
1 X5400Y7900- 网络所用电源符号: +5V
1 X3900Y9300- 网络所用电源符号: +5V
1 X11800 Y9500- 网络所用电源符号: +5V
1 X8300Y9200- 网络所用电源符号: +5V
1 X9200Y9700- 网络所用电源符号: +5V
1 X9300Y6600- 网络所用电源符号: +5V
1 X6000Y5050- 网络所用电源符号: +5V
1 X5500Y2600- 网络所用电源符号: +5V
1 X7950Y3450- 网络所用电源符号: +5V
1 X8450Y2350- 网络所用电源符号: +5V
1 X9750Y4050- 网络所用电源符号: +5V
1 X9400Y4050- 网络所用电源符号: +5V
1 X9150Y4050- 网络所用电源符号: +5V
缺失页间连接参考编号的子网
LEDCTL
1 X3200Y6800- 管脚: R3.1
1 X10200 Y7400- 管脚: U1.44
MCU_RXD
1 X11600 Y7800- 管脚: U1.5
1 X1900Y3750- 管脚: R12.1
MCU_TXD
1 X11600 Y7700- 管脚: U1.7
1 X1900Y3450- 管脚: R16.1
MISO
1 X5500Y9300- 管脚: J2.3
1 X10200 Y7200- 管脚: U1.2
MOSI
1 X5500Y9000- 管脚: J2.9
1 X10200 Y7300- 管脚: U1.1
MRXD
1 X4650Y3750- 管脚: U3.13
1 X14450 Y5750- 管脚: J5.1
MTXD
1 X4650Y3450- 管脚: U3.14
1 X13850 Y5750- 管脚: J5.2
OPAL_RXD
1 X4650Y3650- 管脚: U3.8
1 X14450 Y5550- 管脚: J5.5
OPAL_TXD
1 X4650Y3350- 管脚: U3.7
1 X13850 Y5550- 管脚: J5.6
PCRXD
1 X14800 Y7500- 管脚: P3.3
1 X14450 Y5650- 管脚: J5.3
PCTXD
1 X14800 Y7300- 管脚: P3.2
1 X13850 Y5650- 管脚: J5.4
RESET
1 X5400Y7000- 管脚: R18.1
1 X5500Y9200- 管脚: J2.5
RESET_MCU
1 X4600Y6700- 管脚: J6.3
1 X10200 Y6500- 管脚: U1.4
RESET_P1_0
1 X4600Y6900- 管脚: J6.1
1 X10200 Y7800- 管脚: U1.40
RXD
1 X3600Y3650- 管脚: U3.9
1 X10450 Y1950- 管脚: J3.4
SCK
1 X5500Y9400- 管脚: J2.1
1 X10200 Y7100- 管脚: U1.3
TXD
1 X3600Y3350- 管脚: U3.10
1 X9750Y2650- 管脚: D3.1 问题同上
回 lxj8835 的帖子
lxj8835:上面图片显示不出来。补充文字：无网络名的悬空连线
LEDCTL
1 X9600 Y7400
....... (2018-01-15 22:55) images/back.gif
你好，我原理图对比ECO,也报告你出现的这样问题，请问怎么解决的?
页:
[1]
