Gerente de ventas: Daniel.Zhang
Correo electrónico: daniel@kerienplc.com
Multitud (Whatsapp / Wechat): + 86 18250753617
QQ: 391959571
Skype: + 86 18250753617
nuestra página web : https://www.kerienplc.com/
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)
Kerien Automation Co., Ltd. se encuentra en la hermosa ciudad costera de Xiamen, Fujian, China. Es una de las hermosas ciudades turísticas costeras del sudeste de China.
Somos un proveedor de piezas de automatización industrial. Nos enfocamos en módulos PLC y tarjetas DCS, y realizamos gabinetes de control PLC y gabinetes de control de inversores. Las marcas son las siguientes:
Invensys Foxboro, Invensys Triconex, Rockwell Allen-Bradley Relianc, Schneider Modicon, ABB, Siemens, GE FANUC, Yaskawa, Bosch Rexroth, Westinghouse, Woodward, Ovatin ... etc.
ALLEN BRADLEY 1336S-BX040-AA-EN4-GM1-L5 USPP 1336SBX040AAEN4G
ALLEN BRADLEY 1336S-BX040-AN-EN4-L6 USPP 1336SBX040ANEN4L
ALLEN BRADLEY 1336S-BX040-AN-EN-L6 USPP 1336SBX040ANENL6
ALLEN BRADLEY 1336S-BX060-AN-EN4 USPP 1336SBX060ANEN4
ALLEN BRADLEY 1336T-MCB-SP51B NSPP 1336TMCBSP51B
ALLEN BRADLEY 1336VT-B030-EOR-FA2-L3 NSFP 1336VTB030EORFA2
ALLEN BRADLEY 1336VT-B030-EOR-L3-S1 USPP 1336VTB030EORL3S
ALLEN BRADLEY 1336VT-B040-EAR-FA2-L3-S1 NSFP 1336VTB040EARFA2
ALLEN BRADLEY 1336VT-B040-EAR-FA2-L3-S1 USPP 1336VTB040EARFA2
ALLEN BRADLEY 1336VT-B040-EOR-FA2-L3 NSFP 1336VTB040EORFA2
ALLEN BRADLEY 1336VT-B050-EAS-FA2-L1 USPP 1336VTB050EASFA2
ALLEN BRADLEY 1336VT-B060-EAS-L3 USPP 1336VTB060EASL3
ALLEN BRADLEY 1336VT-B060-EOS-FA2-L1 USPP 1336VTB060EOSFA1
ALLEN BRADLEY 1336VT-B060-EOS-FA2-L3 NSFP 1336VTB060EOSFA2
ALLEN BRADLEY 1336VT-B060-EOS-L3-S1 USPP 1336VTB060EOSL3S
ALLEN BRADLEY 1336VT-B075-EOT-L3 -S1 USPP 1336VTB075EOTL3S
ALLEN BRADLEY 1336VT-B100-EO2-L2 USPP 1336VTB100EO2L2
ALLEN BRADLEY 1336VT-B100-EOT-L3-S1 USPP 1336VTB100EOTL3S
ALLEN BRADLEY 1352-143678 USPP 1352143678
ALLEN BRADLEY 1370A-RAOA7-0B1E USPP 1370ARAOA70B1E
ALLEN BRADLEY 1370AR-COB72-E USPP 1370ARCOB72E
ALLEN BRADLEY 1387-AOB145-A73 USPP 1387AOB145A73
ALLEN BRADLEY 1387B-AOA145-B USPP 1387BAOA145B
ALLEN BRADLEY 1387-B-B0A090-A2-B-F25 USPP 1387BB0A090A2BF2
ALLEN BRADLEY 1391-AA45 USPP 1391AA45
ALLEN BRADLEY 1391B-AA45 USPP 1391BAA45
ALLEN BRADLEY 1391B-ESAA22-AQB USPP 1391BESAA22AQB
ALLEN BRADLEY 1391B-ESAA45-AQB USPP 1391BESAA45AQB
ALLEN BRADLEY 1392-A040-RA-MC USPP 1392A040RAMC
ALLEN BRADLEY 1392-A040-RA-MC-B-D1-F2-F4 USPP 1392A040RAMCBD1F
ALLEN BRADLEY 1392-A040-RA-MC-B-D-F2-F4 USPP 1392A040RAMCBDF2
ALLEN BRADLEY 1392-A075-RC-MC-B-F2 USPP 1392A075RCMCBF2
ALLEN BRADLEY 1392B-040R-FMC USPP 1392B040RFMC
ALLEN BRADLEY 1392-B075-RH-MC-A-F1 USPP 1392B075RHMCAF1
ALLEN BRADLEY 1392-B075-RH-MC-B USPP 1392B075RHMCB
ALLEN BRADLEY 1392-B075-RH-MC-B-F2 USPP 1392B075RHMCBF2
ALLEN BRADLEY 1392-B100-RK-MC-A-F1 USPP 1392B100RKMCAF1
ALLEN BRADLEY 1392-B100-RK-MC-A-H-D1 USPP 1392B100RKMCAHD1
ALLEN BRADLEY 1392-B100-RK-MC-B-D1-F2-F4 USPP 1392B100RKMCBD1F
ALLEN BRADLEY 1392-B100-RK-MC-B-F2 USPP 1392B100RKMCBF2
ALLEN BRADLEY 1392-B150-RL-MC-A-F1 USPP 1392B150RLMCAF1
ALLEN BRADLEY 1392-B150-RL-MC-B-F2-D1-F4 USPP 1392B150RLMCBF2D
ALLEN BRADLEY 1394C-AM50 NSPP 1394CAM50
ALLEN BRADLEY 1394C-AM75 NSPP 1394CAM75
ALLEN BRADLEY 1394C-SJT05-C-RL USPP 1394CSJT05CRL
ALLEN BRADLEY 1394C-SJT05-D NSFP 1394CSJT05D