详细介绍:
西门子6SL3211-1PB21-8UL0变频器
西门子6SL3211-1PB21-8UL0变频器
SINAMICS POWER MODULE PM240-2 WITHOUT FILTER WITH BUILT IN BRAKING CHOPPER 1/3AC200-240V +10/-10% 47-63HZ OUTPUT HIGH OVERLOAD: 3KW FOR 200% 3S,150% 57S,100% 240S AMBIENT TEMP -10 TO +50 DEG C OUTPUT LOW OVERLOAD: 4KW FOR 150% 3S,110% 57S,100% 240S AMBIENT TEMP -10 TO +40 DEG C 411 X 200 X 171 (HXWXD), FSC PROTECTION IP20-PT WITHOUT CONTROL UNIT AND PANEL APPROVED FOR CU FIRMWARE- VERSION V4.6
设计
专门针对泵、风机和压缩机应用
SINAMICS G120P 可胜任工业领域的泵、风机和压缩机应用,适
用于过程工业、水处理以及楼宇自动化等领域。
SINAMICS G120P 是下列应用的不二之选:
• 供暖或冷却设备的循环泵
• 增压站用泵
• 液位控制
• 冷却塔中的风机
• 用于进风和排风的风机
• 用于隧道和多层停车场的风机
• 用于楼梯井的风机
• 用于压缩空气供给的压缩机
可靠应对严苛环境
SINAMICS G120P 适用于严苛环境:
• 应用于开关柜外时防护等级高达 IP55/UL Type 12
• 可在最高 60 ºC 的环境温度下使用
• 损耗功率通过外部散热器排出,采用独立的内部空气循环
• 模块设有涂层,耐湿性和防尘性更高
模块式结构:
SINAMICS G120P 是一款模块式变频器系统,其包含以下组件:
• 控制单元 CU230P-2
• 功率模块 PM230
• 操作单元或保护盖
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)
控制单元 CU230P-2
选择控制单元(固件版本 V4.3.2 或更高)时,变频器的通讯接
口也随之确定。
• CU230P-2 HVAC → USS,Modbus RTU,BACnet MS/TP
• CU230P-2 DP → PROFIBUS
• CU230P-2 CAN → CANopen
控制单元 CU230P-2 用于控制和监控功率模块以及连接的电机,其
具备多种控制模式,可按需选择。该控制单元支持与本地或中央
控制系统以及监控设备的通讯,并可连接所有过程相关的辅助装
置及外部组件(传感器、阀门、接触器等)。
功率模块 PM230
功率部件的选择取决于功率需求和具体应用。
• 集成 A 级滤波器的 PM230,防护等级 Schutzart IP55/UL Type
12,0.37 kW ~ 90 kW
• 集成 B 级滤波器的 PM230,防护等级 Schutzart IP55/UL Type
12,0.37 kW ~ 90 kW
该模块采用了最先进的 IGBT 技术和脉宽调制功能,从而确保可靠
而又灵活的电机运行。丰富的保护功能为功率模块和电机提供了
高度保护。
操作单元或保护盖,与 IP55 的 PM230 联用时防护等级
• 智能操作面板 IOP,防护等级 IP54/UL Type 12
不论是对入门级人员还是对驱动专家,IOP 均能提供有力的支
持。该组件配备了大尺寸的明码文本显示屏、菜单导航功能以及
应用向导,从而使标准驱动的调试、诊断和本地操作得到简化。
集成的应用向导可在调试期间对用户进行交互式引导。
• 基本操作面板 BOP-2,防护等级 IP55/UL Type 12
该组件配备了两行屏和菜单导航功能,能够实现快速便捷的变频
器调试。其可同时显示参数、参数值及参数过滤,从而无需使用
打印的参数列表即可执行驱动的基本调试。
• 保护盖,防护等级 IP55/UL Type 12
不需要操作单元时,使用此保护盖代替操作单元插在变频器上的
相应位置。
通过操作单元可实现简便的现场调试、控制及诊断,并能以简单
的方式进行参数预设和复制所有变频器数据组。
或者可使用一块保护盖代替操作单元,用于覆盖接口。
为了实现高防护等级,必须插入操作单元或保护盖。
可选附件
• 控制单元 CU230P-2 的屏蔽连接套件
• SINAMICS 微型存储卡(MMC)/SIMATIC 存储卡(SD 卡)
• PC 连接套件-2
备件
• 安装零件套装
• 风扇单元
SINAMICS G120P 变频器
上海施承电气自动化有限公司
联系人:黄经理
手机:135-6425-5051 QQ:2271-387-194
电话:021-3166-2619 传真:021-6781-7055
(一)、SIEMENS可编程控制器
①SIMATICS7系列PLC、S7-200、S7-1200、S7-300、S7-400、ET-200
②逻辑控制模块LOGO!230RC、230RCO、230RCL、24RC、24RCL等
③SITOP系列直流电源24VDC1.3A、2.5A、3A、5A、10A、20A、40A
④HMI触摸屏TD200TD400CTP177,MP277MP377
(二)、SIEMENS交、直流传动装置
①交流变频器MICROMASTER系列:MM、MM420、MM430、MM440、ECO
②全数字直流调速装置6RA23、6RA24、6RA28、6RA70系列(FC、VC、SC)
③MIDASTER系列:MDV
(三)、SIEMENS数控伺服
①840D、802S/C、802SL、828D801D:6FC5210,6FC6247,6FC5357,6FC5211,6FC5200,6FC5510,
②伺服驱动:6SN1123,6SN1145,6SN1146,6SN1118,6SN1110,6SN1124,6SN1125,6SN1128
③伺服系统:S120: 6SL304、6SL3210、6SL3130、6SL3055、6SL3054
6SL3211-0AB11-2UA1
6SL3211-0AB11-2BA1
6SL3211-0AB11-2UB1
6SL3211-0AB11-2BB1
6SL3211-0KB11-2UA1
6SL3211-0KB11-2BA1
6SL3211-0KB11-2UB1
6SL3211-0KB11-2BB1
6SL3211-0AB12-5UA1
6SL3211-0AB12-5UB1
6SL3211-0AB12-5BB1
6SL3211-0KB12-5UA1
6SL3211-0KB12-5BA1
6SL3211-0KB12-5UB1
6SL3211-0KB12-5BB1
6SL3211-0AB13-7UA1
6SL3211-0AB13-7BA1
6SL3211-0AB13-7UB1
6SL3211-0AB13-7BB1
6SL3211-0KB13-7UA1
6SL3211-0KB13-7BA1
6SL3211-0KB13-7UB1
6SL3211-0KB13-7BB1
6SL3211-0AB15-5UA1
6SL3211-0AB15-5BA1
6SL3211-0AB15-5UB1
6SL3211-0AB15-5BB1
6SL3211-0KB15-5BA1
6SL3211-0KB15-5UB1
6SL3211-0KB15-5BB1
6SL3211-0AB17-5UA1
6SL3211-0AB17-5BA1
6SL3211-0AB17-5UB1
6SL3211-0AB17-5BB1
6SL3211-0KB17-5UA1
6SL3211-0KB17-5BA1
6SL3211-0KB17-5UB1
6SL3211-0KB17-5BB1
6SL3211-0AB21-1UA1
6SL3211-0AB21-1AA1
6SL3211-0AB21-1UB1
6SL3211-0AB21-1AB1
6SL3211-0AB21-5UA1
6SL3211-0AB21-5AA1
6SL3211-0AB21-5UB1
6SL3211-0AB21-5AB1
6SL3211-0AB22-2UA1
6SL3211-0AB22-2AA1
6SL3211-0AB22-2UB1
6SL3211-0AB22-2AB1
6SL3211-0AB23-0UA1
6SL3211-0AB23-0AA1
6SL3211-0AB23-0UB1
6SL3211-0AB23-0AB1
6SL3210-1KE11-8UB1
6SL3210-1KE11-8AB1
6SL3210-1KE11-8UP1
6SL3210-1KE11-8AP1
6SL3210-1KE11-8UF1
6SL3210-1KE11-8AF1
6SL3210-1KE11-8UC1
6SL3210-1KE11-8AC1
6SL3210-1KE12-3UB1
6SL3210-1KE12-3AB1
6SL3210-1KE12-3UP1
6SL3210-1KE12-3AP1
6SL3210-1KE12-3UF1
6SL3210-1KE12-3AF1
6SL3210-1KE12-3UC1
6SL3210-1KE12-3AC1
6SL3210-1KE13-2UB1
6SL3210-1KE13-2AB1
6SL3210-1KE13-2UP1
6SL3210-1KE13-2AP1
6SL3210-1KE13-2UF1
6SL3210-1KE13-2AF1
6SL3210-1KE13-2UC1
6SL3210-1KE13-2AC1
6SL3210-1KE14-3UB1
6SL3210-1KE14-3AB1
6SL3210-1KE14-3UP1
6SL3210-1KE14-3AP1
6SL3210-1KE14-3UF1
6SL3210-1KE14-3AF1
6SL3210-1KE14-3UC1
6SL3210-1KE14-3AC1
6SL3210-1KE15-8UB1
6SL3210-1KE15-8AB1
6SL3210-1KE15-8UP1
6SL3210-1KE15-8AP1
6SL3210-1KE15-8UF1
6SL3210-1KE15-8AF1
6SL3210-1KE15-8UC1
6SL3210-1KE15-8AC1
6SL3210-1KE17-5UB1
6SL3210-1KE17-5AB1
6SL3210-1KE17-5UP1
6SL3210-1KE17-5AP1
6SL3210-1KE17-5UF1
6SL3210-1KE17-5AF1
6SL3210-1KE17-5UC1
6SL3210-1KE17-5AC1
6SL3210-1KE18-8UB1
6SL3210-1KE18-8AB1
6SL3210-1KE18-8UP1
6SL3210-1KE18-8AP1
6SL3210-1KE18-8UF1
6SL3210-1KE18-8AF1
6SL3210-1KE18-8UC1
6SL3210-1KE18-8AC1
6SL3210-1KE21-3UB1
6SL3210-1KE21-3AB1
6SL3210-1KE21-3UP1
6SL3210-1KE21-3AP1
6SL3210-1KE21-3UF1
6SL3210-1KE21-3AF1
6SL3210-1KE21-3UC1
6SL3210-1KE21-3AC1
6SL3210-1KE21-7UB1
6SL3210-1KE21-7AB1
6SL3210-1KE21-7UP1
6SL3210-1KE21-7AP1
6SL3210-1KE21-7UF1
6SL3210-1KE21-7AF1
6SL3210-1KE21-7UC1
6SL3210-1KE21-7AC1
6SL3210-1KE22-6UB1
6SL3210-1KE22-6AB1
6SL3210-1KE22-6UP1
6SL3210-1KE22-6AP1
6SL3210-1KE22-6UF1
6SL3210-1KE22-6AF1
6SL3210-1KE22-6UC1
6SL3210-1KE22-6AC1
6SL3210-1KE23-2UB1
6SL3210-1KE23-2AB1
6SL3210-1KE23-2UP1
6SL3210-1KE23-2AP1
6SL3210-1KE23-2UF1
6SL3210-1KE23-2AF1
6SL3210-1KE23-2UC1
6SL3210-1KE23-2AC1
6SL3210-1KE23-8UB1
SINAMICS G120C变频器-紧凑型变频器
6SL3210-1KE11-8AF1, 6SL3210-1KE11-8UF1,
6SL3210-1KE12-3AF1, 6SL3210-1KE12-3UF1,
6SL3210-1KE13-2AF1, 6SL3210-1KE13-2UF1,
6SL3210-1KE14-3AF1, 6SL3210-1KE14-3UF1,
6SL3210-1KE15-8AF1, 6SL3210-1KE15-8UF1,
6SL3210-1KE17-5AF1, 6SL3210-1KE17-5UF1,
6SL3210-1KE18-8AF1, 6SL3210-1KE18-8UF1,
6SL3210-1KE21-3AB0, 6SL3210-1KE21-3AB1,
6SL3210-1KE21-3AC0, 6SL3210-1KE21-3AC1,
6SL3210-1KE21-3AP0, 6SL3210-1KE21-3AP1,
6SL3210-1KE21-3UB0, 6SL3210-1KE21-3UB1,
6SL3210-1KE21-3UC0, 6SL3210-1KE21-3UC1,
6SL3210-1KE21-3UP0, 6SL3210-1KE21-3UP1,
6SL3210-1KE21-7AB0, 6SL3210-1KE21-7AB1,
6SL3210-1KE21-7AC0, 6SL3210-1KE21-7AC1,
6SL3210-1KE21-7AP0, 6SL3210-1KE21-7AP1,
6SL3210-1KE21-7UB0, 6SL3210-1KE21-7UB1,
6SL3210-1KE21-7UC0, 6SL3210-1KE21-7UC1,
6SL3210-1KE21-7UP0, 6SL3210-1KE21-7UP1,
6SL3210-1KE22-6AB0, 6SL3210-1KE22-6AB1,
6SL3210-1KE22-6AC0, 6SL3210-1KE22-6AC1,
6SL3210-1KE22-6AP0, 6SL3210-1KE22-6AP1,
6SL3210-1KE22-6UB0, 6SL3210-1KE22-6UB1,
6SL3210-1KE22-6UC0, 6SL3210-1KE22-6UC1,
6SL3210-1KE22-6UP0, 6SL3210-1KE22-6UP1,
6SL3210-1KE23-2AB0, 6SL3210-1KE23-2AB1,
6SL3210-1KE23-2AC0, 6SL3210-1KE23-2AC1,
6SL3210-1KE23-2AP0, 6SL3210-1KE23-2AP1,
6SL3210-1KE23-2UB0, 6SL3210-1KE23-2UB1,
6SL3210-1KE23-2UC0, 6SL3210-1KE23-2UC1,
6SL3210-1KE23-2UP0, 6SL3210-1KE23-2UP1,
6SL3210-1KE23-8AB0, 6SL3210-1KE23-8AB1,
6SL3210-1KE23-8AC0, 6SL3210-1KE23-8AC1,
6SL3210-1KE23-8AP0, 6SL3210-1KE23-8AP1,
6SL3210-1KE23-8UB0, 6SL3210-1KE23-8UB1,
6SL3210-1KE23-8UC0, 6SL3210-1KE23-8UC1,
6SL3210-1KE23-8UP0, 6SL3210-1KE23-8UP1,
6SL3210-1KE11-8AB0, 6SL3210-1KE11-8AB1,
6SL3210-1KE11-8AC0, 6SL3210-1KE11-8AC1,
6SL3210-1KE11-8AP0, 6SL3210-1KE11-8AP1,
6SL3210-1KE11-8UB0, 6SL3210-1KE11-8UB1,
6SL3210-1KE11-8UC0, 6SL3210-1KE11-8UC1,
6SL3210-1KE11-8UP0, 6SL3210-1KE11-8UP1,
6SL3210-1KE12-3AB0, 6SL3210-1KE12-3AB1,
6SL3210-1KE12-3AC0, 6SL3210-1KE12-3AC1,
6SL3210-1KE12-3AP0, 6SL3210-1KE12-3AP1,
6SL3210-1KE12-3UB0, 6SL3210-1KE12-3UB1,
6SL3210-1KE12-3UC0, 6SL3210-1KE12-3UC1,
6SL3210-1KE12-3UP0, 6SL3210-1KE12-3UP1,
6SL3210-1KE13-2AB0, 6SL3210-1KE13-2AB1,
6SL3210-1KE13-2AC0, 6SL3210-1KE13-2AC1,
6SL3210-1KE13-2AP0, 6SL3210-1KE13-2AP1,
6SL3210-1KE13-2UB0, 6SL3210-1KE13-2UB1,
6SL3210-1KE13-2UC0, 6SL3210-1KE13-2UC1,
6SL3210-1KE13-2UP0, 6SL3210-1KE13-2UP1,
6SL3210-1KE14-3AB0, 6SL3210-1KE14-3AB1,
6SL3210-1KE14-3AC0, 6SL3210-1KE14-3AC1,
6SL3210-1KE14-3AP0, 6SL3210-1KE14-3AP1,
6SL3210-1KE14-3UB0, 6SL3210-1KE14-3UB1,
6SL3210-1KE14-3UC0, 6SL3210-1KE14-3UC1,
6SL3210-1KE14-3UP0, 6SL3210-1KE14-3UP1,
6SL3210-1KE15-8AB0, 6SL3210-1KE15-8AB1,
6SL3210-1KE15-8AC0, 6SL3210-1KE15-8AC1,
6SL3210-1KE15-8AP0, 6SL3210-1KE15-8AP1,
6SL3210-1KE15-8UB0, 6SL3210-1KE15-8UB1,
6SL3210-1KE15-8UC0, 6SL3210-1KE15-8UC1,
6SL3210-1KE15-8UP0, 6SL3210-1KE15-8UP1,
6SL3210-1KE17-5AB0, 6SL3210-1KE17-5AB1,
6SL3210-1KE17-5AC0, 6SL3210-1KE17-5AC1,
6SL3210-1KE17-5AP0, 6SL3210-1KE17-5AP1,
6SL3210-1KE17-5UB0, 6SL3210-1KE17-5UB1,
6SL3210-1KE17-5UC0, 6SL3210-1KE17-5UC1,
6SL3210-1KE17-5UP0, 6SL3210-1KE17-5UP1,
6SL3210-1KE18-8AB0, 6SL3210-1KE18-8AB1,
6SL3210-1KE18-8AC0, 6SL3210-1KE18-8AC1,
6SL3210-1KE18-8AP0, 6SL3210-1KE18-8AP1,
6SL3210-1KE18-8UB0, 6SL3210-1KE18-8UB1,
6SL3210-1KE18-8UC0, 6SL3210-1KE18-8UC1,
6SL3210-1KE18-8UP0, 6SL3210-1KE18-8UP1
西门子G120C变频器 销售订货号 产品简介:
西门子6SL3210-1KE17-5UF1
6SL3210-1KE11-8AB1
6SL3210-1KE11-8AC1
6SL3210-1KE11-8AF1
6SL3210-1KE11-8AP1
6SL3210-1KE11-8UB1
6SL3210-1KE11-8UC1
6SL3210-1KE11-8UF1
6SL3210-1KE11-8UP1
6SL3210-1KE12-3AB1
6SL3210-1KE12-3AC1
6SL3210-1KE12-3AF1
6SL3210-1KE12-3AP1
6SL3210-1KE12-3UB1
6SL3210-1KE12-3UC1
6SL3210-1KE12-3UF1
6SL3210-1KE12-3UP1
6SL3210-1KE13-2AB1
6SL3210-1KE13-2AC1
6SL3210-1KE13-2AF1
6SL3210-1KE13-2AP1
6SL3210-1KE13-2UB1
6SL3210-1KE13-2UC1
6SL3210-1KE13-2UF1
6SL3210-1KE13-2UP1
6SL3210-1KE14-3AB1
6SL3210-1KE14-3AC1
6SL3210-1KE14-3AF1
6SL3210-1KE14-3AP1
6SL3210-1KE14-3UB1
6SL3210-1KE14-3UC1
6SL3210-1KE14-3UF1
6SL3210-1KE14-3UP1
6SL3210-1KE15-8AB1
6SL3210-1KE15-8AC1
6SL3210-1KE15-8AF1
6SL3210-1KE15-8AP1
6SL3210-1KE15-8UB1
6SL3210-1KE15-8UC1
6SL3210-1KE15-8UF1
6SL3210-1KE15-8UP1
6SL3210-1KE17-5AB1
6SL3210-1KE17-5AC1
6SL3210-1KE17-5AF1
6SL3210-1KE17-5AP1
6SL3210-1KE17-5UB1
6SL3210-1KE17-5UC1
6SL3210-1KE17-5UF1
6SL3210-1KE17-5UP1
6SL3210-1KE18-8AB1
西门子6SL3210-1KE11-8UB1
西门子6SL3211-0KB13-7UA1
6SL3211-0AB11-2BB1
6SL3211-0AB11-2UA1
6SL3211-0AB11-2UB1
6SL3211-0AB12-5BA1
6SL3211-0AB12-5BB1
6SL3211-0AB12-5UA1
6SL3211-0AB12-5UB1
6SL3211-0AB13-7BA1
6SL3211-0AB13-7BB1
6SL3211-0AB13-7UA1
6SL3211-0AB13-7UB1
6SL3211-0AB15-5BA1
6SL3211-0AB15-5BB1
6SL3211-0AB15-5UA1
6SL3211-0AB15-5UB1
6SL3211-0AB17-5BA1
6SL3211-0AB17-5BB1
6SL3211-0AB17-5UA1
6SL3211-0AB17-5UB1
6SL3211-0AB21-1AA1
6SL3211-0AB21-1AB1
6SL3211-0AB21-1UA1
6SL3211-0AB21-1UB1
6SL3211-0AB21-5AA1
6SL3211-0AB21-5AB1
6SL3211-0AB21-5UA1
6SL3211-0AB21-5UB1
6SL3211-0AB22-2AA1
6SL3211-0AB22-2AB1
6SL3211-0AB22-2UA1
6SL3211-0AB22-2UB1
6SL3211-0AB23-0AA1
6SL3211-0AB23-0AB1
6SL3211-0AB23-0UA1
6SL3211-0AB23-0UB1
6SL3211-0KB11-2BA1
6SL3211-0KB11-2BB1
6SL3211-0KB11-2UA1
6SL3211-0KB11-2UB1
6SL3211-0KB12-5BA1
6SL3211-0KB12-5BB1
6SL3211-0KB12-5UA1
6SL3211-0KB12-5UB1
6SL3211-0KB13-7BA1
6SL3211-0KB13-7BB1
6SL3211-0KB13-7UA1
6SL3211-0KB13-7UB1
6SL3211-0KB15-5BA1
6SL3211-0KB15-5BB1
6SL3211-0KB15-5UA1
6SL3211-0KB15-5UB1
6SL3211-0KB17-5BA1
6SL3211-0KB17-5BB1
6SL3211-0KB17-5UA1
6SL3211-0KB17-5UB1
6SL3255-0AA00-4HA0
6SL3255-0AA00-2AA1
6SL3255-0AA00-2CA0
6SL3255-0AA00-4BA1
6SL3261-1BA00-0AA0
6SL3261-1BB00-0AA0
6SL3261-6AA00-0VA0
6SL3261-6AB00-0VA0
6SL3261-6AC00-0VA0
6SL3261-6AD00-0VA0
6SL3244-0BA21-1FA0
6SL3243-0BA30-1CA0
6SL3243-0BA30-1HA0
6SL3243-0BA30-1PA0
6SL3243-0BB30-1CA1
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