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Yaskawa Inverters 3AC 400V CIMR-AC4A0018FAA 5.5kW ...
AoteWell Automation
https://www.aotewell.com › yaskawa › yaskawa-inverte...
AoteWell Automation
https://www.aotewell.com › yaskawa › yaskawa-inverte...
Sep 17, 2020 — Specifications ; Degree of protection (IP), IP20 ; Finless type, X ; Compatible motor type, Induction or asynchronous motor, Permanent magnet motor.
7–20 day delivery
Yaskawa CIMR-AC4A0018FAA AC drive
Wusuelectric
https://www.wusuelectric.com › ...
Wusuelectric
https://www.wusuelectric.com › ...
We are a professional Yaskawa CIMR-AC4A0018FAA AC drive distributor from China, providing brand new Yaskawa CIMR-AC4A0018FAA AC drive since 2001!
CIMRAC4A0018FAA-|OMRON
PLC-City
https://www.plc-city.com › shop
PLC-City
https://www.plc-city.com › shop
Купите сейчас товар Omron CIMRAC4A0018FAA- Векторная модель с замкнутым контуром - 5,5/7,5 кВт - 14,8/17,5 A - 400 В.
Yaskawa Motion Control & Automation Solutions
NRwell
https://www.nrwell.com › Home › Inverters and Drives
NRwell
https://www.nrwell.com › Home › Inverters and Drives
A1000 Inverter, 3kW/2.2 kW, 400V, 400 Hz. Ask Price Here · CIMR-AC4A0018FAA (CIMRAC4A0018FAA). Yaskawa. stock IN STOCK.
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Three Phase - Variable Speed Drives - Motion & Drives
Underwoods Electrical Distributors
https://www.ued.co.uk › ... › Three Phase
Underwoods Electrical Distributors
https://www.ued.co.uk › ... › Three Phase
392601-A1000 ... CIMRAC4A0018FAA. £2,264.00. Add to Basket Delivery Available. Add ...
£1,444 to £3,265
Electricity and electronics from manufacturer YASKAWA
Rodavigo
https://rodavigo.net › electricity-and-electronics › yaskawa
Rodavigo
https://rodavigo.net › electricity-and-electronics › yaskawa
Variador inverter a1000 3 x 400 v ac nd 17.5 a 7.5 kw hd 14.8 a 5.5 kw nema1 sin filtro emc sap 100-062-250 REF. YASKAWA CIMRAC4A0018FAA.
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![[used] Yaskawa / Cimr-at4a0018faa / A1000 Inverter, 7.5kw.](data:image/webp;base64,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)
VU4A0018FAA-134 V1000 Yaskawa VFD 7.5 hp 5.6 kW ...
CNC Parts Dept., Inc.
https://www.cncpd.com › ... › Yaskawa V1000
CNC Parts Dept., Inc.
https://www.cncpd.com › ... › Yaskawa V1000
Yaskawa V1000 compact current vector AC drive, 7.5 hp / 5.6 kW, 380 V – 480 V, 14.8 Amps (heavy duty) rated output current, 1000 Hz (high frequency), 3 phase ...
$1,299.00In stock30-day returns
CIMR-VU4A0018FAA-Yaskawa-AC
Galco
https://www.galco.com › ... › Drives › AC
Galco
https://www.galco.com › ... › Drives › AC
The V1000 is a world-class compact current vector drive that defines a new world standard. Demands for efficient production and better maintainability are on ...
60-day returns
CIMRAC4A0058AAA Yaskawa Electric | Botworks
botworksautomation.com
https://www.botworksautomation.com › yaskawa-electric
botworksautomation.com
https://www.botworksautomation.com › yaskawa-electric
Buy Yaskawa Electric CIMRAC4A0058AAA on Botworks with fast shipping, 12-month warranty, and easy returns.