LPS Lombard Power Solutions SVC-1000VA Automatic Voltage Stabilizer
Protect your sensitive electronics with the Lombard Power Solutions SVC-1000VA Voltage Stabilizer. Featuring fully automatic regulation and a sleek, modern design, it ensures stable, reliable power for your home and office equipment, shielding them from damaging voltage fluctuations.
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Ships from Chicago, IL · All 50 states · Worldwide
Estimated Arrival
12 Weeks
Key Specifications
Model
SVC-1000VA
Rated Power
1000VA
Display Type
High-precision Analog Meter
Input Voltage
160V - 250V (50Hz)
Output Voltage
230V ± 2.5% | 110V ± 2.5%
Rated Output Current
3.48A
Product Description
Elevate the protection of your electronic devices with the SVC-1000VA stabilizer from Lombard. Engineered to provide optimal power stability, this unit effectively prevents damage caused by sudden voltage sags or surges. Featuring our signature LPS design—inspired by advanced circuit technology—this stabilizer combines high efficiency with a professional aesthetic that complements any workspace or home environment. With rapid automatic response times and robust build quality, it is the ultimate solution for sensitive equipment that demands reliable, constant power.
Features
- Superior Stability: Advanced circuitry ensures a constant output voltage, protecting sensitive electronics.
- Dual Output Support: Supports simultaneous operation of 230V and 110V devices.
- Modern LPS Design: Features the exclusive, modern Lombard Power Solutions aesthetic with high-tech visual styling.
- Integrated Protection: Built-in LED indicators (Over-V, Normal, Under-V) for real-time monitoring of power status.
- Certified Reliability: Manufactured according to international ISO9001 quality standards.
Applications
Technical Specifications
| Model | SVC-1000VA |
| Rated Power | 1000VA |
| Display Type | High-precision Analog Meter |
| Input Voltage | 160V - 250V (50Hz) |
| Output Voltage | 230V ± 2.5% | 110V ± 2.5% |
| Rated Output Current | 3.48A |
| Operating Environment | Altitude ≤ 3000m | Ambient Temperature $ta=40^\circ C$ |
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