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Two decades of experience as a leading
provider of reliable, innovative energy
solutions has earned Phocos continuous
respect from the solar industry.
We have proudly grown from being
‘Your O-Grid Partner’ to
‘Your Any-Grid Partner’
as we expand our product oering to
meet more energy access challenges
in the global market today.
Phocos is celebrating 20 years!
2
www.phocos.com
Subject to change without notice
Table of Contents
Table/ Your Off-Grid & Any-Grid Partner ........ 2-5
Any-Grid Inverters .............................6-11
Remote Monitoring ..............................12-14
MPPT Charge Controllers ...................... 16-19
PWM Charge Controllers ......................20-27
DC Refrigeration .............................. 28-29
Wire Gauge Recommendations
for Solar Installations ......................... 30-31
www.phocos.c om
2
TM
PSW-H
Pure Sine Wave Hybrid
Inverter Charger Series
PSW-B
Pure Sine Wave Battery
Inverter Charger Series
Any-Grid
TM
Inverters
6-11