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+
INSTALLATION
INTRODUCTION
Phase-angle power controllers generate Radio Frequency Interference (RFI) when the power is
switched on during each half-cycle of the mains wave form. In sensitive applications this
interference, or interaction with other equipment, must be suppressed to comply with the
Electromagnetic Compatibility Regulations 1992 (SI 1992 No.2372). Appropriate suppression may be
achieved by the addition of a series choke and capacitor network incorporated in a filter module.
The F-type series filter modules have been built to compliment the UAL range of phase angle power
UNITED AUTOMATION LIMITED
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Page No 1 of 1 Issue 2 15/07/97
RFI SUPPRESSION FOR
SINGLE PHASE
POWER REGULATORS
CE MARKING
This product range is CE marked and may be used as a type filter for (CSR, QVR, AVR, FC11AL2,
STOM1) and other phase angle applications with appropriate matching current capability (e.g. Stacks
and Firing circuits). For classification of ‘type’ filter refer to products family Declaration of
Conformity. The standard filter units are to the industrial emission levels (BS EN 55022 Class A).
RFI
X10229
Max Current Choke Inductance L1 Order Code Dimensions in MM Terminals
3 A 900µHF155-3A W44 x L72 x H45 x FC64 1/4” Amp Tag
6 A 635µHF155-6A W44 x L72 x H45 x FC64 1/4” Amp Tag
10 A 330µHF155-10A W44 x L72 x H45 x FC64 1/4” Amp Tag
15 A 250µHF165-15A W62 x L92 x H45 x FC80 M4 stud & nut
25 A 200µHF175-25A W75 x L105 x H55 x FC92 M4 stud & nut
VOLTAGE RANGE 110 TO 230v AC +/- 10% @ 50/60Hz MAXIMUM OPERATING TEMPERATURE
70°°cHIGHER CURRENT AND VOLTAGE RATINGS AVAILABLE ON REQUEST