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103
Evox Rifa Leaded Film Capacitors
420 630
220 275
0.1 0.047
–0.47 –0.15
±10%, other tolerances on request
–55 ... +110°C
The rated voltage is decreased with
1.3%/°C between +85°C and +110°C.
IEC 60068-1, 55/110/56
dU/dt according to article table
Approximately 6 nH/cm for the total length
of capacitor winding and the leads.
Maximum values at +23°C
1 kHz 0.10%
Measured at +23°C, 100 VDC 60 s for UR <
500 VDC and at 500 VDC for UR ≥ 500 VDC
Between terminals:
C ≤ 0.33 µF: ≥ 100 000 MΩ
C > 0.33 µF: ≥ 30 000 s
Between terminals and case:
≥ 100 000 MΩ.
pHE429
• Single metallized film capacitor, polypropylene dielectric
tYpiCaL appLiCations ConstRuCtion
tECHniCaL data
For use in Power Factor Correction, PFC,
applications.
Polypropylene film capacitor with vacuum
evaporated aluminum electrodes. Radial
leads of tinned wire are electrically welded
to the contact metal layer on the ends of
the capacitor winding. Encapsulation in
self-extinguishing material meeting the
requirements of UL 94V-0.
Rated voltage UR, VDC
Rated voltage UR, VAC
Capacitance range, µF
Capacitance tolerance
Operating temperature range
Voltage derating
Climatic category
Maximum pulse steepness
Self-inductance
Dissipation factor tanδ
Insulation resistance
p d std I max I b
15.0 ± 0.4 0.8 6-1 30 ± 0.4
dERating oF uRms Vs FREquEnCY, +85°C amBiEnt tEmpERatuRE
and 10°C intERnaL HEating, tYpiCaL VaLuEs
100
0.1 1.0 10 100
10
0.047 µF
0.15 µF
U
rms
0.47 µF
0.1 µF
U
rms
(V)
100
10
0.1 1.0 10 100
1
420 VDC/220 VAC
Frequency (kHz)