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)
Schurter, Inc. • Phone 707-778-6311 • Fax 707-778-6401 • E-mail info@schurterinc.com • Website http://www.schurterinc.com
88
Board Mount Fuse Blocks – Through-hole
CS
7090.9020.03 packaged loose
(231787) OGN 0031.8201 22.5 mm pin
spacing
OGN 0031.8211 25.0 mm pin
spacing
replacements forOG 031.8001/OGB 031.8101
OG 0031.8002 OGD 0031.8231
Order Numbers (see page 102 for fuses)
•max. ambient temp. Tamb -55˚C
to +85˚C
•suitable for reflow and vapor
phase soldering
•power dissipation max. 0.9 watts
•body: temperature resistant
thermoplastic (UL 94V-O);
contacts: bronze, tin plated
When used with fuses other than
the Schurter Melf shown below, the
suitability of these fuse blocks
should be evaluated in the end use
application.
Standards: UL 512; CSA C22.2-39
UL recognition (7A/125V)
file #E41738
CSA certification (7A/125V)
file # LR 23151-12
• low profile fuse block with insulation
walls, for 5 x 20mm fuse
• “kicked” pcb terminals
• max. power dissipation 4 watts
• requires M 2.5 mounting screw
(according to ISO 7046; not supplied)
• contact resistance: < .005 ohm at 20
mV (IEC 127-6)
• vibration resistance: frequency range
10-500 Hz, cross over frequency 60
Hz; < 60 Hz constant amplitude of
0.75mm, > 60 Hz constant
acceleration 10g
• dielectric strength: >3kV, 50 Hz/1 min.
• Max. ambient temp. -25˚C to +85˚C
• solderability: 235˚C/2s (IEC 68-2-20)
• soldering heat resistance: 350˚ C/5s
(IEC 68-2-20/Tb)
• body: temp. resistant thermoplastic
PETP (UL 94V-O)
• oxygen index rating: 33%
• contacts: brass, tin-plated
• for optional cover, see page 93
Standards: UL 512, CSA C22.2-39, DIN/
VDE 0820, IEC 257, EN 60257
UL recognition (10A/250V)
file #E39328
CSA certification (10A/250V)
file #LR38456
VDE approval (10A/250V)
file #70428
SEMKO approval (10A/250V)
SEV approval (10A/250V)
•printed circuit board mountable
for 1/4 x 11/4" fuse
•test voltage: 4 kV, 50 Hz/1min.
•-25˚C to +85˚C ambient temp.
•insulation resistance: > 10,000
meg-ohms at 500V DC
•contact resistance: < .004 ohm at
20 mV
•body: thermoset (UL 94V-O)
•max. power dissipation 4 watts
•contacts: German silver
Standards: UL 512, CSA C22.2-39,
IEC 257, EN 60257
UL recognition (16A/500V1)
file # E39328
CSA certification (10A/250V)
file #LR38456
CS certification (10A/250V)
1) Fuses according to 250V standards only
•international fuse block, accepts 1/4 x
11/4" fuse in upper or 5 x 20 mm fuse
in lower portion
•impossible to have two fuses installed
at the same time
•insulation walls reduce the risk of
electric shock
•“kicked” pcb terminals
•clip ends prevent axial fuse movement
•max. power dissipation 4 watts
• contact resistance: < .005 ohm at 20
mV (IEC 127-6)
• vibration resistance: freq. range 10-
500 Hz, cross over freq. 60 Hz; < 60
Hz constant amplitude of 0.75mm, >
60 Hz constant acceleration 10g
• Max. ambient temp. -25˚C to +85˚C
• solderability: 235˚C/2s (IEC 68-2-20)
• soldering heat resistance: 350˚ C/10s
(IEC 68-2-20/Tb)
•body: temperature resistant
thermoplastic PBTP (UL 94V-0);
contacts: brass, tin-plated
•U.S. and worldwide patents
Standards: UL 512, CSA C22.2-39, DIN/
VDE0820, IEC257, EN60257
UL recognition (16A/500V1)
file #E39328
CSA certification (16A/250V)
file #LR38456
VDE approval (10A/250V)
file #70428
SEMKO approval (10A/250V)
SEV approval (10A/250V)
1) Fuses according to 250V standards only
7090
accepts 7 x 2mm Melf SMT fuse OGN
accepts 5 x 20mm fuse OG
accepts 1/4 x 11/4" fuse
max.
dimensions
for removal of cover
OGD
accepts 5 x 20mm or 1/4 x 1 1/4" fuse
See page 136 for the MELF
125V surface mount fuse
7090.9020.55 500 pieces on
tape & reel
(231787)
35.4
pcb drill hole Ø 1.4mm (+0.1)