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cmpbp1EuG8iMdIdw424680UV69WKTdl/L+TOXHNxoXjo+WP/pRY0vxx4juLuxSXUdyywuzjyIxkiCNh/D/eYn8al1Pxr4ht9I8+LUNsn2kx7vJjPy/ZPMx93+9z/wDWoorzcRJqULPpL/0oeHd9+6/9KMS5+IviuNrkLquNlzLGv+jxcKsoUD7vpVmy+IHiiXRhcPqeZfKuG3fZ4uqxIy/w9iTRRXp0IpxqXWyj+RrL+E3/AHL/ADsWda8d+JLTUbiKDUtiJcTIo8iM4VfLwOV/2j+dVdT+IHii31ExRantTyycfZ4jz5Bf+7/e5oorysNKUsPTberjL84jy9c8Vzaj9Q8f+J4Nae3j1PbELiZAvkRnhVJA+77U3SfiB4nudKnmm1PdIs0Kg+REMBo5GPRfVR+VFFe1GEfYQdteWP6ltLnorva/3sbqnjvxNDq13FHqjKiTOqqIk4AOB/DRRRX0OHyzAzowlKjBtpXfKu3oTdn/2Q==)
Specifi cations are subject to change without notice.
The device characteristics and parameters in this data sheet can and do vary in different applications and actual device performance may vary over time.
Users should verify actual device performance in their specifi c applications.
1977 Series High Frequency Coaxial SPD
Product Dimensions
DIMENSIONS: MM
(INCHES)
REV. 09/13
How To Order
1977 - xx - xxx
Series
DC Turn-On
09 = 90-130 V
25 = 200-300 V
50 = 400-600 V
Connector Type
A00 = N-type Female/Female
A01 = N-type Male/Female
A02 = F-type Female/Female
A03 = F-type Male/Female
Applications
■ Multi-point radio and backhaul bridges
■ Tower Mounted Amplifi ers (TMA)
■ Antenna systems
■ Tower Top Electronics (TTE)
■ Transmitters and recievers
■ WiFi
■ Wimax broadband wireless
26.0
(1.161)
DIA.
16.2
(.638)
25.0
(.984)
64.0
(2.520) 16.0
(.630)
13.8
(.543)
MOUNTING HOLE
1977-xx-A00
26.0
(1.161)
DIA.
10.0
(.446)
15.0
(.591)
51.0
(2.008) 12.0
(.472)
8.7
(.342)
MOUNTING HOLE
26.0
(1.161)
DIA.
16.2
(.638)
25.0
(.984)
68.0
(2.677) 20.0
(.787)
13.8
(.543)
MOUNTING HOLE
26.0
(1.161)
DIA.
10.0
(.446)
15.0
(.591)
57.0
(2.244) 19.0
(.748)
8.7
(.342)
MOUNTING HOLE
1977-xx-A02
1977-xx-A01
1977-xx-A03
Examples:
1977-09-A00 .......................................Coax, DC to 4 GHz, N, FF, 25 W
1977-09-A01 ...................................... Coax, DC to 4 GHz, N, MF, 25 W
1977-09-A02 ........................................Coax, DC to 4 GHz, F, FF, 25 W
1977-09-A03 .......................................Coax, DC to 4 GHz, F, MF, 25 W
1977-25-A00 .....................................Coax, DC to 4 GHz, N, FF, 190 W
1977-25-A01 .................................... Coax, DC to 4 GHz, N, MF, 190 W
1977-25-A02 ......................................Coax, DC to 4 GHz, F, FF, 190 W
1977-25-A03 .....................................Coax, DC to 4 GHz, F, MF, 190 W
1977-50-A00 .....................................Coax, DC to 4 GHz, N, FF, 780 W
1977-50-A01 .................................... Coax, DC to 4 GHz, N, MF, 780 W
1977-50-A02 ......................................Coax, DC to 4 GHz, F, FF, 780 W
1977-50-A03 .....................................Coax, DC to 4 GHz, F, MF, 780 W