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15801 C h e mical Lane, Hunting ton Be a c h, CA 92649
P h o ne : (714) 898-0960
Transformers & Magnetic Products
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PARAMETER UNITS
Turns Ratio 2 : 1 +
1%
Line Impedance 135 Ω
Inductance (Line Side) 3.0 +
6% mH
Longitudinal Balance
40 kHz to 200 kHz 53 min. d B
Primary DC Resistance 2.5 Max. Ω
Secondary DC Resistance 1.0 Max. Ω
Frequency Response +
0.2 dB
40kHz - 300kHz
Insertion Loss @ 200kHz 0.4 d B
Isolation (HI-POT) 2000 V
Primary DC 160 mA
Return Loss @ 40kHz 20 min. dB
THD -70 Min. dB
(40 KHz, 14 dBm)
HDSL
TRANSFORMER
Designed for HDSL applications
Compatible with Brooktree BT8921
& BT8970 at 784 kbps
Custom versi ons of this
transformer are available.
A Surface Mount version of this
transformer is available
Physical Dimensions in inches (mm)
www.rhombus-i nd.com
6/02/00
Coils finished with UL rated varnish.
Designed to meet the s upplementary
insulation requirements of UL1950 for a
working voltag e of 250V
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7
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4
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PIN POSITION GRID 0.100 (2.54)
HOLES FOR BOBBIN PINS