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Part Turns Ratio
1
OCL CW/WLLPackage/ Primary Pins
Number (Pri:Sec ±5%) Line Side (pF MAX) (µH MAX) Schematic
Transmit Receive (mH MIN) Transmit Receive
TX9031 1CT:2.4 1:1CT 1.2 35 & 35 .50 & .80 BRT 1-3, 10-12, 13-15, 22-24 45-43, 42-40, 33-31, 30-28
Electrical Specifications @ 25°C — Operating Temperature -40°C to +85°C
NOTE: For extended temperature range transformers, OCL (Open Circuit Inductance for the primary winding) is specified at both -40°C and +25°C.
At -40°C, OCL is 600 µH minimum. All other parameters are specified at +25°C.
T1/CEPT/ISDN-PRI TRANSFORMER
Quad Port SMT Transformer Module
with Line Side Protection
148
247
346
445
544
643
742
841
940
10 39
11 38
12 37
13 36
14 35
15 34
16 33
17 32
18 31
19 30
20 29
21 28
22 27
23 26
24 25
Surge
Suppressor
Surge
Suppressor
Surge
Suppressor
Surge
Suppressor
Surge
Suppressor
Surge
Suppressor
Surge
Suppressor
Surge
Suppressor
CH1 TX
CH1 RX
CH2 RX
CH2 TX
CH3 TX
CH3 RX
CH4 RX
CH4 TX
CHIP SIDE
LINE SIDE
Four transmit transformers, four receive transformers and
line side protection circuit in a surface mount package
Matched to Infineon’s QUADFALC and QUADLIU transceivers
Patented “Interlock Base” construction for high reliability
IC grade transfer-molded package withstands
235°C IR reflow temperature
Minimum Isolation voltage: 1500 Vrms (UL approval pending)
SUGGESTED PAD LAYOUT
.020 MIN
0,51
.894
22,71
.401
10,19
.092
2,34
.575
14,61
.030
0,76
.305
7,75
.008
0,20
.004/0,10
48 Surfaces
TX9031
DATE CODE
COUNTRY OF ORIGIN
1.255
31,88
.712
18,08
.852
21,64
46X .050
1,27
1.150
29,21
.052
1,32
Mechanical Schematic
BRT
Weight ...............9.2 grams
Tape & Reel..........150/reel
Tube ......................15/tube
Dimensions: Inches
mm
Unless otherwise specified, all tolerances are ± .010
0,25
T670.A (9/03)
For More Information :
Printed on recycled paper. ©2003, Pulse Engineering, Inc. All Rights Reserved.
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Performance warranty of products offered on this data sheet is limited to the parameters specified. Data is subject to change without notice. Other brand and product
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