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Part Turns Ratio
1
OCL CW/WLLPackage/ Primary Pins
Number (Pri:Sec ±2%) Line Side (pF MAX) (μH MAX) Schematic
Transmit Receive (mH MIN) Transmit Receive
T9030 1CT:2 1:1CT 1.2 35 & 35 .50 & .80 BRT 4-6, 10-12, 16-18, 22-24 48-46, 42-40, 36-34, 30-28
T1/CEPT/ISDN-PRI TRANSFORMER
Quad Port SMT Transformer Module
with Line Side Protection
Electrical Specifications @ 25°C — Operating Temperature -40°C to +85°C
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 RX
CH1 TX
CH2 RX
CH2 TX
CH3 RX
CH3 TX
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 Level One’s LXT384LE/BE Octal T1/E1 Transceiver
Extended temperature range
Patented “Interlock Base” construction for high reliability
IC grade transfer-molded package withstands 235°C IR
reflow temperature
Minimum Isolation voltage: 1500 Vrms
UL 1950 recognized
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
T9030
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
1
For receive channel, to make a 1:2 ratio from a 1CT:1, use only one-half of the primary (1CT) winding.
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.
Dimensions: Inches
mm
Unless otherwise specified, all tolerances are ± .010
0,25
T656.C (5/05)
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DISTRIBUTOR
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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