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Zo7iBEb7HBwGWQkY2f7I/Kr9l8XPHMr6OH1zIuGiEv+iQfNmeRT/Bx8qgcelFFYVG1b5/kzO75/n+hix/Gv4hMkpPiDlUyP9Ct/7wH/ADz967HxR8T/ABjp3h43VprHlzDUFh3fZoT8hgV8YKY+8SaKK6KitBNdl/6Wl+WhtT1m0+z/AEMTQPi946vZIhca5vDX9tCf9EgHyOW3DhO+BS2Hxe8dT6c0smubnEUjZ+yQDkPGB/B6MfzooqsOk6jT8v8A0pGlFJqV+8f/AEqH+ZW1/wCMXj2y1iSC317ZEscRC/Y4DyY1J6p6k1Npvxf8d3FlLJLru5likYH7JAOQ0YH8Hox/Oiiigk2r+X5oxwvvUot/3f8A0qJd+IHxY8baH461TTdO1rybSB0Ecf2WFtoKKTyyEnknvUOl/Fvxxc32jRy63uS4EZlH2SAbs3JQ/wAHHy8cUUVwSk/Zxd/6szSjrUin5/8ApLM3TPjN4/uLoJLr+5dyDH2OAdXUH+D0JqG4+NPxBjhtWXX8GSIs3+hwcnew/uegFFFbt6/P9GaSS5V6f+3M7CT4m+MF0PVbgav+9g1CeGNvs0PyopXA+5z1NcR/wu34h/8AQw/+SVv/APG6KKnDtujd9/0iZr+HF/1sjYuvi/47j0G0uU13E0kKszfZIOSZZ1PGz0Rfy+tGjfF/x3dwStPru8rc26D/AESAfKzEMOE74ooppvkv5v8ANmLb5ZfP8ipY/GXx/NZ6nJJr2WhthJGfscHyt5sa5+56MR+Ndh45+JXi7R7G8ksNW8l49WNsp+zRNiPyVbbyp7knPWiitJfC/Rf+lRM6Mm8RKL2tL8of5nBf8Lt+If8A0MP/AJJW/wD8bq5a/Gbx/Jcuj6/lQjED7HB1H/AKKK3wyTqWf9ao64K7Xqi5p/xf8dz3OmJJru5Z3jEg+yQDcDKyn+D0AFVZvjL4+S3tmXXsM8Ksx+xwcnew/uegFFFRTScL/wBfb/yX3DaV36f5GrpPxZ8b3Phy/u5tb3TxOAjfZYRgcdgmKxbX4z/ECS3vXfX8tFCHQ/Y4OD5iD+56E0UVzt/u7/3v/kTOrpTTXf8AyNex+Lfjia3t3k1vLPqkdux+yQ8xnOR9z269ajs/i745lWwL65nzZIFf/RIOQ0jg/wAHoo/Kiimn8Xy/9JZWJ0Urdv8A25lb/hcXjz+zHm/t394LVZAfskH3jMVz9z04rQ134s+N7Oxmkt9b2Os8KA/ZYTw0AY9U9eaKKvEaWt3/APbmVUSVamu8JP5mRZ/Gbx/La6g76/lobcOh+xwcHzY1z9z0Y/nXY+OfiV4u0exvJLDVvJePVjbKfs0TYj8lW28qe5Jz1ooon8L9F/6XFHJSbeIae1pflE5nRPjB47u93n67vxcQJ/x6QD5WbDDhO4qKH4xePWvtJjOvZSfZ5g+xwfNmQg/wccDtRRVUtXr/ADL8mdkUrL0/VCXnxj8exadYSpr2HltjI5+xwct50i5+56KB+FMtfjL4+kjhL69ksZM/6HB2UEfwe9FFVhkpOF/P/wBKZWHSe/8AXvI1/iB8WPG2h+OtU03Tta8m0gdBHH9lhbaCik8shJ5J71myfGLx4ulxTDXf3jLGSfskHdpAf4PRR+VFFY0taSb8vyZzr4H6fqi1afFzxzLoRuX1zM32jZu+yQdNrHGNnqBWF/wu34h/9DD/AOSVv/8AG6KK6KiSSt/XuxN5pezi/U9C0/4j+LJ5fFSyaruFjLcrbf6PENgQnb/Dzj3zXDab8aPiBPqlpDLr+6OSZFYfY4BkFgD/AAUUVyYJuUIOWuxFvz/RF1vjB48Hh+S6/t398HhAb7JB/F52eNmP4F/KtKx+K3jWaxsZJNay8rW4c/ZYed80qt/B3CqPwooq8Ronb+b/AOSOVt3f9fZOet/jT8QXhumbxBkpEGX/AEO34O9R/c9Ca6nxB8UfGVj4WS9ttY2XBvUiL/ZYT8pt0cjBTH3iTRRWs1anfyX/AKWl+RVNt4iz2tL/ANtMfQPi/wCO725gS413erX1tCR9kgGUdmDDhO+BWgvxW8anS7GY61+8l0d7lz9lh5kF5JGG+5/cUDHTjPXmiiudt+3pro2v/bjb7K/xL84mf4p+L/jvTfEl3aWmu+XBHs2r9kgOMopPJTPUmq1v8ZPHzxW7Nr2S/m7v9Dg5wBj+CiiuzApS+LXRfmjXDpN6+X5o1viB8WPG2h+OtU03Tta8m0gdBHH9lhbaCik8shJ5J71Wh+Lvjl9R8OxNrmUvFjM4+yQfPmd1P8HHygDiiiuS7+rKXW6/9Jkct9iLQPi/47vbu3S413er3tvEw+yQDKsxDDhO+KoXPxo+IEcNqy6/gyRbm/0ODk72H9z0AoorV/CvX9Gaw+1/XY7fS/iT4tuf+En83Vt32KS4Fv8A6NENgX7v8POPfNcdonxl8fXevadbT69vhmuoo5F+xwDKlgCMhPSiiuWlJuhdvWw6eqV+/wCiC7+Mvj6KysJE17DS2xkc/Y4OW811z9z0UD8K3PE/xV8a6dDcNa615ZS5ijX/AEWE4UxbiOU9aKK0i3yv+vtpGVF3nZ/3jmE+NfxCKyE+IOi5H+hW/qP+mddb4g+KPjKx8LJe22sbLg3qRF/ssJ+U26ORgpj7xJoorqqJKlddl/6Wl+WgoN+3t05Zf+2mN4d+L/ju/wBSghudd3o1zAhH2SAZVpACOE9DTLL4xePJtS0aF9dzHcMglH2SD5sylT/BxwO1FFYVNIK39aM7oxXLHT+rhf8Axh8eQ6bYSx67teW1Ejn7JAct5si5+56KPyqK2+Mvj6SKAtr2S3mZ/wBDg5wBj+CiiuyjFOtJNdZf+lMywyT38v8A0pGt8QPix420Px1qmm6drXk2kDoI4/ssLbQUUnlkJPJPeotG+LXji71nSLefW98Vw0AlX7JCN26cIeicfLxxRRXPQ1oxb7x/KRg/4U3/AHJP8CXSvix42ufDd/dza1uniYBG+ywjHI7BMVzX/C7fiH/0MP8A5JW//wAboopL4X6/+2xNWvd+b/Q662+KfjOS61FG1nKw3ksSD7LDwoPA+5RRRXhTrVL/ABP7yaWsE32P/9k=)
Part Turns Ratio OCL Line Side CW/WLLPackage/
Number (Pri:Sec ±2%) (mH MIN) (pF MAX) (µH MAX) Schematic
TX RX
EXTENDED TEMPERATURE RANGE MODEL – OPERATING TEMPERATURE -40°C TO +85°C
TX9025 1:2 1:2 1.2 35 .3 QTERA
T1/CEPT/ISDN-PRI TRANSFORMERS
Quad Port SMT Transformer Modules with
IC Side Protection
Electrical Specifications @ 25°C
CHIP SIDE
LINE SIDE
30
11
29
12
28
13
27
14
26
15
25
16
24
17
23
18
22
19
21
20
1:2.0
1:2.0
1:2.0 CT
1:2.0 CT
VG
VG
40
1
39
238
3
37
4
36
535
6
34
7
33
8
32
9
31
10
1:2.0 CT
1:2.0 CT
1:2.0
1:2.0
VG
VG
Eight transformers in a low profile surface mount package
Includes IC Side Protection Circuit on each channel to
suppress low voltage transients
Patented “Interloc k Base” construction for high reliability
Minimum Isolation voltage: 1500 Vrms
Extended temperature r ange
UL recognized
0° 8°
.485
12,32
40X .045
1,14
.285 MAX
7,24
.004/0,10
40 Surfaces .010
0,25
TX9025
DATE CODE
COUNTRY OF ORIGIN
1.125 MAX
28,58
.640 MAX
16,26
.950
24,13
40X .018
0,46 19X .050
1,27 SUGGESTED PAD LAYOUT
40X .090
2,29
40X .030
0,76
.480
12,19
.050
1,27
19X .050 = .950
1,27 24,13
Mechanical Schematic
QTERA
Weight...............5.0 grams
Tape & Reel ..........250/reel
Tube......................15/tube
NOTE: The crosstalk attenuation is typically 50dB or better.
Dimensions: Inches
mm
Unless otherwise specified, all tolerances are ± .010
0,25
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DISTRIBUTOR
For More Information :
T686.A (5/04)
©2004, Pulse Engineering, Inc. All Rights Reserved.
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
names mentioned herein may be products and/or registered trademarks of their respective owners.