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www.pulseeng.com 2 T622.J (11/09)
Notes from Electrical Specifications Table
A. OCL (primary inductance) is measured at the primary winding. Turns ratio is
specified primary: secondary. (CT = Center Tap).
B. To make a 1CT:1 ratio from a 1CT:2CT ratio, use only one-half of the secondary
(2CT) winding.
C. It is possible to use the same transformer model for the three impedance levels
of T1 (100 W) and CEPT (75 Ω & 120 Ω). For specific connection information and
resistor values, refer to IC vendor’s data book.
D. Dual Ratio Transformer (T1071NL and T1145NL) — These transformers have
tapped secondary windings to provide two turns ratios (T/R). Use the entire
primary winding and connect the secondary pins listed below to obtain desired
turns ratio:
Part
Number
Turns
Ratio 1
Secondary
Pins
Turns
Ratio 2
Secondary
Pins
1:1 40-39 1:1.26 40-38
T1071NL 1:1 35-34 1:1.26 35-33
1:1 30-29 1:1.26 30-28
1:1 25-24 1:1.26 25-23
1:2 40-39 1:2.4 40-38
T1145NL 1:2 33-32 1:2.4 33-31
1:2 30-29 1:2.4 30-28
1:2 23-22 1:2.4 23-21
E. Standard packaging for the surface mount package is anti-static tubes. Optional
Tape & Reel packaging can be ordered by adding a “T” suffix to the part
number, (i.e. T1063NLT).
F. Extended Temperature Range Models — For extended temperature range
transformers (-40°C to +85°C operating temperature range), 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
only. Standard temperature range is 0°C to +70°C
Transformer Selection Guide
IC Mfr. IC Part Number Comments Octal SMT
STD Temp EXT Temp
Mindspeed BT8510 T1/E1 T1071NL —
(Conexant) BT8510 T1/E1 T1071NL —
CN8380 T1124NL T1114NL
Cirrus Logic 61318 120 E1 T1068NL T1108NL
(Crystal) 61577 T1 & E1 T1065NL T1105NL
61304A/5A/535A/574A,/75 75 E1 T1068NL T1108NL
61304A/5A/535A/574A,/75 120 E1 T1071NL —
61582, 61583 T1064NL —
61310, 61581 T1068NL T1108NL
61584/84A IQ3 T1065NL T1105NL
61584/82/83/A IQ5 T1064NL —
Maxim DS2196 T1068NL T1108NL
(Dallas) DS2148/Q48 3V T1068NL T1108NL
DS21352/Q352,DS21354/Q354 T1068NL T1108NL
Exar T5683A, 59L91 T1065NL T1105NL
T5894,T5897,T5997 T1065NL T1105NL
T5791/93/94/95 T1071NL —
83L30/34/38 T1065NL T1105NL
Infineon PEB 22504 3.3V T1142NL T1231NL
Technologies PEB22554 3.3V T1142NL T1231NL
(Siemens) PEB2256 3.3 V E1/T1/J1 T1142NL T1231NL
Intel LXT 300/301 T1065NL T1105NL
(Level One) LXT 304/305/307 T1,E1 T1065NL T1105NL
LXT 304/305/307 75 E1,120E1 T1071NL —
LXT 310/317/318 T1068NL T1108NL
LXT 331 T1,E1 T1068NL T1108NL
LXT 331, LXT 332 T1065NL T1105NL
LXT 334, LXT 335 T1/E1 T1065NL T1105NL
LXT 334, LXT 335 75 E1 T1071NL —
LXT 336 T1065NL T1105NL
LXT 350, LXT 351, LXT 359 T1,E1 T1068NL T1108NL
LXT 360/361/362/363 T1,E1 T1068NL T1108NL
LXT 380/381/384/386/388 T1/E1 T1068NL T1108NL
LXT 380/381/384/386/388 T1/E1 T1124NL T1114NL
LXT 3104, LXT 3108 T1068NL T1108NL
Lucent T7688, T7690, T7698 CEPT T1063NL —
Technologies T7689, T7690, T7698 DS1 T1064NL —
TLIU04C1 DS1 T1064NL —
TLIU04C1 CEPT T1063NL —
Zarlink MT9076, MT9075 T1142NL T1231NL
(Mitel) MT9074, MT9075 T1068NL T1108NL
PMC Sierra PM4318 T1065NL T1105NL
T1/E1/CEPT/ISDN-PRI TRANSFORMERS
Quad Port T1/E1 with 8 Transformers, 1500 Vrms
TOU
Schematics
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