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NEW PRODUCT RELEASE
TRANSFORMERS
IC2130
Bourns Releases Industrial Push-Pull Isolation Transformer
Model PAD00x-T764 Series
Riverside, California – September 15, 2021 – The Bourns Custom Magnetics Product Line is introducing the new
Model PAD00x-T764 Push-Pull Isolation Transformer Series. The Model PAD00x-T764 series are low profile,
small footprint isolation transformers, with a primary inductance of 475 µH, maximum 11 V-μS, 400 VDC
continuous operation, low DC resistance of 550~800 mΩ maximum, and an operating temperature range of
-40 °C to +125 °C.
Each transformer in the series is ideal for an isolated RS-485/RS-232 power supply. In addition, the isolation
transformers are ideal for any serial communication including CAN, RS-485, RS-422, RS-232, SPI, I
2
C and
low powered LAN. The transformers operate in the push-pull configuration and they work well with many
controllers including the TI SN6501 and SN6505, the Maxim MAX253 and MAX845, Analog Devices ADM2485
and other equivalent drivers. These models are ideal for use in various applications, including industrial
automation, AC motor drives, smart metering, solar inverters, and more.
The Model PAD00x-T764 Series Push-Pull Isolation Transformers are designed for a 400 VDC continuous
working voltage and comply with IEC 62368. They are RoHS* and REACH compliant.
Bourns Part
Number
Primary
Inductance
@ 100 kHz/0.1 V ±10 %
(µH) Turns Ratio
Volt
Microsecond
Max.
(V-µS)
DCR Max.
(mW)
DCR Max.
(mW)
Isolation
Voltage
(V
RMS
)
(1-3) (1-3 : (6-4) (1-3) (1-3) (6-4) (1-3) to (6-4)
PAD001-T764117S 475 1:1.7 11 650 900 3100
PAD001-T764120S 475 1:2 11 650
100
0
3100
PAD002-T764111S 475 1:1.1 11 650 700 3100
PAD002-T764113S 475 1:1.3 11 650 800 3100
* RoHS Directive 2015/863, Mar 31, 2015 and Annex.