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M295 (01/17)
1pulseelectronics-milaero.com
GATE DRIVE TRANSFORMER
Military/Aerospace Grade
Storage & Operating Temperature: -55ºC to +125ºC
60 V - µsec MAX
Lead fi nish: SN100
MSL: 3
1500Vrms isolation (380Vrms continuous)
X-1622NL Mechanical Schematic
Electrical Speci cations 25°C
Part 3,4
Number Turns Ratio Pri-Sec
Insulation
Max1
(V*µsec)
Primary Inductance
(µH MIN)
Leakage 2
Inductance
DCR Primary
(Ω MAX)
DCR Secondary
(Ω MAX)
X-1622NL 1:1:1 1500 VRMS 60 1800 0.60 1.60 1.60
1. The maximum volt-µsec rating limits the peak flux density to 2800 Gauss
when used in a unipolar drive application. For bi-polar drive applications a
maximum volt-µsec of two times this rating is acceptable (ie: 2* (volt*µsec
rating) Volt*µsec = (voltage applied to the primary) * dutycycle / Frequecy = V
* alpha / Freq_Hz = V * µsec
2. Leakage inductance is measured at primary terminals with all secondaries
shorted.
3. Optional Tape & Reel packaging can be ordered by adding a “T” suffix to
the part number (i.e. X-1622NL becomes X-1622NLT). Pulse complies to
industry standard tape and reel specification EIA481.
4.
The “NL” suffix indicates an RoHS-compliant part number. Sn63Pb37 Lead
Finish available on request.
5. The temperature of the component (ambient plus temperature rise) must
be within the stated operating temperature range.
Notes: