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ISO9001 Certified
POWER COMPONENTS
Absolute Maximum Ratings
CONDITIONS SYMBOL RATING
RMS On-State Current (full sine wave) Tc = 110˚C TO-220AB IT(RMS) 16A
Tc = 95˚C TO-220AB Iso
Average On-State Current TO-220AB IT(AV) 10A
TO-220AB Iso
Non Repetitive Surge Peak On-State Current F =50 Hz 190A
(Full Cycle, Tj Initial = 25˚C) F =60 Hz ITSM 200A
I2t Value for fusing tp = 10 ms I2t 180A2s
Critical rate of rise of on-state current
IG=2 x IGT, tr<100 ns, Tj= 125˚Cdi/dt 100A/µs
Peak Gate Current @ Tj= 125˚C tp = 20 µs IGM 4A
Average Gate Power Dissipation @ Tj = 125˚C PG(AV) 1W
Storage Temperature Range Tstg -40 to +150˚C
Operating Junction Temperature Range Tj-40 to +125˚C
Isolation Voltage (CYNA Series only) VISO 2500VRMS
Maximum Peak Reverse Gate Voltage VRGM 5V
Electrical Characteristics
NOTE 1
IGT MAX @ VD=12 V, RL= 30Ω25mA
VGT MAX @ VD=12 V, RL= 30Ω1.3V
VGD MIN @ VD=VDRM, RL= 3.3kΩTj = 125˚C 0.2V
IHMAX @ IT= 500 mA (gate open) 40mA
ILMAX @ IG= 1.2 IGT 60mA
dv/dt MIN @ VD= 67%VDRM (gate open) Tj = 125˚C 500V/µs
VTM MAX @ ITM =32 A, tp = 380µs Tj = 25˚C 1.6V
IDRM MAX @ VDRM = VRRM Tj = 25˚C 5µA
IRRM MAX @ VDRM = VRRM Tj = 125˚C 2mA
>Suitable for General Purpose AC Switching
>IGT 25 mA Max.
>VDRM/VRMM 400, 600, 800, 1000V
G
A
K
TO-220AB Isolated
(CYNA25)
TO-220AB Non-Isolated
(CYNB25)
G
A
A
K
G
A
K
Applications
• Motor Control
• Overvoltage Crowbar Protection
• Capacitive Discharge Ignition
• Voltage Regulation
• Welding Equipment
• Capacitive Filter Soft Start
(Inrush Current Control)
GENERAL NOTES
1. All parameters at 25 degrees C unless otherwise specified.
CYNA/CYNB16
16Amp - 400/600/800/1000V - SCR
Tc = 110°C
Tc = 95°C