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1
MOTOROLA
1SMA5.0AT3 through 1SMA78AT3
Specification Features:
•Reverse Stand–Off Voltage Range: 5.0–78 V
•Peak Power — 400 Watts @ 1.0 ms
•ESD Rating of Class 3 (>16 kV) per Human Body Model
•Pico Seconds Response Time (0 V to BV)
•Flat Handling Surface for Accurate Placement
•Package Design for Top Side or Bottom Circuit Board Mounting
•Available in Tape and Reel
•Low Profile Package
Mechanical Characteristics:
•Case: Void–free, transfer-molded plastic
•Maximum Case Temperature for Soldering Purposes: 260°C for
10 seconds
•Finish: All external surfaces are corrosion resistant with readily solderable
leads
•Polarity: Cathode indicated by molded polarity notch
•Mounted Position: Any
MAXIMUM RATINGS AND CHARACTERISTICS
Rating Symbol Value Unit
Peak Power Dissipation @ TL = 25°C, PW = 10/1000 µs (Note 1) Ppk 400 Watts
Peak Forward Surge @ TA = 25°C (JEDEC Method, Note 2) IFSM 40 Amps
Thermal Resistance from Junction to Lead RθJL 29 °C/W
Thermal Resistance from Junction to Ambient RθJA 150 °C/W
Instantaneous Forward Voltage @ 40 A VF3.5 Volts
Operating and Storage Junction Temperature Range TJ, Tstg 150 °C
*FR4 Board, using Motorola minimum recommended footprint, as shown in case 403B outline dimensions spec.
1. Non–repetitive current pulse.
2. Measured on 0.3 ms single half sine–wave or equivalent square wave, duty cycle = 4 pulse per minute maximum.
ELECTRICAL CHARACTERISTICS (VF = 3.5 Volts @ IF = 40 A for all types)
Reverse Breakdown Voltage Maximum
Maximum
Maximum
Device
Stand–off
Voltage VRWM
(Volts)
VBR
Volts
(Min)
IT
mA
everse
o
age
@ IRSM
(Clamping Voltage)
VRSM (Volts)
everse
Surge Current
IRSM
(Amps)
Reverse Leakage
@ VRWM
IR (µA)
Devce
Marking
1SMA5.0AT3 5.0 6.4 10 9.2 43.5 400 QE
1SMA6.0AT3 6.0 6.67 10 10.3 38.8 400 QG
1SMA6.5AT3 6.5 7.22 10 11.2 35.7 250 QK
1SMA7.0AT3 7.0 7.78 10 12.0 33.3 250 QM
1SMA7.5AT3 7.5 8.33 1 12.9 31.0 50 QP
1SMA8.0AT3 8.0 8.89 1 13.6 29.4 25 QR
1SMA8.5AT3 8.5 9.44 1 14.4 27.8 5.0 QT
1SMA9.0AT3 9.0 10 1 15.4 26.0 2.5 QV
*TOLERANCE AND VOLTAGE DESIGNATION Tolerance designation – The type number listed indicates a tolerance of ±5%. (continued)
SEMICONDUCTOR TECHNICAL DATA Order this document
by 1SMA5.0AT3/D
Motorola, Inc. 1996
PLASTIC SURFACE MOUNT
ZENER OVERVOLTAGE
TRANSIENT SUPPRESSORS
5.0–78 VOLTS VR
400 WATTS PEAK POWER
SMA
CASE 403B–01
PLASTIC
REV 1