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)
OPERATION HERE
LIMITED BY RDS (ON)
TC =+25°C
TJ =+150°C
SINGLE PULSE
100µS
1mS
10mS
100mS
SOT-227 (ISOTOP®) Package Outline
31.5 (1.240)
31.7 (1.248)
Dimensions in Millimeters and (Inches)
7.8 (.307)
8.2 (.322)
30.1 (1.185)
30.3 (1.193)
38.0 (1.496)
38.2 (1.504)
14.9 (.587)
15.1 (.594)
11.8 (.463)
12.2 (.480)
8.9 (.350)
9.6 (.378)
Hex Nut M4
(4 places)
0.75 (.030)
0.85 (.033) 12.6 (.496)
12.8 (.504)
25.2 (0.992)
25.4 (1.000)
1.95 (.077)
2.14 (.084)
* Source Drain
Gate
*
r = 4.0 (.157)
(2 places) 4.0 (.157)
4.2 (.165)
(2 places)
W=4.1 (.161)
W=4.3 (.169)
H=4.8 (.187)
H=4.9 (.193)
(4 places)
3.3 (.129)
3.6 (.143)
* Source
Source terminals are shorted
internally. Current handling
capability is equal for either
Source terminal.
APL602J
050-5895 Rev C 8-2003
Crss
Ciss
Coss
ID, DRAIN CURRENT (AMPERES) RDS(ON), DRAIN-TO-SOURCE ON RESISTANCE
(NORMALIZED)
C, CAPACITANCE (pF) VGS(TH), THRESHOLD VOLTAGE
(NORMALIZED)
TJ, JUNCTION TEMPERATURE (°C) TC, CASE TEMPERATURE (°C)
FIGURE 8, ON-RESISTANCE vs. TEMPERATURE FIGURE 9, THRESHOLD VOLTAGE vs TEMPERATURE
VDS, DRAIN-TO-SOURCE VOLTAGE (VOLTS) VDS, DRAIN-TO-SOURCE VOLTAGE (VOLTS)
FIGURE 10, MAXIMUM SAFE OPERATING AREA FIGURE 11, CAPACITANCE vs DRAIN-TO-SOURCE VOLTAGE
-50 -25 0 25 50 75 100 125 150 -50 -25 0 25 50 75 100 125 150
1 5 10 50 100 600 .01 .1 1 10 50
1.2
1.1
1.0
0.9
0.8
0.7
0.6
30,000
10,000
5,000
1,000
500
100
2.5
2.0
1.5
1.0
0.5
0.0
172
100
10
5
1
.1
ID = 21.5A
VGS = 12V
DC Line
APT’s products are covered by one or more of U.S.patents 4,895,810 5,045,903 5,089,434 5,182,234 5,019,522
5,262,336 6,503,786 5,256,583 4,748,103 5,283,202 5,231,474 5,434,095 5,528,058 and foreign patents. US and Foreign patents pending. All Rights Reserved.
ISOTOP® is a Registered Trademark of SGS Thomson.