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APT14050JVFR
050-7259 Rev A 4-2004
Crss
Ciss
Coss
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
Qg, TOTAL GATE CHARGE (nC) VSD, SOURCE-TO-DRAIN VOLTAGE (VOLTS)
FIGURE 12, GATE CHARGES vs GATE-TO-SOURCE VOLTAGE FIGURE 13, SOURCE-DRAIN DIODE FORWARD VOLTAGE
VGS, GATE-TO-SOURCE VOLTAGE (VOLTS) ID, DRAIN CURRENT (AMPERES)
IDR, REVERSE DRAIN CURRENT (AMPERES) C, CAPACITANCE (pF)
1 10 100 500 1400 0 10 20 30 40 50
0 200 400 600 800 1000 0.3 0.7 1.1 1.5 1.9 2.3
92
50
10
5
1
16
12
8
4
0
TC =+25°C
TJ =+150°C
SINGLE PULSE
10mS
1mS
100µS
TJ
=+150°C
TJ
=+25°C
VDS= 700V
VDS= 280V
VDS= 1000V
ID = 23A
60,000
10,000
1,000
100
200
100
10
1
OPERATION HERE
LIMITED BY RDS (ON)
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.
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.