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V
DS, DRAIN-TO-SOURCE VOLTAGE (VOLTS) VDS, DRAIN-TO-SOURCE VOLTAGE (VOLTS)
FIGURE 10, MAXIMUM SAFE OPERATING AREA FIGURE 11, TYPICAL CAPACITANCE vs DRAIN-TO-SOURCE VOLTAGE
Q
g, TOTAL GATE CHARGE (nC) VSD, SOURCE-TO-DRAIN VOLTAGE (VOLTS)
FIGURE 12, GATE CHARGES vs GATE-TO-SOURCE VOLTAGE FIGURE 13, TYPICAL SOURCE-DRAIN DIODE FORWARD VOLTAGE
V
GS, GATE-TO-SOURCE VOLTAGE (VOLTS) ID, DRAIN CURRENT (AMPERES)
I
DR, REVERSE DRAIN CURRENT (AMPERES) C, CAPACITANCE (pF)
APT6045B_SVR(G)
1 5 10 50 100 600 .01 .1 1 10 50
0 50 100 150 200 250 0.2 0.4 0.6 0.8 1.0 1.2 1.4
TC =+25°C
TJ =+150°C
SINGLE PULSE
100
50
10
5
1
0.5
0.1
20
16
12
8
4
0
OPERATION HERE
LIMITED BY RDS (ON)
TJ =+150°C TJ =+25°C
Crss
Coss
Ciss
10,000
5,000
1,000
500
100
50
50
10
5
1
.5
.1
VDS=120V
VDS=480V
ID = 7.5A
10μS
1mS
10mS
100mS
DC
100μS
VDS=300V
050-7205 Rev A 1-2010
Microsemi’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 6,939,743, 7,352,045 5,283,201 5,801,417 5,648,283 7,196,634 6,664,594 7,157,886 6,939,743 7,342,262
and foreign patents. US and Foreign patents pending. All Rights Reserved.
e3 100% Sn Plated
D3PAK Package Outline
TO-247 (B) Package Outline
15.49 (.610)
16.26 (.640)
5.38 (.212)
6.20 (.244)
6.15 (.242) BSC
4.50 (.177) Max.
19.81 (.780)
20.32 (.800)
20.80 (.819)
21.46 (.845)
1.65 (.065)
2.13 (.084)
1.01 (.040)
1.40 (.055)
3.50 (.138)
3.81 (.150)
2.87 (.113)
3.12 (.123)
4.69 (.185)
5.31 (.209)
1.49 (.059)
2.49 (.098)
2.21 (.087)
2.59 (.102)
0.40 (.016)
0.79 (.031)
Gate
5.45 (.215) BSC
Dimensions in Millimeters and (Inches)
2-Plcs.
15.95 (.628)
16.05(.632)
1.22 (.048)
1.32 (.052)
5.45 (.215) BSC
{2 Plcs.}
4.98 (.196)
5.08 (.200)
1.47 (.058)
1.57 (.062)
2.67 (.105)
2.84 (.112)
0.46 (.018)
{3 Plcs}
0.56 (.022)
Dimensions in Millimeters (Inches)
and Leads
are Plated
3.81 (.150)
4.06 (.160)
(Base of Lead)
(Heat Sink)
1.98 (.078)
2.08 (.082)
Gate
0.020 (.001)
0.178 (.007)
1.27 (.050)
1.40 (.055)
11.51 (.453)
11.61 (.457)
13.41 (.528)
13.51(.532)
Revised
8/29/97
1.04 (.041)
1.15(.045)
13.79 (.543)
13.99(.551)
Revised
4/18/95
Drain
Source
Drain
Drain
Heat Sink (Collector)
Drain
Source