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MPSW60M041
marching-power© Copyright reserved
Ver1.1
APPLICATIONS
⚫ Switch Mode Power Supply (SMPS)
⚫ Uninterruptible Power Supply (UPS)
⚫ Power Factor Correction (PFC)
⚫ AC to DC Converters
Maximum Ratings T
C
= 25ºC, unless otherwise noted
Symbol
Value
Unit
220F
220-251-252-262-263
-Source Voltage (V
GS
= 0V) V
DSS
650 V
inuous Drain Current I
D
7 A
Drain Current (note1) I
DM
28 A
Single Pulse Avalanche Energy (note2)
Avalanche Energy (note1) E
AR
21.7 mJ
Dissipation (T
C
= 25ºC) P
D
35 97 W
Junction and Storage Temperature Range T
J
, T
stg
-55~+150 ºC
Symbol
Value
Unit
220F 220-251-252-262-263
Resistance, Junction-to-Case R
thJC
1.98 1.29
Resistance, Junction-to-Ambient R
thJA
62.5 60.0
1
Ver1.0
MPVX7N65B Series
Power MOSFET
FEATURES
⚫ BV
DSS
: 650V, I
D
=7A
⚫ R
DS(on)
: 1.3Ω(Max) @V
GS
=10V
⚫ Very Low FOM (R
DS(on)
*Q
g
)
⚫ Excellent stability and uniformity
TO-263