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)
Typical application circuit VNI4140K
10/25 DocID14174 Rev 13
Figure 5. Thermal behavior
NO
Tj ( i ) > Tt s d
Vi n( i ) = H
OUT(i) Off
STAT(i) On (L)
Tc > Tc s d
NO
YES
NOYES
Tc > Tc r
YES
NO
Tj(i) > Tjr
YES
STAT(i) Off (H)
OUT(i) On
1)
4)
2)
3)
GIPD0611131015LM