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L6207 데이터시트(PDF) 30 Page - STMicroelectronics

부품명 L6207
상세설명  APPLICATION NOTE
PDF  53 Pages
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제조업체  STMICROELECTRONICS [STMicroelectronics]
홈페이지  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

L6207 데이터시트(HTML) 30 Page - STMicroelectronics

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AN1762 APPLICATION NOTE
30/53
Figure 32. Power Dissipation formulae and results.
Result
PowerDMOS
Commutation
Time
Tcom =
9.60E-08
[s]
Vs / (250V/
µs)
Rise Time
Trise =
4.03E-04
[s]
Fall Time
Tfall =
3.16E-04
[s]
NORMAL Mode
HALF or WAVE
Mode
Duty Cycle
D =
6.25E-01
-
Vb / Vs
Sync. Slow Decay
Switching
Frequency
fSW =
2.50E+04
[Hz]
(1-D) / tOFF
Current Ripple
∆I = 2.85E-02 [A]
(Vs - Vb)*D / (Lm* fSW)
Period
T =
2.00E-03
[s]
2 / fCK
4 / fCK
2 / fCK
NORMAL Mode
HALF Mode
WAVE Mode
Load Time
Tload =
5.97E-04
[s]
T-Trise-Tfall
(3/4)T-rise
(T/2)-Trise
NORMAL Mode
HALF Mode
WAVE Mode
Average Cur-
rent during
Load Time
I =
9.86E-01
[A]
r.m.s. Current
during Load
Time
Irms =
9.86E-01
[A]
Rise Time
Dissipating
Energy
Erise =
1.50E-04
[J]
Fall Time
Dissipating
Energy
Efall =
3.62E-04
[J]
MORMAL Mode
HALF or WAVE
Mode
Load Time
Diss. Energy
Eload =
6.50E-05
[J]
2Ron · Irms2 · Tload
Sync. Slow Decay
Ipk Rm
2 Ipk Ron
Ipk Rs
Vs
+
⋅
–
⋅
⋅
–
⋅
–
()
Vs
---------------------------------------------------------------------------------------------------------------
Lm
Rm
Rs
2Ron
++
----------------------------------------------
⋅
ln
–
Vs
Ipk Rm
2
+
Ipk Ron
Ipk Rs
Vs
+
⋅
+
⋅⋅
⋅
()
-------------------------------------------------------------------------------------------------------------
Lm
Rm
2 Ron
Rs
+
⋅
+
()
-------------------------------------------------------
⋅
ln
–
Vs
2 Vd
⋅
–
()
Ipk Rm
Ipk Rs
Vs
2 Vd
⋅
–
+
⋅
+
⋅
()
-------------------------------------------------------------------------------------------
Lm
Rm
Rs
+
()
----------------------------
⋅
ln
–
Ipk
I
∆
2
-----
–
Ipk
Ipk
I
∆
–
()
I
2
∆
3
-------
+
⋅
2Ron Ipk
2
Trise
3
---------------
⋅⋅
2Ron Ipk
2
Tfall
3
-------------
⋅⋅
2V d Tfall
Vs
–
2Vd
⋅
+
()
Rm
Rs
+
()
--------------------------------------
m
Ipk Rm
Ipk Rs
V s
2 V d
⋅
–
+
⋅
+
⋅
()
1
T
– fal l
Lm
----------------
Rm
Rs
+
()
⋅
exp
–
Rm
Rs
+
()
2
---------------------------------------------------------------------------------
⋅⋅
+
⋅
⋅



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