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L7987L Fiches technique(PDF) 24 Page - STMicroelectronics

No de pièce L7987L
Description  Adjustable current limitation
PDF  41 Pages
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Fabricant  STMICROELECTRONICS [STMicroelectronics]
Site Internet  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

L7987L Fiches technique(HTML) 24 Page - STMicroelectronics

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Application information
L7987L
24/41
DocID026362 Rev 3
The transfer function of the power section (i.e.: the L-CO filters and the output load) is the
ratio of the parallel of CO and RO and the sum of L and the parallel of CO and RO, including
L and CO parasitics:
Equation 15
given L, RDC, CO, RES and RO the parameters shown in Figure 10. The power section
transfer function can be rewritten as follows:
Equation 16
Equation 17
Equation 18
with the assumption that the inductor parasitic resistance, RDC, is negligible compared to
RO. The closed loop gain is then given by:
Equation 19
GLOOP(s) = GLC(s) GPWO(s) GCOMP(s)
As noted in Section 5.2 on page 21, two different kinds of network can compensate the loop,
depending on the value of fzESR, lower or higher than the regulator required bandwidth.
In Section 5.4.1 and Section 5.4.2 the guidelines to select the type II and type III
compensation network are illustrated.


O
D C
O
E S
O
D C
E S
O
D C
O
O
E S
O
O
E S
O
O
D C
O
E S
O
O
E S
O
L C
R
R
R
R
C
R
R
C
R
R
C
L
s
R
R
L C
s
R
s C
R
R
s L
s C
R
R
s C
R
R
s
G




2
1
1
1
GLC s

GLCO
1
s
2
 f
zESR
---------------------------
+
1
s
2
 Q
fLC
-------------------------------
s
2
 f
LC
--------------------

 2
++
-----------------------------------------------------------------------------
;
=
GLCO
RO
RO RDC
+
-------------------------- 1
=
fzESR
1
2
 C
ORES
--------------------------------;
=
fLC
1
2
 LC
O
RO RES
+
RO RDC
+
--------------------------
------------------------------------------------------
1
2
 LC
O
RO RES
+
RO
-------------------------
-----------------------------------------------------
=
Q
LCO
RO RDC
+
RO RES
+
LCO  RORDC RORES RESRDC
++

+
-----------------------------------------------------------------------------------------------------------
LCO
RO  RO RES
+

LCORORES
+
-------------------------------------------------------------------------
=



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