PM6641TR STMicroelectronics, PM6641TR Datasheet - Page 38

IC CTLR DDR2/3 MONO VR 48VFQFPN

PM6641TR

Manufacturer Part Number
PM6641TR
Description
IC CTLR DDR2/3 MONO VR 48VFQFPN
Manufacturer
STMicroelectronics
Datasheet

Specifications of PM6641TR

Applications
Converter, DDR2, DDR3
Voltage - Input
2.7 ~ 5.5 V
Number Of Outputs
3
Voltage - Output
0.8 ~ 5.5 V
Operating Temperature
0°C ~ 85°C
Mounting Type
Surface Mount
Package / Case
48-VFQFN
For Use With
497-8425 - KIT EVAL PM6641 CHIPSET/DDR2/3
Lead Free Status / RoHS Status
Lead free / RoHS Compliant
Other names
497-6893-2
PM6641TR

Available stocks

Company
Part Number
Manufacturer
Quantity
Price
Part Number:
PM6641TR
Manufacturer:
STM
Quantity:
35 839
Part Number:
PM6641TR
Manufacturer:
STMicroelectronics
Quantity:
10 000
Company:
Part Number:
PM6641TR
Quantity:
25 000
Components selection
8.4
38/47
If ceramic capacitors are used, the output voltage ripple due to inductor current ripple is
negligible. Then the inductance could be smaller, reducing the size of the choke. In this case
it is important that output capacitor can adsorb the inductor energy without generating an
overvoltage condition when the system changes from a full load to a no load condition.
The minimum output capacitance can be chosen by the following equation:
Equation 21
where V
voltage before the load transient.
SW regulator compensation components selection
As described in section SW regulators control loop , the PM6641 switching regulators control
loop is:
Equation 22
If the output capacitor C
frequency zero,
Equation 23
This pole is useful if the f
However, the first assumption must relate the cross-over frequency, f
loop gain:
Equation 24
G
LOOP
f
(
is the output capacitor voltage after the load transient and V
2 j
π
G
f
CO
LOOP
)
f
zo
(
g
) s
=
m
K
=
1
L
g
O
2
α
zo
m
π
and its equivalent series resistance (ESR) R
K
C
2
zero is greater than about
π
L
O
f
α
R
CO
Doc ID 13510 Rev 3
ES
sC
C
C
C
C
OUT
2
, the roll-off compensation pole must be added:
2
sC
π
f
PRO
(
π
f
sC
CO
,
f
min
Ro
CO
C
C
R
C
R
=
C
C
O
R
C
2
L
+
π
(
C
R
+
Vf
C
I
C
ES
C
2
1
RO
1
LOAD
2
)
Ro
C
+
R
R
Vi
+
C
,
MAX
1
O
2
f
C
)
0
R
sC
5
O
(
O
=
.
sC
(
g
R
m
O
ES
K
R
L
ES
+
α
i
CO
R
is the output capacitor
2
+
ES
O
, with the control
π
1
f
)
)
CO
provide a low
+
1
C
R
R
O
O
C
(
R
R
ES
O
PM6641
+
R
O
)

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