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AN4149 Datasheet(PDF) 26 Page - STMicroelectronics

Part # AN4149
Description  Designing a CCM PFC pre-regulator based on the L4984D
PDF  43 Pages
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Manufacturer  STMICROELECTRONICS [STMicroelectronics]
Direct Link  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

AN4149 Datasheet(HTML) 26 Page - STMicroelectronics

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L4984D biasing circuitry
AN4149
26/43
DocID023523 Rev 2
3.2
Current sense resistor
Pin 4 (CS): The pin #4 is the inverting input of the current sense comparator. Through this
pin, the L4984D senses the instantaneous inductor current, converted in a proportional
voltage by an external sensing resistor (RS). As this signal crosses the threshold set by the
multiplier output, the PWM latch is reset and the power MOSFET is turned off. The threshold
is defined by:
Equation 75
where:
–VCS (multiplier output) is the reference for the current sense (VCS_OFFSET is its
offset).
–km=0.23 (typ.) is the multiplier gain.
–VCOMP is the voltage on pin 2 (E/A output).
–VMULT is the voltage on pin 3.
–VFF is the second input to the multiplier for 1/V
2 function. It compensates the
control loop gain dependence on the mains voltage. The voltage at this pin is a DC
level equal to the peak voltage on pin MULT (pin 3).
The sense resistor value (RS) can be calculated as follows. For the 350 W PFC it will be:
Equation 76
Where:
–ILpk is the maximum peak current in the inductor, calculated with
–Vcsm in = 0.84 V is the minimum value of the L4984D current sense reference
clamp (VCSclamp in the datasheet).
According to the result, three parallel resistors of 0.33
Ω with 1 W of power rating have been
selected.
Because the internal current sense clamping sets the maximum current that can flow in the
inductor, the maximum peak of the inductor current will be calculated considering the
maximum Vcsclamp admitted on the L4984D:
Equation 77
The calculated ILpkx will be the value at which the boost inductor shall not saturate and it will
be used for calculating the inductor number of turns and air gap length. The power
dissipated by RS is given by:
Equation 78
2
_
)
5
.
2
(
FF
MU LT
COM P
m
OFF SE T
CS
CS
V
V
V
V
k
V
V
⋅
−
⋅
+
=
Ω
=
<
12
.
0
0
.
7
84
.
0
A
V
R
s
A
V
IL
pkx
45
.
8
11
.
0
93
.
0
=
Ω
=
2
rms
s
s
ISW
R
P
⋅
=
()
W
P
s
53
.
1
73
.
3
11
.
0
2 =
⋅
Ω
=



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