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SO16N 데이터시트(PDF) 30 Page - STMicroelectronics

부품명 SO16N
상세설명  Multimode controller for SMPS
PDF  51 Pages
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제조업체  STMICROELECTRONICS [STMicroelectronics]
홈페이지  http://www.st.com
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SO16N 데이터시트(HTML) 30 Page - STMicroelectronics

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Application information
L6566BH
30/51
Doc ID 16610 Rev 2
Figure 19.
Frequency modulation circuit
With reference to
Figure 19, the capacitor CMOD is connected from FMOD to ground and is
alternately charged and discharged between 0.5 and 1.5 V by internal current generators
sourcing and sinking the same current (three times the current defined by the resistor RT on
pin OSC). Therefore, the voltage across CMOD is a symmetric triangle, whose frequency fm
is determined by CMOD. By connecting a resistor RMOD from RMOD to OSC, the current
sourced by the OSC pin is modulated according to a triangular profile at a frequency fm. If
RMOD is considerably higher than RT, as is normal, both fm and the symmetry of the triangle
is little affected.
With this arrangement it is possible to set, nearly independently, the frequency deviation
∆fsw and the modulating frequency fm, which define the modulation index:
Equation 9
which is the parameter that the amplitude of the generated side-band harmonics depends
on.
The minimum frequency fsw_min (occurring on the peak of the triangle) and the maximum
frequency fsw_max (occurring on the valley of the triangle) is symmetrically placed around the
centre value fsw, so that:
Equation 10
Then, RT is found from (5) (see Section 5.2: Zero-current detection and triggering block;
oscillator block), while RMOD and CMOD can be calculated as follows:
Equation 11
AM11495v1
L6566BH
OSC
6
RT
FMOD
13
RMOD
CMOD
1.5 V
0.5 V
0 V
1 V
m
sw
f
f
∆
=
β
sw
2
1
sw
max
_
sw
sw
2
1
sw
min
_
sw
f
f
f
;
f
f
f
∆
+
=
∆
−
=
sw
3
MOD
f
10
2
R
∆
⋅
=
m
MOD
f
75
C
=



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