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AN3095 bảng dữ liệu(PDF) 13 Page - STMicroelectronics

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AN3095
DC-DC converter
Doc ID 16555 Rev 3
13/55
Equation 8
By integrating the leakage current expression over the switching period and multiplying the
result by the input voltage value the expression of power transfer may be derived as:
Equation 9
where
ωs=2πf
s is the switching frequency in rad/s,
φ=ωst is the phase-shift angle and
.
once the operation of the converter has been described, based on the specification in
Table 1
, the power transfer function may be plotted as shown in Figure 11.
Figure 11.
Power transfer function for different input voltages
As the converter operates in boost mode the value of parameter “d” must be kept greater
than “1” for every value of input voltage in order to maintain controllability, also at low power
levels. In fact, if d<1 the converter is characterized by a minimum power level under which
the converter cannot be controlled. For this reason, transformer turns ratio has been chosen
at equal to 1.2. The value of leakage inductance must also be chosen carefully and it is a
compromise between peak current value and the maximum energy transfer between input
and output.
π
−
=
φ
d
1
d
B
⎪
⎪
⎪
⎩
⎪
⎪
⎪
⎨
⎧
φ
>
φ
φ
⋅
+
ω
=
φ
<
φ
φ
−
π
ω
=
B
2
k
s
2
in
B
2
k
s
2
in
)
(
F
)
d
2
(
2
d
L
V
P
)
1
d
(
2
d
L
V
P
)
d
d
2
2
(
2
)
d
d
1
(
4
)
d
2
d
1
(
)
(
F
2
2
2
2
+
+
π
φ
−
+
+
φ
+
−
+
π
=
φ



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