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AN2115 데이터시트(PDF) 12 Page - STMicroelectronics

부품명 AN2115
상세설명  This application note details the main features
PDF  33 Pages
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제조업체  STMICROELECTRONICS [STMicroelectronics]
홈페이지  http://www.st.com
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AN2115 데이터시트(HTML) 12 Page - STMicroelectronics

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Operation description
AN2115
12/33
Doc ID 11165 Rev 5
Since the device can be synchronized at a higher frequency, the inductor value can be
adjusted based on this. In fact, for a given current ripple, the required inductor value is
inversely proportional to the frequency. Finally, the input voltage affects the OFF time slope
as well. This is obvious because, for a given duty cycle, the output voltage (and thus the
OFF time inductor current slope) is directly proportional to the input voltage.
In order to better manage these issues, the amount of slope compensation in the L6928
depends both on the switching frequency and input voltage.
In the table above the minimum inductance values to ensure current loop stability with input
voltage of 3.3 V and 5 V are shown. There is also a maximum inductor value, because if the
inductor is too high the inductor current ripple will be very low (theoretically down to zero)
and will be compared with the slope compensation (a triangular waveform) to generate the
duty cycle. This system is similar to the voltage mode control causing stability problems due
to the LC double pole (the pole splitting effect will not be present).
4.3.2
Voltage loop compensation
After closing the current loop, the pole splitting effect will separate the complex double pole,
due to the inductor and the output capacitor, into 2 separate poles. The pole due to the
inductor will shift outside of the system bandwidth (i.e. the inductor ideally acts like a current
source), while the pole due to the output capacitor will remain within the bandwidth.
Figure 9 shows the equivalent circuit used to study the voltage loop compensation:
Table 2.
Minimum inductor value to ensure loop stability
Vin [V]
Vout [V]
FSW [kHz]
Minimum inductor
value [µH]
3.3
1.8
1000
1.0
2000
1.0
53.3
1000
2.2
2000
2.2



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