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AN1882 数据表(PDF) 9 Page - STMicroelectronics |
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AN1882 数据表(HTML) 9 Page - STMicroelectronics |
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9 / 30 page ![]() AN1882 Functional description Doc ID 10209 Rev 4 9/30 The current mode stability can be studied in two consecutive steps; first the inner loop is closed (current loop) and then the second loop stability is considered (voltage loop). 3.2.1 Current loop compensation The selected control architecture brings many advantages: easy compensation with ceramic capacitors, fast transient response and intrinsic peak current measurement that simplify the current limit protection. A known drawback, however, is that the current loop becomes unstable, when the duty cycle exceeds 50%. This phenomenon is known as "sub-harmonic oscillation" and can be avoided by adding a slope compensation signal. Due to this fact, the current limit of the device decreases when the slope compensation signal is applied. The slope compensation is internally implemented from a duty around 30% and Figure 7 shows how the slope compensation affects the device current limit. Figure 7. Slope compensation The amount of slope compensation depends on the inductor current slope during the OFF time. This slope, for a given duty cycle, is inversely proportional to the inductor value. Since the device can be synchronized at higher frequency, it is reasonable to calculate the inductor value in terms of it. Finally, the input voltage affects the OFF time slope as well. This is obvious because, for a given duty cycle, the output voltage (and so the OFF time inductor current slope) is directly proportional to the input one. In order to better manage these issues, the amount of slope compensation does not depend only on the duty cycle but also on the switching frequency and the input voltage. Table 2. Suggested inductor values for different switching frequencies, at VIN = 3.6 V and VOUT =1.8 V FSW [kHz] Minimum inductor value [µH] 600 6.8 1000 3.6 1400 2.7 |
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