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PM6670AS 数据表(PDF) 28 Page - STMicroelectronics |
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PM6670AS 数据表(HTML) 28 Page - STMicroelectronics |
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28 / 54 page ![]() Device description PM6670AS 28/54 7.1.3 Pulse-skip and no-audible pulse-skip modes High efficiency at light load conditions is achieved by PM6670AS entering the Pulse-Skip Mode (if enabled). When one of the two fixed output voltages is set, Pulse-Skip power saving is a default feature. At light load conditions the zero-crossing comparator truncates the low-side switch On-Time as soon as the inductor current becomes negative; in this way the comparator determines the On-Time duration instead of the output ripple (see Figure 31 ). Figure 31. Inductor current and output voltage at light load with Pulse-Skip As a consequence, the output capacitor is left floating and its discharge depends solely on the current drained from the load. When the output ripple on the pin COMP falls under the reference, a new shot is triggered and the next cycle begins. The Pulse-Skip mode is naturally obtained enabling the zero-crossing comparator and automatically takes part in the COT algorithm when the inductor current is about half the ripple current amount, i.e. migrating from continuous conduction mode (C.C.M.) to discontinuous conduction mode (D.C.M.). The output current threshold related to the transition between PWM Mode and Pulse-Skip Mode can be approximately calculated as: Equation 20 At higher loads, the inductor current never crosses zero and the device works in pure PWM mode with a switching frequency around the nominal value. A physiological consequence of Pulse-Skip Mode is a more noisy and asynchronous (than normal conditions) output, mainly due to very low load. If the Pulse-Skip is not compatible with the application, the PM6670AS, when set in adjustable mode-of-operation, allows the user to choose between forced-PWM and No-Audible Pulse-Skip alternative modes (see 4.1.4 for details). VDDQ Output Inductor current Vreg TON TOFF VDDQ Output Inductor current Vreg TON TOFF TIDLE t ON OUT IN LOAD T L 2 V V ) Skip 2 PWM ( I ⋅ ⋅ − = |
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