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ISL8013A
FN7526 Rev 2.00 Page 12 of 16
November 17, 2014
SKIP Mode
Pulling the SYNCH pin LO (<0.4V) forces the converter into PFM
mode. The ISL8013A enters a pulse-skipping mode at light load
to minimize the switching loss by reducing the switching
frequency. Figure 36 illustrates the skip-mode operation. A
zero-cross sensing circuit shown in Figure 2 monitors the
N-MOSFET current for zero crossing. When 8 consecutive cycles
of the inductor current crossing zero are detected, the regulator
enters the skip mode. During the eight detecting cycles, the
current in the inductor is allowed to become negative. The
counter is reset to zero when the current in any cycle does not
cross zero.
Once the skip mode is entered, the pulse modulation starts being
controlled by the SKIP comparator shown in Figure 2. Each pulse
cycle is still synchronized by the PWM clock. The P-MOSFET is
turned on at the clock's rising edge and turned off when the
output is higher than 1.5% of the nominal regulation or when its
current reaches the peak skip current limit value. Then the
inductor current is discharging to 0A and stays at zero. The
internal clock is disabled. The output voltage reduces gradually
due to the load current discharging the output capacitor. When
the output voltage drops to the nominal voltage, the P-MOSFET
will be turned on again at the rising edge of the internal clock as
it repeats the previous operations.
The regulator resumes normal PWM mode operation when the
output voltage drops 1.5% below the nominal voltage.
Synchronization Control
The frequency of operation can be synchronized up to 4MHz by an
external signal applied to the SYNCH pin. The falling edge on the
SYNCH triggers the rising edge of the LX pulse. Make sure that the
minimum on time of the LX node is greater than 140ns.
Overcurrent Protection
The overcurrent protection is realized by monitoring the CSA
output with the OCP comparator, as shown in Figure 2. The current
sensing circuit has a gain of 250mV/A, from the P-MOSFET current
to the CSA output. When the CSA output reaches 1.4V, which is
equivalent to 4.8A for the switch current, the OCP comparator is
tripped to turn off the P-MOSFET immediately. The overcurrent
function protects the switching converter from a shorted output by
monitoring the current flowing through the upper MOSFET.
Upon detection of an overcurrent condition, the upper MOSFET
will be immediately turned off and will not be turned on again
until the next switching cycle. Upon detection of the initial
overcurrent condition, the overcurrent fault counter is set to 1. If,
on the subsequent cycle, another overcurrent condition is
detected, the OC fault counter will be incremented. If there are
17 sequential OC fault detections, the regulator will be shut down
under an overcurrent fault condition. An overcurrent fault
condition will result in the regulator attempting to restart in a
hiccup mode within the delay of four soft-start periods. At the
end of the fourth soft-start wait period, the fault counters are
reset and soft-start is attempted again. If the overcurrent
condition goes away during the delay of four soft-start periods,
the output will resume back into regulation point after hiccup
mode expires.
Short-Circuit Protection
The short-circuit protection SCP comparator monitors the VFB pin
voltage for output short-circuit protection. When the VFB is lower
than 0.2V, the SCP comparator forces the PWM oscillator
frequency to drop to 1/3 of the normal operation value. This
comparator is effective during start-up or an output short-circuit
event.
.
FIGURE 35. PWM OPERATION WAVEFORMS
VEAMP
VCSA
DUTY
CYCLE
IL
VOUT
FIGURE 36. SKIP MODE OPERATION WAVEFORMS
CLOCK
IL
VOUT
NOMINAL +1.5%
NOMINAL
PFM CURRENT LIMIT
LOAD CURRENT
0
PWM PFM
8 CYCLES