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© 2010 Fairchild Semiconductor Corporation www.fairchildsemi.com
FSL206MR • Rev. 1.0.0 10
FSL206MR — Green Mode Fairchild Power Switch (FPS™)
Figure 18. Auto-Restart Protection Waveforms
Overload Protection ( O LP)
Overload is defined as the load current exceeding a
pre-set level due to an unexpected event. In this
situation, the protection circuit should be activated to
protect the SMPS. However, even when the SMPS is
operating normally, the overload protection (OLP) circuit
can be activated during the load transition or startup. To
avoid this undesired operation, the OLP circuit is
activated after a specified time to determine whether it
is a transient situation or a true overload situation. The
current-mode feedback path limits the current in the
SenseFET when the maximum PWM duty cycle is
attained. If the output consumes more than this
maximum power, the output voltage (VO) decreases
below its rating voltage. This reduces the current
through the opto-coupler LED, which also reduces the
opto-coupler transistor current, thus increasing the
feedback voltage (VFB). If VFB exceeds 2.4V, the
feedback input diode is blocked and the 2.7µA current
source (IDELAY) starts to charge CFB slowly up. In this
condition, VFB increases until it reaches 5V, when the
switching operation is terminated, as shown in Figure
19. The shutdown delay time is the time required to
charge CFB from 2.4V to 5V with 2.7µA current source.
Figure 19. Overload Protection (OLP)
Figure 20. Abnormal Over-Current Protection
Abnormal Over-Current Protection (AOCP)
When the secondary rectifier diodes or the transformer
pin are shorted, a steep current with extremely high
di/dt can flow through the SenseFET during the LEB
time. Even though the FPS has overload protection, it is
not enough to protect the FPS in that abnormal case,
since severe current stress is imposed on the
SenseFET until OLP triggers. The FPS includes the
internal AOCP (Abnormal Over-Current Protection)
circuit shown in Figure 20. When the gate turn-on signal
is applied to the power sense, the AOCP block is
enabled and monitors the current through the sensing
resistor. The voltage across the resistor is compared
with a preset AOCP level. If the sensing resistor voltage
is greater than the AOCP level, the set signal is applied
to the latch, resulting in the shutdown of the SMPS.
Thermal Shutdown (TSD)
The SenseFET and the control IC are integrated,
making it easier to detect the temperature of the
SenseFET. When the junction temperature exceeds
approximately 135°C, thermal shutdown is activated
and the FPS is restarted after decreasing temperature
reaches 60°C.
Over-Voltage Protect i on (OVP)
In the event of a malfunction in the secondary-side
feedback circuit or an open feedback loop caused by a
soldering defect, the current through the opto-coupler
transistor becomes almost zero (refer to Figure 17).
Then, VFB climbs up in a similar manner to the overload
situation, forcing the preset maximum current to be
supplied to the SMPS until the overload protection is
activated. Because excess energy is provided to the
output, the output voltage may exceed the rated voltage
before the overload protection is activated, resulting in
the breakdown of the devices in the secondary side. To
prevent this situation, an over-voltage protection (OVP)
circuit is employed. In general, VCC is proportional to the
output voltage and the FPS uses VCC instead of directly
monitoring the output voltage. If VCC exceeds 24.5V,
OVP circuit is activated, resulting in termination of the
switching operation. To avoid undesired activation of
OVP during normal operation, VCC should be properly
designed to be below 24.5V.