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10
Figure 18. Typical Waveforms in Short Circuit Conditions
VCC
ON
= 12.8 V
V
CC
DRIVING
PULSES
VCC
min
= 7.6 V
VCC
latch
= 5.6 V
Calculating the V
CC
Capacitor
The V
CC
capacitor can be calculated knowing the IC
consumption as soon as V
CC
reaches 12.8 V. Suppose that a
NCP1217P065 is used and drives a MOSFET with a 30 nC
total gate charge (Qg). The total average current is thus
made of ICC1 (750 A) plus the driver current,
Fsw * Qg + 1.95 mA
. The total current is therefore 2.7 mA.
The V available to fully startup the circuit (e.g. never reach
the 8.2 V VCC
min
during power on) is
13.78.2 + 5.5 V
best case or 4.9 V worse case
(11.97.0)
. We have a
capacitor that then needs to supply the NCP1217 with
2.7 mA during a given time until the auxiliary supply takes
over. Suppose that this time was measured at around 15 ms.
CV
CC
is calculated using the equation C +
t·i
V
or
C w 8.3 F.
Select a 22 F/25 V and this will fit.
Skipping Cycle Mode
The NCP1217 automatically skips switching cycles when
the output power demand drops below a given level. This is
accomplished by monitoring the FB pin. In normal
operation, pin 2 imposes a peak current accordingly to the
load value. If the load demand decreases, the internal loop
asks for less peak current. When this setpoint reaches a
determined level (Vpin 1), the IC prevents the current from
decreasing further down and starts to blank the output
pulses: the IC enters the socalled skip cycle mode, also
named controlled burst operation. The power transfer now
depends upon the width of the pulse bunches (Figure 20).
Suppose we have the following component values:
Lp, primary inductance = 350 H
Fsw, switching frequency = 65 kHz
Ip skip = 600 mA (or 333 mV/Rsense)
The theoretical power transfer is therefore:
1
2
·Lp·Ip
2
·Fsw+ 4.1 W. If this IC enters skip cycle
mode with a bunch length of 10 ms over a recurrent
period of 100 ms, then the total power transfer is:
4.1 * 0.1 + 410 mW
.
To better understand how this skip cycle mode takes place,
a look at the operation mode versus the FB level
immediately gives the necessary insight.
Figure 19.
SKIP CYCLE OPERATION
I
P(min)
= 333 mV/R
SENSE
NORMAL CURRENT
MODE OPERATION
FB
1 V
4.2 V, FB Pin Open
3.2 V, Upper
Dynamic Range
Time
When FB is above the skip cycle threshold (1.0 V by
default), the peak current cannot exceed 1.0 V/Rsense.
When the IC enters the skip cycle mode, the peak current
cannot go below Vpin1/3.3. The user still has the flexibility
to alter this 1.0 V by either shunting pin 1 to ground through
a resistor or raising it through a resistor up to the desired
level. In this later case, care must be taken to keep sufficient
margin between this pin 1 adjustment level and the latchoff
level. Grounding pin 1 permanently invalidates the skip
cycle operation.
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11
Power P1
Power P2
Power P3
Figure 20. Output Pulses at Various Power Levels (X = 5.0 ms/div) P1 t P2 t P3
Figure 21. The Skip Cycle Takes Place at Low Peak Currents which Guarantees NoiseFree Operation
315.40 U 882.70 U 1.450 M 2.017 M 2.585 M
300 M
200 M
100 M
0
MAX PEAK
CURRENT
SKIP CYCLE
CURRENT LIMIT
Sufficient margin shall be kept between normal Pin1 level and the latchoff point in order to avoid false triggering.
Ramp Compensation
Ramp compensation is a known mean to cure
subharmonic oscillations. These oscillations take place at
half the switching frequency and occur only during
Continuous Conduction Mode (CCM) with a dutycycle
greater than 50%. To lower the current loop gain, one usually
injects between 50 and 100% of the inductor downslope.
Figure 22 depicts how internally the ramp is generated.
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12
F
igure 22. Inserting a Resistor in Series with the Curren
t
Sense Information Brings Ramp Compensation
+
-
From
Setpoint
L.E.B.
19 k
CS
Rcomp
Rsense
2.9 V
0 V
Duty Cycle Typ = 74%
In the NCP1217, the ramp features a swing of 2.9 V with
a duty cycle max at 74%. Over a 65 kHz frequency, for
instance, it corresponds to a 254 mV/s ramp. In our
FLYBACK design, let’s suppose that our primary
inductance Lp is 350 H, delivering 12 V with a Np:Ns ratio
of 1:0.1. The OFF time primary current slope is thus given
by:
(Vout ) Vf) ·
Np
Ns
Lp
+ 371 mAńs or
37 mVńs
when
projected over an Rsense of 0.1 , for instance. If we select
75% of the downslope as the required amount of ramp
compensation, then we shall inject 27 mV/s. Our
internal compensation being of 254 mV/s, the divider
ratio (divratio) between Rcomp and the 19 k is 0.106.
A few lines of algebra to determine Rcomp:
19 k · divratio
(1divratio)
+ 2.26 k.
Latching Off the NCP1217
Total latched shutdown can easily be implemented
through a simple PNP bipolar transistor as depicted by
Figure 23. When OFF, Q1 is transparent to the operation.
When forward biased, the transistor pulls the Adj pin toward
V
CC
and permanently latchesoff the IC as soon Vadj goes
above the latching level (typical 3.1 V). Figure 23 shows
how to wire the bipolar transistor to activate the latchoff. A
typical candidate for Q1 could be an MMBT3906 from
ON Semiconductor.
Figure 23. A Simple Bipolar Transistor Totally
Disables the IC
CV
CC
8
7
6
5
1
2
3
4
Off
V
CC
Q1
Rlimit

NCP1217AD133R2

Mfr. #:
Manufacturer:
ON Semiconductor
Description:
IC CTRLR PWM CM OVP HV 8SOIC
Lifecycle:
New from this manufacturer.
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