LM3478MAX/NOPB National Semiconductor, LM3478MAX/NOPB Datasheet - Page 12

• Manufacturer Part Number: LM3478MAX/NOPB
• Description: IC CTRLR SW REG N-CH 8SOIC
• Manufacturer: National Semiconductor
• Series: -r

Specifications of LM3478MAX/NOPB

• Pwm Type: Current Mode
• Number Of Outputs: 1
• Frequency - Max: 1MHz
• Duty Cycle: 100%
• Voltage - Supply: 2.97 V ~ 40 V
• Buck: No
• Boost: Yes
• Flyback: Yes
• Inverting: No
• Doubler: No
• Divider: No
• Cuk: No
• Isolated: No
• Operating Temperature: -40°C ~ 125°C
• Package / Case: 8-SOIC (0.154", 3.90mm Width)
• Lead Free Status / Rohs Status: Lead free / RoHS Compliant

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Sub-harmonic Oscillation can be easily understood as a ge-
ometric problem. If the control signal does not have slope, the
slope representing the inductor current ramps up until the
control signal is reached and then slopes down again. If the
duty cycle is above 50%, any perturbation will not converge
but diverge from cycle to cycle and causes sub-harmonic os-
cillation.
It is apparent that the difference in the inductor current from
one cycle to the next is a function of S
Hence, if the quantity (S
inductor current diverges and subharmonic oscillation results.
This counts for all current mode topologies. The LM3478 has
some internal slope compensation V
many applications above 50% duty cycle to avoid subhar-
monic oscillation .
For boost applications, the slopes S
culated with the formulas below:
When S
harmonic oscillation will occur decreases. When the duty
cycle is greater than 50%, and the inductance becomes less,
the factor increases.
For more flexibility slope compensation can be increased by
adding one external resistor, R
shows the setup. The externally generated slope compensa-
tion is then added to the internal slope compensation of the
LM3478. When using external slope compensation, the for-
mula for S
A typical value for factor K is 40 µA.
The factor changes with switching frequency. Figure 5 is used
to determine the factor K for individual applications and the
formula below gives the factor K.
e
increases then the factor which determines if sub-
e
becomes:
S
S
e
f
= R
= (V
S
K = ΔV
n
S
sen
f
SL
= V
- S
e
= V
x (V
+ (K x R
e
IN
)/(S
SL
SL
x R
SL
OUT
n
/ R
, in the Isens path. Figure 4
x f
sen
+ S
- V
s
SL
SL
e
/L
SL
, S
e
)) x f
n
) is greater than 1, the
IN
, S
)/L
which is enough for
f
f
and S
s
and S
n
e
can be cal-
as follows:
12
It is a good design practice to only add as much slope com-
pensation as needed to avoid subharmonic oscillation. Addi-
tional slope compensation minimizes the influence of the
sensed current in the control loop. With very large slope com-
pensation the control loop characteristics are similar to a
voltage mode regulator which compares the error voltage to
a saw tooth waveform rather than the inductor current.
FREQUENCY ADJUST/SHUTDOWN
The switching frequency of the LM3478 can be adjusted be-
tween 100kHz and 1MHz using a single external resistor. This
resistor must be connected between FA/SD pin and ground,
as shown in Figure 6. To determine the value of the resistor
required for a desired switching frequency refer to the typical
performance characteristics or use the following equation:
FIGURE 4. Adding External Slope Compensation
FIGURE 5. External Slope Compensation
R
FA
= 4.503 x 10
ΔV
SL
vs R
11
SL
x f
S
- 1.26
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