LT8580
10
8580fa
For more information www.linear.com/LT8580
applicaTions inForMaTion
an inductor, there are two conditions that limit the mini-
mum inductance: (1) providing adequate load current,
and (2) avoiding subharmonic oscillation. Choose an
inductance that is high enough to meet both of these
requirements.
Adequate Load Current
: Small value inductors result in
increased ripple currents and thus, due to the limited peak
switch current, decrease the average current that can be
provided to a load (I
OUT
). In order to provide adequate
load current, L should be at least:
L
BOOST
>
DC V
IN
2(f) I
LIM
|V
OUT
| I
OUT
V
IN
h
for boost, topologies, or:
L
DUAL
>
DC V
IN
2(f) I
LIM
V
OUT
I
OUT
V
IN
h
I
OUT
for the SEPIC and inverting topologies.
where:
L
BOOST
= L1 for boost topologies (see Figure 15)
L
DUAL
= L1 = L2 for coupled dual inductor topologies
(see Figure 16 and Figure 17)
L
DUAL
= L1||L2 for uncoupled dual inductor topologies
(see Figure 16 and Figure 17)
DC = switch duty cycle (see previous section)
I
LIM
= switch current limit, typically about 1.2A at 50%
duty cycle (see the Typical Performance Characteristics
section).
h = power conversion efficiency (typically 85% for boost
and 83% for dual inductor topologies at high currents).
f = switching frequency
I
OUT
= maximum load current
Negative values of L indicate that the output load current
I
OUT
exceeds the switch current limit capability of the
LT8580.
Avoiding Subharmonic Oscillations
: The LT8580s internal
slope compensation circuit can prevent subharmonic oscil-
lations that can occur when the duty cycle is greater than
50%, provided that the inductance exceeds a minimum
value. In applications that operate with duty cycles greater
than 50%, the inductance must be at least
:
L
MIN
>
V
IN
1.25 (DC300ns f) f
2 DC
1
1 DC
L
MIN
= L1
for boost topologies (see Figure 15)
L
MIN
= L1 = L2 for coupled dual inductor topologies
(see Figure 16 and Figure 17)
L
MIN
= L1
||
L2 for uncoupled dual inductor topologies
(see Figure 16 and Figure 17)
Maximum Inductance
: Excessive inductance can reduce
current ripple to levels that are difficult for the current com-
parator (A3 in the Block Diagram) to cleanly discriminate,
thus causing duty cycle jitter and/or poor regulation. The
maximum inductance can be calculated by
:
L
MAX
=
V
IN
V
CESAT
I
MIN-RIPPLE
DC
f
where
L
MIN
= L1
for boost topologies (see Figure 15)
L
MIN
= L1 = L2 for coupled dual inductor topologies
(see Figure 16 and Figure 17)
L
MIN
= L1
||
L2 for uncoupled dual inductor topologies
(see Figure 16 and Figure 17)
I
MIN(RIPPLE)
= typically 80mA
Current Rating
: Finally, the inductor(s) must have a rating
greater than its peak operating current to prevent inductor
saturation resulting in efficiency loss. In steady state, the
peak input inductor current (continuous conduction mode
only) is given by:
I
L1-PEAK
=
|V
OUT
I
OUT
|
V
IN
h
+
V
IN
DC
2 L1 f
for the boost, SEPIC and dual inductor inverting topologies.
LT8580
11
8580fa
For more information www.linear.com/LT8580
applicaTions inForMaTion
For dual dual inductor topologies, the peak output inductor
current is given by:
I
L2-PEAK
=I
OUT
+
V
OUT
1
DC
( )
2 L2 f
For the dual inductor topologies, the total peak current is:
I
L-PEAK
=I
OUT
1+
V
OUT
h V
IN
+
V
IN
DC
2 L f
Note: Peak inductor current is limited by the switch current
limit. Refer to the Electrical Characteristics table and to
the Switch Current Limit vs Duty Cycle plot in the Typical
Performance Characteristics.
Capacitor Selection
Low ESR (equivalent series resistance) capacitors should
be used at the output to minimize the output ripple voltage.
Multilayer ceramic capacitors are an excellent choice, as
they have an extremely low ESR and are available in very
small packages. X5R or X7R dielectrics are preferred, as
these materials retain their capacitance over wider voltage
and temperature ranges. A 0.47µF to 10µF output capacitor
is sufficient for most applications. Always use a capacitor
with a sufficient voltage rating. Many ceramic capacitors,
particularly 0805 or 0603 case sizes, have greatly reduced
capacitance at the desired output voltage. Solid tantalum
or OS-CON capacitors can be used, but they will occupy
more board area than a ceramic and will have a higher
ESR with greater output ripple.
Ceramic capacitors also make a good choice for the input
decoupling capacitor, which should be placed as closely
as possible to the V
IN
pin of the LT8580 as well as to the
inductor connected to the input of the power path. If it is
not possible to optimally place a single input capacitor,
then use one at the V
IN
pin of the chip (C
VIN
) and one at
the input of the power path (C
PWR
). See equations in
Table 4, Table 5 and Table 6 for sizing information. A 1µF
to 2.2µF input capacitor is sufficient for most applications.
Table 2 shows a list of several ceramic capacitor manufac-
turers. Consult the manufacturers for detailed information
on their entire selection of ceramic parts.
Table 2. Ceramic Capacitor Manufacturers
Kemet www.kemet.com
Murata www.murata.com
Taiyo Yuden www.t-yuden.com
TDK www.tdk.com
Compensation—Adjustment
To compensate the feedback loop of the LT8580, a series
resistor-capacitor network in parallel with a single capacitor
should be connected from the VC pin to GND. For most
applications, the series capacitor should be in the range
of 470pF to 2.2nF with 1nF being a good starting value.
The parallel capacitor should range in value from 10pF to
100pF with 47pF a good starting value. The compensation
resistor, R
C
, is usually in the range of 5k to 50k. A good
technique to compensate a new application is to use a
100kΩ potentiometer in place of series resistor R
C
. With
the series capacitor and parallel capacitor at 1nF and 47pF
respectively, adjust the potentiometer while observing
the transient response and the optimum value for R
C
can
be found. Figure 3 (3a to 3c) illustrates this process for
the circuit of Figure 4 with a load current stepped be
-
tween 60mA and 160mA. Figure 3a shows the transient
response with R
C
equal to 2k. The phase margin is poor,
as evidenced by the excessive ringing in the output
voltage and inductor current. In Figure 3b, the value of
R
C
is increased to 3k, which results in a more damped
response. Figure 3c shows the results when R
C
is increased
further to 6.04k. The transient response is nicely damped
and the compensation procedure is complete.
Compensation—Theory
Like all other current mode switching regulators, the
LT8580 needs to be compensated for stable and efficient
operation. Two feedback loops are used in the LT8580—
a fast current loop which does not require compensation,
and a slower voltage loop which does. Standard bode plot
analysis can be used to understand and adjust the voltage
feedback loop.
LT8580
12
8580fa
For more information www.linear.com/LT8580
applicaTions inForMaTion
(3a) Transient Response Shows Excessive Ringing
Figure 3. Transient Response
(3b) Transient Response Is Better
(3c) Transient Response Is Well Damped
Figure 4. 1.5MHz, 5V to 12V Boost Converter
V
OUT
500mV/DIV
AC-COUPLED
I
L1
200mA/DIV
I
STEP
100mA/DIV
100µs/DIV
8580 F03a
V
OUT
500mV/DIV
AC-COUPLED
I
L1
200mA/DIV
I
STEP
100mA/DIV
100µs/DIV
8580 F03b
V
OUT
500mV/DIV
AC-COUPLED
I
L1
200mA/DIV
I
STEP
100mA/DIV
100µs/DIV
8580 F03c
C
OUT
4.7µF
V
OUT
12V
200mA
L1
15µH
D1
R
FBX
130k
V
IN
5V
V
IN
SW
8580 F04
LT8580
10k
R
C
6.04k
R
T
56.2k
SHDN
GND
FBX
VCSYNC
SSRT
C
C
3.3nF
C
F
47pF
C
SS
0.22µF
C
IN
2.2µF

LT8580IMS8E#TRPBF

Mfr. #:
Manufacturer:
Analog Devices / Linear Technology
Description:
Switching Voltage Regulators Boost/SEPIC/Inverting DC/DC Converter with 1A, 60V Switch, Soft-Start and Synchronization
Lifecycle:
New from this manufacturer.
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