LTM4603/LTM4603-1
13
4603fb
Figure 4 provides a ratio of peak-to-peak output ripple cur-
rent to the inductor current as a function of duty cycle and
the number of paralleled phases. Pick the corresponding
duty cycle and the number of phases to arrive at the correct
output ripple current ratio value. If a 2-phase operation
is chosen at a duty cycle of 21%, then 0.6 is the ratio.
This 0.6 ratio of output ripple current to inductor ripple
of 3A equals 8A of effective output ripple current. Refer
to Application Note 77 for a detailed explanation of output
ripple current reduction as a function of paralleled phases.
The output ripple voltage has two components that are
related to the amount of bulk capacitance and effective
series resistance (ESR) of the output bulk capacitance.
Therefore, the output ripple voltage can be calculated with
the known effective output ripple current. The equation:
ΔV
OUT(P-P)
≈ (ΔI
L
/(8 • f • m C
OUT
) + ESR ΔI
L
), where
f is frequency and m is the number of parallel phases.
This calculation process can be easily accomplished by
LTpowerCAD™.
Fault Conditions: Current Limit and Overcurrent
Foldback
The LTM4603 has a current mode controller which inher-
ently limits the cycle-by-cycle inductor current, not only in
steady-state operation but also in response to transients.
To further limit current in the event of an overload condi-
tion, the LTM4603 provides foldback current limiting. If the
output voltage falls by more than 50%, then the maximum
output current is progressively lowered to about one sixth
of its full current limit value.
Soft-Start and Tracking
The TRACK/SS pin provides a means to either soft-start
the regulator or track it to a different power supply. A
capacitor on this pin will program the ramp rate of the
output voltage. A 1.5µA current source will charge up the
external soft-start capacitor to 80% of the 0.6V internal
voltage reference plus or minus any margin delta. This will
Figure 4. Normalized Output Ripple Current vs Duty Cycle, Dlr = V
O
T/L
I
applications inForMation
DUTY CYCLE (V
O
/V
IN
)
0.1 0.15 0.2 0.25 0.350.3 0.4 0.45 0.5 0.55 0.6 0.65 0.7 0.75 0.8 0.85 0.9
1.00
0.95
0.90
0.85
0.80
0.75
0.70
0.65
0.60
0.55
0.50
0.45
0.40
0.35
0.30
0.25
0.20
0.15
0.10
0.05
0
4603 F04
6-PHASE
4-PHASE
3-PHASE
2-PHASE
1-PHASE
PEAK-TO-PEAK OUTPUT RIPPLE CURRENT
DIr
RATIO =
LTM4603/LTM4603-1
14
4603fb
control the ramp of the internal reference and the output
voltage. The total soft-start time can be calculated as:
t
SOFTSTART
= 0.8 0.6V ± V
OUT(MARGIN)
( )
C
SS
1.5µA
When the RUN pin falls below 1.5V, then the TRACK/SS
pin is reset to allow for proper soft-start control when the
regulator is enabled again. Current foldback and forced
continuous mode are disabled during the soft-start pro-
cess. The soft-start function can also be used to control
the output ramp up time, so that another regulator can
be easily tracked to it.
Output Voltage Tracking
Output voltage tracking can be programmed externally
using the TRACK/SS pin. The output can be tracked up
and down with another regulator. Figure 5 shows an ex-
ample of coincident tracking where the master regulators
output is divided down with an external resistor divider
that is the same as the slave regulators feedback divider.
The master output must be greater than the slave output
for the tracking to work. Figure 6 shows the coincident
output tracking characteristics.
Ratiometric tracking can be achieved by a few simple
calculations and the slew rate value applied to the masters
TRACK/SS pin. The TRACK/SS pin has a control range
from 0V to 0.6V. The masters TRACK/SS pin slew rate
is directly equal to the masters output slew rate in volts/
time. The equation:
MR
SR
60.4k = R
T
where MR is the masters output slew rate and SR is the
slave’s output slew rate in volts/time. When coincident
tracking is desired, then MR and SR are equal, thus R
TB
is equal to 60.4k. R
B
is derived from equation:
R
B
=
0.6V
V
FB
60.4k
+
V
FB
R
FB
(Slave)
V
TRACK
R
TB
where V
FB
is the feedback voltage reference of the regula-
tor, and V
TRACK
is 0.6V.
In ratiometric tracking, a different slew rate maybe desired
for the slave regulator. R
T
can be solved for when SR is
slower than MR. Make sure that the slave supply slew
rate is chosen to be fast enough so that the slave output
voltage will reach its final value before the master output.
For example, MR = 1.5V/ms, and SR = 1.2V/ms. Then R
T
= 75k. Solve for R
B
to equal 51.1k.
For applications that do not require tracking or sequencing,
simply tie the TRACK/SS pin to INTV
CC
to let RUN control
the turn on/off. When the RUN pin is below its threshold
or V
IN
is below the undervoltage lockout threshold, then
TRACK/SS is pulled low.
Figure 5. Coincident Tracking Schematic
Figure 6. Coincident Output Tracking Characteristics
OUTPUT
VOLTAGE
TIME
4603 F06
MASTER OUTPUT
SLAVE OUTPUT
applications inForMation
V
OUT
V
FB
MARG0
MARG1
V
OUT_LCL
DIFFV
OUT
V
OSNS
+
V
OSNS
PGOOD
MPGM
RUN
COMP
INTV
CC
DRV
CC
TRACK/SS
TRACK CONTROL
PLLIN
LTM4603
R
SET
40.2k
100k
R
B
40.2k
MASTER
OUTPUT
R
T
60.4k
C
OUT
SLAVE OUTPUT
4603 F05
C
IN
V
IN
f
SETPGNDSGND
V
IN
LTM4603/LTM4603-1
15
4603fb
Run Enable
The RUN pin is used to enable the power module. The
pin has an internal 5.1V Zener to ground. The pin can be
driven with a logic input not to exceed 5V.
The RUN pin can also be used as an undervoltage lock out
(UVLO) function by connecting a resistor divider from the
input supply to the RUN pin:
V
UVLO
=
R1
+
R2
R2
1.5V
See the Simplified Block Diagram (Figure 1).
Power Good
The PGOOD pin is an open-drain pin that can be used to
monitor valid output voltage regulation. This pin monitors
a ±10% window around the regulation point and tracks
with margining.
COMP Pin
This pin is the external compensation pin. The module has
already been internally compensated for most output volt-
ages. Table 2 is provided for most application requirements.
LTpowerCAD is available for control loop optimization.
PLLIN
The power module has a phase-locked loop comprised
of an internal voltage controlled oscillator and a phase
detector. This allows the internal top MOSFET turn-on
to be locked to the rising edge of an external clock. The
frequency range is ±30% around the operating frequency
of 1MHz. A pulse detection circuit is used to detect a clock
on the PLLIN pin to turn on the phase-locked loop. The
pulse width of the clock has to be at least 400ns and the
amplitude at least 2V. The PLLIN pin must be driven from a
low impedance source such as a logic gate located close to
the pin. During start-up of the regulator, the phase-locked
loop function is disabled.
INTV
CC
and DRV
CC
Connection
An internal low dropout regulator produces an internal
5V supply that powers the control circuitry and DRV
CC
for driving the internal power MOSFETs. Therefore, if
the system does not have a 5V power rail, the LTM4603
can be directly powered by Vin. The gate driver current
through the LDO is about 20mA. The internal LDO power
dissipation can be calculated as:
P
LDO_LOSS
= 20mA • (V
IN
– 5V)
The LTM4603 also provides the external gate driver voltage
pin DRV
CC
. If there is a 5V rail in the system, it is recom-
mended to connect the DRV
CC
pin to the external 5V rail.
This is especially true for higher input voltages. Do not
apply more than 6V to the DRV
CC
pin. A 5V output can be
used to power the DRV
CC
pin with an external circuit as
shown in Figure 16.
Parallel Operation of the Module
The LTM4603 device is an inherently current mode con-
trolled device. Parallel modules will have very good current
sharing. This will balance the thermals on the design. The
voltage feedback equation changes with the variable n as
modules are paralleled:
V
OUT
= 0.6V
60.4k
n
+ R
FB
R
FB
or equivalently,
R
FB
=
60.4k
n
V
OUT
0.6V
1
where n is the number of paralleled modules.
Thermal Considerations and Output Current Derating
The power loss curves in Figures 7 and 8 can be used
in coordination with the load current derating curves in
Figures 9 to 12, and Figures 13 to 14 for calculating an
approximate θ
JA
for the module with various heat sinking
methods. Thermal models are derived from several tem-
perature measurements at the bench and thermal modeling
analysis. Thermal Application Note 103 provides a detailed
explanation of the analysis for the thermal models and the
derating curves. Tables 3 and 4 provide a summary of the
equivalent θ
JA
for the noted conditions. These equivalent
θ
JA
parameters are correlated to the measured values,
applications inForMation

LTM4603IV#PBF

Mfr. #:
Manufacturer:
Analog Devices / Linear Technology
Description:
Switching Voltage Regulators 20V, 6A Step-down Module Regulator with PLL input
Lifecycle:
New from this manufacturer.
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