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LINEAR TECHNOLOGY CORPORATION 2011
dn488f LT/AP 0311 226K • PRINTED IN THE USA
Linear Technology Corporation
1630 McCarthy Blvd., Milpitas, CA 95035-7417
(408) 432-1900
●
FAX: (408) 434-0507
●
www.linear.com
dissipation with or without air flow. Figure 5 shows the top
view thermal imaging of the LTM4611 at a power loss of 3.5W
with no air flow, when converting 5V to 1.5V.
Internal self-heating of the LTM4611 remains quite low even at a
low 1.8V input voltage due to its micropower bias generator that
enables strong gate drive for its power MOSFETs. Figure 6 shows
a power loss of 3.2W with hot spots slightly changed from their
positions with a 5V input—the nominal surface temperature is
60°C. Watch the associated videos to see the test set-up and
watch 200 LFM of air flow cool the unit by 10°C.
Data Sheet Download
www.linear.com/4611
For applications help,
call (408) 432-1900, Ext. 2593
Figure 5. 5V
IN
to 1.5V
OUT
at 15A Output Load.
3.5W Power Loss with 0LFM and 65°C Surface
Temperature Hot Spot
Figure 4. 1.8V
IN
to 1.5V
OUT
at 15A Output Load
Figure 3. 5V
IN
to 1.5V
OUT
at 15A Output Load
load-steps and 1µs transition times.) For this design example,
four 100µF ceramic capacitors are used. Figures 3 and 4 show
input and output ripple at 15A load with 20MHz bandwidth-limit.
View the associated videos to see the test methodology, as well
as ripple waveforms without bandwidth limiting.
For this design, the choice of input capacitors is critical due
to the low input voltage range. Long input traces can cause
voltage drops, which could nuisance-trip the µModule regula-
tor’s undervoltage lockout (UVLO) detection circuitry. Input
ripple, typically a non-issue with higher input voltages, may fall
a significant percentage below nominal—close to UVLO—at
lower input voltages. In this case, input voltage ripple should
be addressed since input filter oscillations can occur due to
poor damping under heavy load current. This design uses a
large 680µF POSCAP and two 47µF ceramic capacitors to com-
pensate for meter-long input cables used during bench testing.
Thermally Enhanced Packaging
The device’s LGA packaging allows heat sinking from both
the top and bottom, facilitating the use of a metal chassis or
a BGA heat sink. This form factor promotes excellent thermal
Figure 6. 1.8V
IN
to 1.5V
OUT
at 15A
Output Load. 3.2W Power Loss
with 0LFM and 65°C Surface
Temperature Hot Spot
Conclusion
The LTM4611 is a step-down µModule regulator that easily
fits into POL applications needing high output current from
low voltage inputs—from 1.5V to 5.5V. Efficiency and thermal
performance remain high across the entire input voltage range,
simplifying electrical, mechanical and system design in data
storage, RAID, ATCA, and many other applications.
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DN488 F03
SWITCH
V
IN
RIPPLE
V
OUT
RIPPLE
1µs/DIV
50mV/DIV
50mV/DIV
20mV/DIV
DN488 F04
SWITCH
V
IN
RIPPLE
V
OUT
RIPPLE
1µs/DIV
20mV/DIV
50mV/DIV
20mV/DIV