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Rainbow Electronics MAX8760 User Manual

Page 29

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MAX8760

Dual-Phase, Quick-PWM Controller for AMD

Mobile Turion 64 CPU Core Power Supplies

______________________________________________________________________________________

29

Low-Power Pulse Skipping

During pulse-skipping override mode (SKIP = REF or
GND, Table 7), the multiphase quick-PWM controllers
use an automatic pulse-skipping control scheme. When
SKIP is pulled low, the controller uses the automatic
pulse-skipping control scheme, overriding forced-PWM
operation, and blanks the upper VROK threshold.
SKIP is a three-level logic input—GND, REF, or high.
This input is intended to be driven by a dedicated
open-drain output with the pullup resistor connected
either to REF (or a resistive divider from V

CC

) or to a

logic-level high-bias supply (3.3V or greater).

When driven to GND, the multiphase Quick-PWM
controller disables the secondary phase (DLS = PGND
and DHS = LXS) and the primary phase uses the auto-
matic pulse-skipping control scheme. When pulled up
to REF, the controller keeps both phases active and
uses the automatic pulse-skipping control scheme—
alternating between the primary and secondary phases
with each cycle.

Automatic Pulse-Skipping Switchover

In skip mode (SKIP = REF or GND), an inherent automatic
switchover to PFM takes place at light loads (Figure 7). A
comparator that truncates the low-side switch on-time at
the inductor current’s zero crossing affects this switch-
over. The zero-crossing comparator senses the inductor
current across the current-sense resistors. Once V

C

_

P

-

V

C

_

N

drops below the zero-crossing comparator thresh-

old (see the Electrical Characteristics table), the com-
parator forces DL low (Figure 5). This mechanism causes
the threshold between pulse-skipping PFM and nonskip-
ping PWM operation to coincide with the boundary
between continuous and discontinuous inductor-current
operation. The PFM/PWM crossover occurs when the
load current of each phase is equal to 1/2 the peak-to-
peak ripple current, which is a function of the inductor
value (Figure 7). For a battery input range of 7V to 20V,
this threshold is relatively constant, with only a minor
dependence on the input voltage due to the typically low
duty cycles. The total load current at the PFM/PWM
crossover threshold (I

LOAD(SKIP)

) is approximately:

where

η

TOTAL

is the number of active phases, and K is

the on-time scale factor (Table 6).

The switching waveforms may appear noisy and asyn-
chronous when light loading activates pulse-skipping
operation, but this is a normal operating condition that
results in high light-load efficiency. Varying the inductor
value makes trade-offs between PFM noise and light-load

efficiency. Generally, low inductor values produce a
broader efficiency vs. load curve, while higher values
result in higher full-load efficiency (assuming that the coil
resistance remains fixed) and less output voltage ripple.
Penalties for using higher inductor values include larger
physical size and degraded load-transient response,
especially at low input voltage levels.

Current-Limit Circuit

The current-limit circuit employs a unique “valley” current-
sensing algorithm that uses current-sense resistors
between the current-sense inputs (C_P to C_N) as the cur-
rent-sensing elements. If the current-sense signal of the
selected phase is above the current-limit threshold, the
PWM controller does not initiate a new cycle (Figure 8)
until the inductor current of the selected phase drops
below the valley current-limit threshold. When either phase
trips the current limit, both phases are effectively current
limited since the interleaved controller does not initiate a
cycle with either phase.

I

K

LOAD SKIP

TOTAL

(

)

=













η

V

L

V

- V

V

OUT

IN

OUT

IN

INDUCTOR CURRENT

I

LOAD

= I

PEAK

/2

ON-TIME

0

TIME

I

PEAK

L

V

BATT

- V

OUT

∆i
∆t

=

Figure 7. Pulse-Skipping/Discontinuous Crossover Point

INDUCTOR CURRENT

I

LIMIT(VALLEY)

= I

LOAD(MAX)

2 - LIR

2

η

(

)

TIME

0

I

PEAK

I

LOAD

I

LIMIT

Figure 8. “Valley” Current-Limit Threshold Point