Copyright ANPEC Electronics Corp.
Rev. A.6 - Nov., 2008
APW7093
www.anpec.com.tw11
Shutdown
Function Description
The APW7093 synchronous, current-mode, constant-off-
time, PWM DC-DC converter steps down input voltages
of 3V to 5.5V to an adjustable output voltage from 1.1V to
VIN, as set by the voltage applied at EXTREF. It sources
and sinks up 3A of output current. Internal switches com-
posed of a 90mW PMOS power switch and a 60mW NMOS
synchronous-rectifier switch improve efficiency, reduce
component count, and eliminate the need for an external
Schottky diode across the synchronous switch.
The APW7093 operates in a constant-off-time mode un-
der all loads. A single resistor-programmable constant-
tradeoffs in efficiency, switching noise, component size,
and cost. When power is drawn from a regulated supply,
constant-off-time PWM architecture essentially provides
constant-frequency operation. This architecture has the
inherent advantage of quick response to line and load
transients. The APW7093’s current-mode, constant-off-
time PWM architecture regulates the output voltage by
changing the PMOS switch on-time relative to the con-
stant-off-time.
Constant-Off-Time Operation
In the constant-off-time architecture, the FB voltage com-
parator turns the PMOS switch on at the end of each off-
time, keeping the device in continuous-conduction mode.
The PMOS switch remains on until the feedback voltage
exceeds the external reference voltage (VEXTREF) or the
positive current limit is reached. When the PMOS switch
turns off, it remains off for the programmed off-time (TOFF).
To control the current under short-circuit conditions, the
PMOS switch remains off for approximately 4xTOFF when
VFB<VEXTREF/4.
Synchronous Rectification
In a step-down regulator without synchronous rectification,
an external Schottky diode provides a path for current to
flow when the inductor is discharging. Replacing the
Schottky diode with a low-resistance NMOS synchronous
switch reduces conduction losses and improves
efficiency. The NMOS synchronous-rectifier switch turns
on following a short delay (typ. 20ns) after the PMOS power
switch turns off, thus preventing cross-conduction or
“shoot-through.” In constant-off-time mode, the synchro-
nous-rectifier switch turns off just prior to the PMOS power
switch turning on. While both switches are off, inductor
current flows through the internal body diode of the NMOS
switch.
Current Sourcing and Sinking
By operating in a constant-off-time and pseudo-fixed-fre-
quency mode, the APW7093 can both source and sink
current. Depending on the output current requirement,
the circuit operates in two modes. In the first mode, the
output draws current and the APW7093 behaves as a
regular buck controller, sourcing current to the output from
the input supply rail. However, when the output is sup-
plied by another source, the APW7093 operates in a sec-
ond mode as a synchronous boost, taking power from
the output and returning it to the input.
Thermal Resistance
Junction-to-ambient thermal resistance, θJA, is highly de-
pendent on the amount of copper area immediately sur-
rounding the IC leads. The APW7093 QFN package has 1
in square of copper area and a thermal resistance of
50°C/W with no forced airflow. The APW7093 16-pin SSOP
evaluation kit has 0.5 in square of copper area and a
thermal resistance of 80°C/W with no forced airflow. Air-
flow over the board significantly reduces the junction-to-
ambient thermal resistance. For heat sinking purposes,
it is essential to connect the exposed backside pad of the
TQFN package to a large analog ground plane.
Drive SHDN to a logic-level low to place the APW7093 in
low-power shutdown mode and reduce supply current
less than 1µA. In shutdown, all circuitry and internal
MOSFETs turn off, so the LX node becomes high
impedance. Drive SHDN to a logic-level high or connect
to VCC for normal operation.
Power Dissipation
Power dissipation in APW7093 is dominated by conduc-
tion losses in the two internal power switches. Power
dissipation due to charging and discharging the gate ca-
pacitance of the internal switches (i.e., switching losses)
is approximately:
SW
2
IND(CAP) fVCP××=