MAX1856
Wide Input Range, Synchronizable,
PWM SLIC Power Supply
______________________________________________________________________________________ 11
100kHz to 500kHz frequency, which is set by a resistor
(R
OSC
) connected from FREQ to GND. The relationship
between f
OSC
and R
OSC
is:
Thus, a 250kHz operating frequency, for example, is
set with R
OSC
= 200kΩ. At higher frequencies, the
magnetic components will be smaller. Peak currents
and, consequently, resistive losses will be lower at the
higher switching frequency. However, core losses, gate
charge currents, and switching losses increase with
higher switching frequencies.
Rising clock edges on SYNC/SHDN are interpreted as
synchronization input. If the sync signal is lost while
SYNC/SHDN is high, the internal oscillator takes over at
the end of the last cycle, and the frequency is returned
to the rate set by R
OSC
. If the signal is lost with
SYNC/SHDN low, the IC waits for 50µs before shutting
down. This maintains output regulation even with intermittent sync signals. When an external sync signal is
used, Idle Mode switchover at the 15mV current-sense
threshold is disabled so that Idle Mode only occurs at
very light loads. Also, R
OSC
should be set for a fre-
quency 15% below the SYNC clock rate:
Setting the Output Voltage
Set the output voltage using two external resistors forming a resistive divider to FB between the output and
REF. First select a value for R3 between 3.3kΩ and
100kΩ. R1 is then given by:
For a dual output as shown in Figure 1, a split feedback
technique is recommended. Since the feedback voltage threshold is 0, the total feedback current is:
Since the feedback resistors are connected to the reference, I
TOTAL
must be <400µA so that V
REF
is guaranteed to be in regulation (see Electrical Characteristics
Table). Therefore, select R3 so the total current value is
between 200µA and 250µA as shown in Figure 1. To
ensure that the MAX1856 regulates both outputs with
the same degree of accuracy over load, select the
feedback resistors (R1 and R2) so their current ratio
(I
R1:IR2
) equals the output power ratio (P
OUT1:POUT2
)
under full load:
Once R3 and the dual feedback currents (I
R1
and IR2)
are determined from the two equations above, use the
following two equations to determine R1 and R2:
Selecting the Transformer
The MAX1856 PWM controller works with economical
off-the-shelf transformers. The transformer selection
depends on the input-to-output voltage ratio, output
current capacity, duty cycle, and oscillator frequency.
Table 1 shows recommended transformers for the typical applications, and Table 2 gives some recommended suppliers.
Transformer Turns Ratio
The transformer turns ratio is a function of the input-tooutput voltage ratio and maximum duty cycle. Under
steady-state conditions, the change in flux density during the on-time must equal the return change in flux
density during the off-time (or flyback period):
For example, selecting a 50% duty cycle for the standard application circuit (Figure 1) and a +12V input
voltage, the -72V output requires a 1:6 turns ratio, and
the -24V output requires a 1:2 turns ratio. Therefore, a
transformer with a 1:2:2:2 turns ratio was selected.
Primary inductance
The average input current at maximum load can be calculated as:
where η = efficiency. For V
OUT
= -24V, I
OUT(MAX)
=
400mA, and V
IN(MIN)
= 10.8V as shown in Figure 1, this