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LM2633 Datasheet(PDF) 41 Page - Texas Instruments

Part # LM2633
Description  Advanced Two-Phase Synchronous Triple Regulator Controller for Notebook CPUs
PDF  47 Pages
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Manufacturer  TI1 [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI1 - Texas Instruments

LM2633 Datasheet(HTML) 41 Page - Texas Instruments

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R1
R2
vout1 (> 2V)
external
op-amp
fb1
2.00V
LM2633
www.ti.com
SNVS139C – MAY 2004 – REVISED APRIL 2005
Channel 2 output voltage should not go above 6V in pulse-skip mode. That is because the SENSE2 pin cannot
take a voltage higher than 6V. However, if force-PWM operation is the chosen operating mode, then the
SENSE2 pin can be grounded and there will be no limitation to Channel 2 output voltage.
If the desired Channel 1 voltage is higher than 2V, an op-amp and a voltage divider can be used to expand the
voltage range, as shown in Figure 23.
Figure 23. How to Make VOUT1 Higher Than 2V
It is recommended that the VIDx pins be all tied to ground so that the DAC is set at 2.00V. That will reduce the
total tolerance. The equations used to calculate Channel 2's feedback resistors and total tolerance still hold,
except that the reference voltage Vfb1 is 2.00V instead of 1.24V. Channel 1 can operate only in force-PWM mode
when it is configured as Figure 23.
Since an op-amp is an active device, pay close attention to its start up and shut down behavior. Make sure that it
does not create a problem during those times.
DESIGNING A POWER SUPPLY WITHOUT A LOAD TRANSIENT SPECIFICATION
Many times the load transient response of a buck regulator is not a critical issue. In that case, the selection of the
power stage components can start from the inductor ripple current. Choosing the peak-to-peak ripple current to
be 30% of the maximum load current is often a good starting point. Then the inductance value can be
determined by ripple, switching frequency and input and output voltages. By rearranging Equation 18, the
inductance value can be calculated as follows:
(80)
Example: Vin_max = 21V, Vn = 1.6V, Iload_max = 10A.
(81)
The output capacitors can be chosen based on the output voltage ripple requirement. If there is no specific
requirement, then a ±1% ripple level may be a good starting point. The equation for determining the impedance
of the output capacitors is:
(82)
If the ESR zero frequency of the capacitor is lower than the switching frequency, such as the case of aluminum,
tantalum and OSCON capacitors, then the output capacitors are chosen by the ESR value. Otherwise, such as in
the case of ceramic capacitors, the output capacitors are chosen by the capacitance. The equation is:
(83)
Basically make sure that the product of the impedance of the capacitors and the ripple current does not exceed
the ripple voltage requirement.
Example: Vn = 1.6V, Irip = 3A.
Copyright © 2004–2005, Texas Instruments Incorporated
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