参数资料
型号: ISL6227IRZ
厂商: Intersil
文件页数: 22/27页
文件大小: 0K
描述: IC CONTROLLER DDR, DDR2 28QFN
标准包装: 60
应用: 控制器,DDR,DDR2
输入电压: 5 V ~ 28 V
输出数: 2
输出电压: 0.9 V ~ 5.5 V
工作温度: -40°C ~ 100°C
安装类型: 表面贴装
封装/外壳: 28-VFQFN 裸露焊盘
供应商设备封装: 28-QFN 裸露焊盘(5x5)
包装: 管件
ISL6227
Based on the above description and functional block
diagram, the OC set resistor can be calculated as
Equation 18:
The inductor copper loss can be significant in the total
system power loss. Attention has to be given to the DCR
selection. Another factor to consider when choosing the
R set = ---------------------------------------------------
I OC r DS ( ON )
10.3V
--------------------------------- + 8 μ A
R CS + 140
(EQ.18)
inductor is its saturation characteristics at elevated
temperature. Saturated inductors could result in nuisance
OC, or OV trip.
Output voltage ripple and the transient voltage deviation are
I OC is the inductor peak current and not the load current.
Since inductor peak current changes with input voltage, it is
better to use an oscilloscope when testing the overcurrent
setting point to monitor the inductor current, and to
determine when the OC occurs. To get consistent test results
on different boards, it is best to keep the MOSFET at a fixed
temperature.
factors that have to be taken into consideration when
selecting an output capacitor. In addition to high frequency
noise related MOSFET turn-on and turn-off, the output
voltage ripple includes the capacitance voltage drop and
ESR voltage drop caused by the AC peak-to-peak current.
These two voltages can be represented by Equations 22
and 23:
Δ V c = ----------------------
The MOSFET will not heat-up when applying a very low
frequency and short load pulses with an electronic load to
the output.
As an example, assume the following:
I pp
8C o F sw
Δ V esr = I p – p ESR
(EQ.22)
(EQ.23)
? The maximum normal operation load current is 1
? The inductor peak current is 1.15x to 1.3x higher than the
load current, depending on the inductor value and the
input voltage
? The r DS(ON) has a 45% increase at higher temperature
I OC should set at least 1.8 to 2 times higher than the
maximum load current to avoid nuisance overcurrent trip.
Selection of the LC Filter
The duty cycle of a buck converter is a function of the input
voltage and output voltage. Once an output voltage is fixed,
it can be written as Equation 19:
These two components constitute a large portion of the total
output voltage ripple. Several capacitors have to be
paralleled in order to reduce the ESR and the voltage ripple.
If the output of the converter has to support another load
with high pulsating current, more capacitors are needed in
order to reduce the equivalent ESR and suppress the
voltage ripple to a tolerable level.
To support a load transient that is faster than the switching
frequency, more capacitors have to be used to reduce the
voltage excursion during load step change. Another aspect
of the capacitor selection is that the total AC current going
through the capacitors has to be less than the rated RMS
D ( V IN ) = ---------
V o
V IN
(EQ.19)
current specified on the capacitors, to prevent the capacitor
from over-heating.
Selection of the Input Capacitor
The switching frequency, F sw , of ISL6227 is 300kHz. The
peak-to-peak ripple current going through the inductor can
be written as Equation 20:
When the upper MOSFET is on, the current in the output
inductor will be seen by the input capacitor. Even though this
current has a triangular shape top, its RMS value can be
I pp = -----------------------------------------
V o ( 1 – D ( V IN ) )
F sw L o
(EQ.20)
fairly approximated by Equation 24:
lin rms ( V IN ) = D ( V IN ) *I load
(EQ.24)
As higher ripple current will result in higher switching loss
and higher output voltage ripple, the peak-to-peak current of
the inductor is generally designed with a 20% to 40%
peak-to-peak ripple of the nominal operation current. Based
on this assumption, the inductor value can be selected with
This RMS current includes both DC and AC components.
Since the DC component is the product of duty cycle and
load current, the AC component can be approximated by
Equation 25:
( D ( V IN ) – D ( V IN ) ) I load
Equation 20. In addition to the mechanical dimension, a
shielded ferrite core inductor with a very low DC resistance,
li nac ( V IN ) =
2
(EQ.25)
DCR, is preferred for less core loss and copper loss. The DC
copper loss of the inductor can be estimated by Equation 21:
AC components will be provided from the input capacitor.
2
P copper = I load DCR
22
(EQ.21)
The input capacitor has to be able to handle this ripple
current without overheating and with tolerable voltage ripple.
In addition to the capacitance, a ceramic capacitor is
generally used between the drain terminal of the upper
FN9094.7
May 4, 2009
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