参数资料
型号: NCP5214AMNR2G
厂商: ON Semiconductor
文件页数: 23/31页
文件大小: 0K
描述: IC CTLR NOTEBOOK DDR PWR 22-DFN
产品变化通告: Product Discontinuation 01/Oct/2008
标准包装: 2,500
应用: 控制器,DDR
输入电压: 4.5 V ~ 24 V
输出数: 2
工作温度: -40°C ~ 85°C
安装类型: 表面贴装
封装/外壳: 22-VFDFN 裸露焊盘
供应商设备封装: 22-DFN(6x5)
包装: 带卷 (TR)
NCP5214A
BW +
R3 VIN 1
COUT
R3 +
Close loop system bandwidth can be calculated by:
(eq. 28)
R1 VRAMP 2 p L
Since the ramp amplitude of the PWM modulator has a
voltage feedforward function, the ramp amplitude is a
By using the above equations and guidelines, the
compensation components values can be determined by the
equations below:
2 p BW  VRAMP  R1   L  COUT (eq. 30)
VIN
function of V IN which can be determined by:
VRAMP + 1.25 V ) 0.045 (VIN?5.0 V) (eq. 29)
C2 +
2
L
R3
COUT
(eq. 31)
Below are some guidelines for setting the compensation
components:
1. Set a value for R 1 between 2.0 k W and 5.0 k W .
C1 +
C2
R3 C2
ESR COUT
* 1
(eq. 32)
2. Set a target for the close loop bandwidth which
should be less than 50% of the switching
frequency.
R4 +
p
fSW
R1
L
COUT * 1
(eq. 33)
3. Pick compensation DC gain (R 3 /R 1 ) for desired
close loop bandwidth.
C3 +
p
1
R4
fSW
(eq. 34)
4. Place 1st zero at half filter double pole.
5. Place 1st pole at ESR zero.
6. Place 2nd zero at filter double pole.
7. Place 2nd pole at half the switching frequency.
The modulator and filter gain, compensation gain, and
close loop gain asymptotic Bode plot can be drawn by the
calculated results to check the compensation gain and close
loop gain obtained. An example of asymptotic Bode plot is
shown in Figure 40.
The phase of the output filter can be calculated by:
(2 p f)
L
COUT?1
Phase(Filter) + ? tan ?1(2 p f
ESR
COUT)? tan ?1
2 p f  ESR ) DCR  COUT
2
(eq. 35)
where the DCR of the inductor can be neglected if the DCR is small.
The phase of the Type III compensation network can be calculated by:
Phase(TypeIII) + ?90 ° ) tan ?1(2 p f
R3
C2)? tan ?1 2 p f
R3
C1  C2
C1 ) C2
(eq. 36)
) tan ?1(2 p f
(R1 ) R4)
C3)? tan ?1(2 p f
R4
C3)
The close loop phase can be calculated by summing the
filter phase and compensation phase:
R2 +
0.8  R1
VOUT?0.8
(eq. 39)
Phase(CloseLoop) + Phase(Filter) ) Phase(TypeIII)
(eq. 37)
Then the close loop phase margin can be estimated by:
Phase(Margin) + Phase(CloseLoop) * ( * 180 ° )
(eq. 38)
It should be checked that closed loop gain has a 0 dB gain
crossing with ?20 dB/decade slope and a phase margin of
45 ° or greater. The compensation components values may
require some adjustment to meet these requirements.
Besides, the compensation gain should be checked with the
error amplifier open loop gain to make sure that it is
bounded by the error amplifier open loop gain.
The poles and zeros locations and hence the
compensation network components values may need to be
further fine tuned after actual system testing and analysis.
Feedback Resistor Divider
The output voltage of the buck regulator can be adjusted
by the feedback resistor divider formed by R 1 and R 2 . Once
the value of R 1 is selected when determining the
compensation components, the value of R 2 can be obtained
It is recommended to adjust the value of R 2 to fine?tune
the output voltage when it is necessary. The value of R 1
should not be changed since the compensation DC gain and
the 2 nd zero break frequency of the compensation gain are
contributed by R 1 . If the value of R 1 is changed, the
compensation, the close loop bandwidth and phase margin,
and the system stability will be affected. Besides, it is
recommended to use resistors with at least 1% tolerance for
R 1 and R 2 .
Soft?Start of Buck Regulator
A VDDQ soft?start feature is incorporated in the device
to prevent surge current from power supply and output
voltage overshoot during power up. When VDDQEN,
VCCA, and VOCDDQ rise above their respective upper
threshold voltages, the external soft?start capacitor C SS
will be charged up by a constant current source, I ss . When
the soft?start voltage (Vcss) rises above the SS_EN voltage
( X 50 mV), the BGDDQ and TGDDQ will start switching
and VDDQ output will ramp up with VFBDDQ following
the soft?start voltage. When the soft?start voltage reaches
the SS_OK voltage ( X Vref + 50 mV), the soft?start of
by:
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