参数资料
型号: MIC9130YQS
厂商: Micrel Inc
文件页数: 16/19页
文件大小: 0K
描述: IC CTRLR DC-DC PWM HV HS 16-QSOP
标准包装: 98
应用: 控制器,电信
输入电压: 9 V ~ 18 V
输出数: 1
输出电压: 4.7 V ~ 5 V
工作温度: -40°C ~ 125°C
安装类型: 表面贴装
封装/外壳: 16-SSOP(0.154",3.90mm 宽)
供应商设备封装: 16-QSOP
包装: 管件
产品目录页面: 1086 (CN2011-ZH PDF)
其它名称: 576-2418
MIC9130YQS-ND
V SENSE 0 . 82
I SENSE
R SENSE = = = 0 . 164 Ω
P DISS RMS SENSE = 3 . 25 2 × 0 . 164 = 1 . 7 W
= I
× R
M 2 = = OUT
M 2 REFLECTED = M 2 ×
MIC9130
A 16.2 ohm, 1%, non inductive resistor with at least a 50mW
rating should be selected. A good choice would be an 0805
size metal ? lm or a 1/8 watt leaded metal ? lm resistor. A
series resistor between the current sense transformer and
the Isns input is not necessary unless it is used for low pass
? ltering.
If the current sense transformer were not used, the sense
resistor would dissipate 1.7 watts.
5
2
Slope Compensation
Power supplies using peak current mode control techniques
require slope compensation when they are operating in
continuous mode and have a duty cycle greater than 50%.
Without slope compensation, the duty cycle of the power sup-
ply will alternate wide and narrow pulses commonly referred
to as subharmonic oscillations. Even though the MIC9130
operates below a 50% duty cycle, slope compensation adds
the bene ? ts of improved transient response and greater
noise immunity in the current sense loop (especially when
the current ramp is shallow). Slope compensation can be
implemented by adding an optimum 1/2 of the inductor cur-
rent downslope, re ? ected back to the current sense input. In
real world applications, 2/3 of the inductor current downslope
is used to allow for component tolerances.
Slope compensation at the ISNS input may be implemented
by using a resistor and capacitor as shown in Figure 12. The
rectangular waveshape of the gate drive output is integrated
by the resistor/capacitor ? lter, which results in a ramp used
for the slope compensation signal. When the gate drive and
the current signal at the sense resistor goes low, the capaci-
tor is discharged to 0V.
Gate Drive
(pin 16)
Micrel, Inc.
where :
V O is the output voltage
V D is the forward voltage drop of the recti ? er diode
L is the inductance of the output inductor (or the
secondary windin g inductance for the ? yback
topology)
M2 is the inductor current downslope
For a boost topology, the inductor downslope is:
di  V ? V IN + V D
dt L
In a transformer isolated topology, the downslope must be
re ? ected back to the primary by the turns ratio of the trans-
former. The re ? ected downslope is:
Ns
Np
where : Ns/Np is the turns ratio of the secondary winding
to the primary winding.
M2 REFLECTED is the inductor curent downslope
re ? ected to the secondary side of the current
sense transformer.
The re ? ected downslope is multiplied by the current sense
resistor to obtain the downslope at the current sense input
pin (ISNS).
I SNS _ SLOPE = M 2 REFLECTED × R S
where Rs is the value of the current sense resistor.
The required downslope of the compensation ramp at the
ISNS input is:
M 3 = I SNS _ SLOPE × 0 . 67
R1 is know if a value for the resistor between the current
sense resistor and the Isns pin, has already been selected.
If not chose a value of 1k, which will minimize any offset
and signal degradation at the ISNS pin. Select a value of
C1 to minimize signal degradation from the cutoff frequency
MIC9130
R2
of R1/C1. The bandwidth should be at least six times the
C 1 =
I SNS
(pin 14)
R1
C1
R SENSE
switching frequency.
1
2 × π × f S × R 1
where: f S is the switching frequency of the power
supply (not the oscillator frequency)
M 3 = V GATE_DRIVE ×
×
V GATE _ DRIVE × R 1
di V + V D
Figure 12
The procedure outlined below demonstrates how to calculate
the component values.
Compute the inductor current downslope as seen at the cur-
rent sense input.
For a ? yback, buck or forward mode topology the
inductor downslope is equal to:
M 2 = = O
dt L
The slope of the generated compensation ramp is:
R1 1
R2 + R1 R2 × C1
Solving for R2 and assuming R2 is much greater than R1.
R 2 =
M 3 × C 1
where: V GATE_DRIVE is the amplitude of the gate
drive waveform
M9999-111108
16
November 2008
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