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ML4813IP 参数 Datasheet PDF下载

ML4813IP图片预览
型号: ML4813IP
PDF下载: 下载PDF文件 查看货源
内容描述: 反激式功率因数控制器 [Flyback Power Factor Controller]
分类和应用: 光电二极管控制器
文件页数/大小: 15 页 / 267 K
品牌: MICRO-LINEAR [ MICRO LINEAR CORPORATION ]
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ML4813  
APPLICATIONS (Continued)  
Note that V (q) = V x sin(q) and that V = 1.414 x V .  
RMS  
Several core materials are candidates for the inductor,  
IN  
P
P
The average value of the input triangular current is:  
such as powder iron, gapped ferrites, moly permalloy, etc.  
There are no particular restrictions on the inductor except  
that the inductance is the correct value and the losses are  
acceptable.  
tON  
IAVG q =  
™ IP ™ sinq  
0 5  
(7)  
2T  
Where I  
is the average value of the switch current (the  
AVG  
INPUT BYPASS CAPACITANCE  
value of the current at the input of the regulator after  
filtering), and T is the period of the switch cycle.  
The triangular high frequency current is bypassed by an  
input capacitor (C ). This should be a high quality film  
IN  
Substitution of (6) into (7) yields:  
capacitor with low ESR value for minimum losses and  
heating. Polyester, polypropylene or x-type (for line side)  
are good candidates. Typical values, depending on the  
power level, can range anywhere from 330nF to 1.5µF.  
The next filtering stage of the RFI filter has an inductor as  
2
L ™ IP  
IAVG q =  
™ sinq  
0 5  
(8)  
2.828 ™ T ™ VRMS  
Equation (8) clearly shows that the average value of the  
switch current is sinusoidal and in phase with the input  
voltage. The peak value of the average current is:  
an input to isolate C from the other capacitors which  
IN  
may be present at the input circuit. Note that C can be  
IN  
on either side of the bridge rectifier. The preferred  
location for low crossover distortion is on the input side.  
The ripple voltage across this capacitor is:  
2
L ™ IP  
IAVG(PEAK)  
Also:  
IAVG(PEAK)  
=
™ sinq  
(9)  
2.828 ™ T ™ VRMS  
-  
P
2P  
IN  
D
IN  
L ™ f ꢅ  
VC  
™
P P5 = C  
(14)  
0
™ f  
CIN ™ f ™ V  
IN  
IN  
2 ™ P  
VRMS  
Where V  
is the peak to peak worst case high  
IN  
C(P-P)  
=
(10)  
frequency capacitor voltage, and D is the switch duty  
cycle. The RFI filter that follows C has to be able to  
IN  
Rearranging equations (9) and (10) to solve for P yields:  
attenuate V  
to the levels set by the relevant  
IN  
C(P-P)  
regulatory specifications.  
2
L ™ IP ™ f  
P
=
(11)  
IN  
4
INPUT TRANSIENT OVERVOLTAGE PROTECTION  
For optimum performance and the lowest inductor peak  
currents, the inductor current should be at the verge of  
continuity at the lowest operating voltage point and at full  
load. This can be satisfied if:  
Careful examination of the power circuits reveals that  
there is no large capacitance at the input of the regulator.  
The only capacitance present is that of the RFI filter  
capacitors. These capacitors have a combined value in the  
range of a few microfarads, and their ability to absorb and  
minimize any line induced transients is almost  
nonexistent. Transients can also occur under sudden load  
removal. If the line impedance is inductive, hazardous  
drain-source voltages may be generated leading to the  
destruction of the power MOSFET. To keep this from  
happening, a transient over-voltage protection device  
should be installed such that enough safety margin is  
allowed for the power MOSFET. A good rule of thumb is:  
V
™ VOUT  
IN  
IP ˆ  
(12)  
f ™ L ™ V + VOUT  
1
6
IN  
Finally, (11) and (12) can be combined to derive an upper  
bound for the inductor value that will guarantee that the  
regulator always stays in the discontinuous mode of  
operation. If the regulator were to operate in the  
continuous mode the average input current would not be  
sinusoidal.  
2
BVDSS > VCLAMP + VOUT(OVP)  
Where BV is the drain-source breakdown voltage for  
(15)  
!
"
#
V
™ VOUT  
IN  
L ˆ  
(13)  
DSS  
2 f ™ P ™ V + VOUT  
#
$
1
6
IN  
IN  
the MOSFET, V  
is the activation or clamping voltage  
CLAMP  
of the over-voltage transient protector, and V  
is  
OUT(OVP)  
FLYBACK INDUCTOR CALCULATION  
the maximum output voltage which is set by the OVP  
function of the controller.  
Equation (13) gives the upper bound for the inductor  
value for any set of specified operating conditions.  
Normally, a few iterations may be required for finalizing  
the value to correct for second or third order effects. This  
means that a good initial value for the inductor is  
probably 10 to 20% lower than the value calculated by  
the right hand side expression in (13).  
THE OUTPUT CIRCUIT  
The output circuit for this topology, although non-  
isolated, does not share the same ground with the power  
circuit. Therefore connecting the two grounds with the  
measuring leads of instruments should be avoided.  
9