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AN-6005

更新时间: 2022-07-03 09:18:04
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MOSFET损耗计算,Synchronous buck MOSFET loss calculations with Excel model

AN-6005 数据手册

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www.fairchildsemi.com  
AN-6005  
Synchronous buck MOSFET loss calculations  
with Excel model  
Jon Klein Power Management Applications  
Abstract  
The synchronous buck circuit is in widespread use to  
provide “point of use” high current, low voltage  
power for CPU’s, chipsets, peripherals etc.  
High-Side Losses:  
The power loss in any MOSFET is the combination  
of the switching losses and the MOSFET’s  
conduction losses.  
Typically used to convert from a 12V or 5V “bulk”  
supply, they provide outputs as low as 0.7V for low  
voltage CPUs made in sub-micron technologies.  
P
= P  
+ P  
COND  
(1)  
MOSFET  
SW  
Q1 (Figure 1) bears the brunt of the switching losses,  
since it swings the full input voltage with full current  
through it. In low duty cycle converters (for  
example: 12VIN to 1.8VOUT) switching losses tend to  
dominate.  
The majority of the power lost in the conversion  
process is due to losses in the power MOSFET  
switches. The profiles of loss for the High-Side and  
Low-Side MOSFET are quite different.  
These low output voltage converters have low duty  
cycles, concentrating the majority of the conduction  
loss in the low-side MOSFET.  
High-Side Conduction Losses:  
Calculating high-side conduction loss is  
straightforward as the conduction losses are just the  
I2R losses in the MOSFET times the MOSFET’s duty  
cycle:  
V IN  
High-Side  
Q1  
V
2
OUT  
P
= I  
R •  
DS(ON)  
(2)  
COND  
OUT  
V
IN  
L1  
SW NODE  
+
where RDS(ON) is @ the maximum operating  
MOSFET junction temperature (TJ(MAX) ).  
VOUT  
D1  
The maximum operating junction temperature is  
equation can be calculated by using an iterative  
technique. Since  
Low-Side  
Q2  
RDS(ON) rises with TJ and  
Figure 1. Synchronous Buck output stage  
TJ rises with PD (dissipated power) and  
PD is largely being determined by I2 x RDS(ON)  
The spreadsheet calculator iterates the die  
For the examples in the following discussion, we will  
be analyzing losses for the following synchronous  
buck converter:  
.
temperature and accounts for the MOSFET's positive  
RDS(ON) temperature coefficient. Iteration continues  
in the "DieTemp" custom function until the die  
temperature has stabilized to within 0.01°C.  
System Parameters  
VIN  
12  
1.5  
15  
V
V
VOUT  
IOUT  
FSW  
A
300  
kHz  
High-Side Switching Losses:  
The switching time is broken up into 5 periods (t1-t5)  
as illustrated in Figure 3. The top drawing in Figure  
3 shows the voltage across the MOSFET and the  
current through it. The bottom timing graph  
represents VGS as a function of time. The shape of  
this graph is identical to the shape of the QG curve  
contained in MOSFET datasheets, which assumes the  
gate is being driven with a constant current. The QG  
Table 1. Example Synchronous Buck  
A spreadsheet to aid in the estimation of synchronous  
buck losses is available on Fairchild’s web site on  
(click here to download):  
http://www.fairchildsemi.com/collateral/AN-  
6005.zip. Operation of the spreadsheet is described  
in the Appendix at the end of this document.  
1.0.1 01/04/2006  

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