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AB20-3 参数 Datasheet PDF下载

AB20-3图片预览
型号: AB20-3
PDF下载: 下载PDF文件 查看货源
内容描述: 电气设计考虑食人鱼LED灯 [Electrical Design Considerations for SuperFlux LEDs]
分类和应用:
文件页数/大小: 37 页 / 2017 K
品牌: LUMILEDS [ LUMILEDS LIGHTING COMPANY ]
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Key Concepts for Electrical Design of LED Signal Lamps  
Presently, most current LED signal lamp  
designs use resistive current limiting for the LED  
array. Since most LED signal lamps are driven  
from 12 to 24 V dc and require several LED  
emitters, the emitters can be connected in  
series and share the same supply current.  
Some of the most common circuit  
Where:  
VIN = input voltage applied to the circuit  
VF = forward voltage of LED emitter at forward  
current IF  
VD = voltage drop across optional reverse  
transient EMC protection diode  
y = number of series connected LED emitters  
x = number of paralleled strings  
configurations are shown in Figure 3.1. The  
series connected string circuit in Figure 3.1a  
uses a separate current limiting resistor for each  
string of y LED emitters. The paralleled-string  
circuit in Figure 3.1b uses a single resistor for  
the entire LED array. Note that this circuit uses x  
strings with y LED emitters per string. The  
cross-connected paralleled string circuit shown  
in Figure 3.1c has one or more cross  
Thus for a given IF , the value of R depends both  
on the number of LED emitters per string as well  
as the number of paralleled strings.  
As shown later in the section “LED Emitter  
Modeling” the forward voltage of an LED emitter  
can be mathematically modeled by the following  
equation:  
connections between the strings of LED  
emitters. A mechanical analogy to this circuit is  
that the circuit looks like a “ladder” with each  
cross connection being a “rung” on the  
VF @?V O + RS IF  
“ladder.” In the diagram, z, refers to the number  
of series connected LED emitters between each  
“rung” with 1 £ z £ y. Most CHMSL designs  
use either several series connected strings  
(Figure 3.1a) or several cross-connected series  
strings (Figure 3.1c) with z =1. Note that in  
order to obtain the same forward current for  
all of LED emitters, both of the circuits  
shown in Figure 3.1b and Figure 3.1c need  
to have the same number of LED emitters in  
each string and each “rung” for Figure 3.1c.  
Where:  
VO = turn-on voltage of each LED emitter  
RS = series resistance of each LED emitter  
This equation is known as the linear forward  
voltage model since it models the forward  
voltage of the LED with a straight line. In using  
this model it is important to remember that it can  
only be used over a specific range of forward  
currents. Outside of this range, the model will  
give misleading results. Using the linear forward  
voltage model, this equation can be rewritten as:  
Note that if all LED emitters have identical  
electrical forward characteristics, then the value  
of the external current limiting resistor, R, is  
equal to:  
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