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LM3445 Datasheet(PDF) 21 Page - Texas Instruments

Part # LM3445
Description  LM3445 TRIAC Dimmable Offline LED Driver
PDF  46 Pages
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Manufacturer  TI2 [Texas Instruments]
Direct Link  https://www.ti.com
Logo TI2 - Texas Instruments

LM3445 Datasheet(HTML) 21 Page - Texas Instruments

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VLED
= K u D
VBUCK
D
tON
fSW =
, and
1 - D
tOFF
fSW =
1
tOFF + tON
fSW =
D =
tON
tON + tOFF
=
VLED
VBUCK
'¶ =
tOFF
tON + tOFF
tOFF = C11 x 1.276V x
R4
VLED
dv
i = C dt
= D
1
K
VLED
VBUCK
u
= D =
tON
tON + tOFF
= tON x fSW
VLED
VBUCK
LM3445
www.ti.com
SNVS570M – JANUARY 2009 – REVISED NOVEMBER 2015
8 Application and Implementation
NOTE
Information in the following applications sections is not part of the TI component
specification, and TI does not warrant its accuracy or completeness. TI’s customers are
responsible for determining suitability of components for their purposes. Customers should
validate and test their design implementation to confirm system functionality.
8.1 Application Information
8.1.1 Determining Duty-Cycle (D)
As shown in Equation 4, duty cycle (D) approximately equals:
(4)
With efficiency considered:
(5)
For simplicity, choose efficiency between 75% and 85%.
8.1.2 Calculating Off-Time
The Off-Time of the LM3445 is set by the user and remains fairly constant as long as the voltage of the LED
stack remains constant. Calculating the off-time is the first step in determining the switching frequency of the
converter, which is integral in determining some external component values.
PNP transistor Q3, resistor R4, and the LED string voltage define a charging current into capacitor C11. A
constant current into a capacitor creates a linear charging characteristic, as shown in Equation 6.
(6)
Resistor R4, capacitor C11 and the current through resistor R4 (iCOLL), which is approximately equal to VLED/R4,
are all fixed. Therefore, dv is fixed and linear, and dt (tOFF) can now be calculated.
(7)
Equation 8 shows common equations for determining duty cycle and switching frequency in any buck converter.
(8)
Therefore:
(9)
With efficiency of the buck converter in mind, as shown in Equation 10.
(10)
Substitute equations and rearrange:
Copyright © 2009–2015, Texas Instruments Incorporated
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