LT3478/LT3478-1
13
34781f
LT3478/LT3478-1
V
REF
CTRL2
CTRL1
10
13
12
R4
3478 F07
R2
R1
R3
R
Y
R
Y
R
X
R
X
R
NTC
R
NTC
R
NTC
R
NTC
DCBA
OPTION A TO D
APPLICATIO S I FOR ATIO
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CTRL2 to achieve the desired CTRL2 curve vs temperature.
The current derating curve shown in Figure 6 uses the
resistor network shown in option C of Figure 7.
to obtain a resistor’s exact values over temperature from
the manufacturer. Hand calculations of CTRL2 voltage
can then be performed at each given temperature and the
resulting CTRL2 curve plotted versus temperature. Several
iterations of resistor value calculations may be required
to achieve the desired breakpoint and slope of the LED
current derating curve.
Table 5. NTC Resistor Manufacturers/Distributors
MANUFACTURER
Murata Electronics North America www.murata.com
TDK Corporation www.tdk.com
Digi-key www.digikey.com
If calculation of CTRL2 voltage at various temperatures
gives a downward slope that is too strong, alternative
resistor networks can be chosen (B, C, D in Figure 7)
which use temperature independent resistance to reduce
the effects of the NTC resistor over temperature.
Murata Electronics provides a selection of NTC resistors
with complete data over a wide range of temperatures. In
addition, a software tool is available which allows the user
to select from different resistor networks and NTC resistor
values and then simulate the exact output voltage curve
(CTRL2 behavior) over temperature. Referred to as the
‘Murata Chip NTC Thermistor Output Voltage Simulator’,
users can log onto www.murata.com/designlib and down-
load the software followed by instructions for creating an
output voltage V
OUT
(CTRL2) from a specifi ed V
CC
supply
(V
REF
). At any time during selection of circuit parameters
the user can access data on the chosen NTC resistor by
clicking on a link to the Murata catalog.
The following example uses hand calculations to derive
the resistor values required for CTRL1 and CTRL2 pin
voltages to achieve a given LED current derating curve.
The resistor values obtained using the Murata simulation
tool are also provided and were used to create the derating
curve shown in Figure 6. The simulation tool illustrates
the non-linear nature of the NTC resistor temperature
coeffi cient at temperatures exceeding 50°C ambient. In
addition, the resistor divider technique using an NTC
resistor to derive CTRL2 voltage inherently has a fl atten-
ing characteristic (reduced downward slope) at higher
temperatures. To avoid LED current exceeding a maximum
Table 5 shows a list of manufacturers/distributors of NTC
resistors. There are several other manufacturers available
and the chosen supplier should be contacted for more
detailed information. To use an NTC resistor to indicate
LED temperature it is only effective if the resistor is con-
nected as close as possible to the LED(s). LED derating
curves shown by manufacturers are listed for ambient
temperature. The NTC resistor should be submitted to
the same ambient temperature as the LED(s). Since the
temperature dependency of an NTC resistor can be non-
linear over a wide range of temperatures it is important
Figure 7. Programming LED Current Derating Curve
vs Temperature (R
NTC
Located on LEDs PCB)
Figure 8. CTRL1, 2 Programmed Voltages vs Temperature
T
A
AMBIENT TEMPERATURE (°C)
0
CTRL1, CTRL2 PIN VOLTAGES (mV)
1100
1000
900
700
800
0
500
400
300
200
100
600
25
3478 F08
50 75 100
LED CURRENT = MINIMUM
OF CTRL1, CTRL2
R3 = OPTION C
CTRL1
CTRL2
LT3478/LT3478-1
14
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allowed level at higher temperatures, the CTRL2 voltage
curve may require a greater downward slope between
25°C and 50°C to compensate for that loss of slope at
higher temperatures.
Example: Calculate the resistor values required for generat-
ing CTRL1 and CTRL2 from V
REF
based on the following
requirements:
(a) I
LED
= 700mA at 25°C
(b) I
LED
derating curve breakpoint occurs at 25°C
(c) I
LED
derating curve has a slope of –200mA/25°C be-
tween 25°C and 50°C ambient temperature
Step1: Choose CTRL1 = 700mV for I
LED
= 700mA
CTRL1 = V
REF
/(1 + R2/R1)
R2 = R1 • [(V
REF
/CTRL1) – 1]
For V
REF
= 1.24V and choosing R1 = 22.1k,
R2 = 22.1k [(1.24/0.7) – 1]
R2 = 17k (choose 16.9k)
CTRL1 = 1.24/(1 + (16.9/22.1))
CTRL1 = 703mV (I
LED
= 703mA)
Step 2: Choose resistor network option A (Figure 7) and
CTRL2 = CTRL1 for 25°C breakpoint
start with R4 = R2 = 16.9k, R
NTC
= 22k (closest value
available)
CTRL2 = 701mV (I
LED
= Min(CTRL1, CTRL2) • 1A =
701mA)
Step 3: Calculate CTRL2 slope between 25°C and 50°C
CTRL2 (T) = 1.24/(1 + R4/R
NTC
(T))
at T = T
O
= 25°C, CTRL2 = 701mV
at T = 50°C, R
NTC
(T) = R
NTC
(T
O
).e
x
, x = B [(1/(T + 273)
– 1/298)]
(B = B-constant; linear over the 25°C to 50°C temperature
range)
For R
NTC
B-constant = 3950 and T = 50°C
x = 3950 [(1/323) – 1/298] = –1.026
R
NTC
(50°C) = R
NTC
(25°C).e
–1.026
R
NTC
(50°C) = 22k • 0.358
R
NTC
(50°C) = 7.9k
CTRL2(50°C) = 1.24/(1 + 16.9/7.9) = 395mV
CTRL2 slope (25°C to 50°C) = [CTRL2(50°C)
– CTRL2(25°C)]/25°C
= (395 – 701)/25
= –306mV/25°C
I
LED
slope = –306mA/25°C
The required I
LED
slope is –200mA/25°C. To reduce the
slope of CTRL2 versus temperature it is easier to keep
the exact same NTC resistor value and B-constant (there
are limited choices) and simply adjust R4 and the type
of resistor network used for the CTRL2 pin. By changing
the resistor network to option C it is possible to place a
temperature independent resistor in series with R
NTC
to
reduce the effects of R
NTC
on the CTRL2 pin voltage over
temperature.
Step 4: Calculate the resistor value required for R
Y
in
resistor network option (c) (Figure 7) to provide an I
LED
slope of –200mA/25°C between 25°C and 50°C ambient
temperature.
CTRL2 (25°C) = 0.7V = 1.24/(1 + (R4/(R
NTC
(25°C)+
R
Y
))
R4 = 0.77 (R
NTC
(25°C) + R
Y
) (a)
for –200mA/25°C slope ≥ CTRL2(50°C) = 0.7 – 0.2 =
0.5
CTRL2(50°C) = 0.5V = 1.24/(1 + (R4/(R
NTC
+ R
Y
))
R4 = 1.48 (R
NTC
(50°C) + R
Y
) (b)
Equating (a) = (b) and knowing R
NTC
(25°C) = 22k and
R
NTC
(50°C) = 7.9k gives,
0.77 (22k + R
Y
) = 1.48 (7.9k + R
Y
)
17k + 0.77 R
Y
= 11.7 k + 1.48 R
Y
R
Y
= (17k – 11.7k)/(1.48 – 0.77)
R
Y
= 7.5k
LT3478/LT3478-1
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The value for R4 can now be solved using equation (a)
where,
R4 = 0.77 (R
NTC
(25°C) + R
Y
) = 0.77 (22k + 7.5k)
R4 = 22.7k (choose 22.6k)
I
LED
slope can now be calculated from,
I
LED
slope = [CTRL2(50°C) – CTRL2(25°C)]/25°C
where CTRL2 (50°C) = 1.24/(1 + 22.6/(7.9 + 7.5)) =
503mV
and CTRL2 (25°C) = 1.24/(1 + 39.2/(22 + 28.7)) =
699mV
giving I
LED
slope (from 25°C to 50°C)
= 503mV – 699mV/25°C
= –196mV/25°C => I
LED
slope = –196mA/25°C
Using the Murata simulation tool for the resistor network
and values in the above example shows a CTRL2 volt-
age curve that fl attens out as temperatures approach
100°C ambient. The fi nal resistor network chosen for the
derating curve in Figure 6 used option C network with
R4 = 19.3k, R
NTC
= 22k (NCP15XW223J0SRC) and R
Y
= 3.01k. Although the CTRL2 downward slope is greater
than –200mA/25°C initially, the slope is required to avoid
exceeding maximum allowed LED currents at high ambient
temperatures (see Figure 6).
PWM Dimming
Many LED applications require an accurate control of the
brightness of the LED(s). In addition, being able to main-
tain a constant color over the entire dimming range can
be just as critical. For constant color LED dimming, the
LT3478/LT3478-1 provide a PWM pin and special internal
circuitry to allow up to a 3000:1 wide PWM dimming
range. With an N-channel MOSFET connected between
the LED(s) and ground and a PWM signal connected to
the gate of the MOSFET and the PWM pin (Figure 9), it
is possible to control the brightness of the LED(s) based
on PWM signal duty cycle only. This form of dimming is
superior to dimming control using an analog input voltage
(reducing CTRL1 voltage) because it allows constant color
to be maintained during dimming. The maximum current
for the output LED(s) is programmed for a given bright-
ness/color and “chopped” over a PWM duty cycle range
(Figure 10) from 100% to as low as 0.033%.
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Figure 9. PWM Dimming Control Using the LT3478/LT3478-1
Figure 10. PWM Dimming Waveforms Using the
LT3478/LT3478-1
LT3478/
LT3478-1
SHDN
V
IN
V
REF
V
OUT
LED
CTRL2
OVPSET
PWMV
C
V
S
LSW
PWM DIMMING
CONTROL
3478 F09
CTRL1
R
T
R
SENSE
C
OUT
D1
D2
(LT3478)
PWM
INDUCTOR
CURRENT
3478 F10
LED
CURRENT
MAX I
LED
T
PWM
TON
PWM
(= 1/f
PWM
)
Some general guidelines for LED Current Dimming using
the PWM pin (see Figure 10):
(1) PWM Dimming Ratio (PDR) = 1/(PWM duty cycle) =
1/(TON
PWM
• f
PWM
)
(2) Lower f
PWM
allows higher PWM Dimming Ratios
(use minimum f
PWM
= 100Hz to avoid visible fl icker and
to maximize PDR)
(3) Higher f
OSC
value improves PDR (allows lower TON
PWM
)
but will reduce effi ciency and increase internal heating. In
general, minimum operational TON
PWM
= 3 • (1/f
OSC
).
(4) Lower inductor value improves PDR

LT3478IFE-1#TRPBF

Mfr. #:
Manufacturer:
Analog Devices / Linear Technology
Description:
LED Lighting Drivers 4.5A 42V, 2.25MHz Boost LED Driver w/ True Color PWM Dimming
Lifecycle:
New from this manufacturer.
Delivery:
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