LM4041BIM3X-1.2 National Semiconductor, LM4041BIM3X-1.2 Datasheet - Page 13

• Manufacturer Part Number: LM4041BIM3X-1.2
• Manufacturer: National Semiconductor

Specifications of LM4041BIM3X-1.2

• Fixed / Adjust / Prog: Precision
• Output Voltage (max): 1.225V
• Temperature Coefficient: 20ppm/°C
• Reference Voltage Accuracy (max): 0.2
• Load Regulation: 4mV(Typ)
• Operating Temp Range: -40C to 85C
• Operating Temperature Classification: Industrial
• Mounting: Surface Mount
• Pin Count: 3
• Package Type: SOT-23
• Lead Free Status / Rohs Status: Not Compliant

Applications Information
The LM4041 is a precision micro-power curvature-corrected
bandgap shunt voltage reference. For space critical applica-
tions, the LM4041 is available in the sub-miniature SOT-23
and SC70 surface-mount package. The LM4041 has been
designed for stable operation without the need of an external
capacitor connected between the “+” pin and the “−” pin. If,
however, a bypass capacitor is used, the LM4041 remains
stable. Design effort is further reduced with the choice of
either a fixed 1.2V or an adjustable reverse breakdown
voltage. The minimum operating current is 60 µA for the
LM4041-1.2 and the LM4041-ADJ. Both versions have a
maximum operating current of 12 mA.
LM4041s using the SOT-23 package have pin 3 connected
as the (-) output through the package’s die attach interface.
Therefore, the LM4041-1.2’s pin 3 must be left floating or
connected to pin 2 and the LM4041-ADJ’s pin 3 is the (-)
output.
LM4041s using the SC70 package have pin 2 connected as
the (−) output through the packages’ die attach interface.
Therefore, the LM4041-1.2’s pin 2 must be left floating or
connected to pin 1, and the LM4041-ADJ’s pin 2 is the (−)
output.
The typical thermal hysteresis specification is defined as the
change in +25˚C voltage measured after thermal cycling.
The device is thermal cycled to temperature -40˚C and then
measured at 25˚C. Next the device is thermal cycled to
temperature +125˚C and again measured at 25˚C. The re-
sulting V
thermal hysteresis. Thermal hysteresis is common in preci-
sion references and is induced by thermal-mechanical pack-
age stress. Changes in environmental storage temperature,
operating temperature and board mounting temperature are
all factors that can contribute to thermal hysteresis.
In a conventional shunt regulator application (Figure 1), an
external series resistor (R
ply voltage and the LM4041. R
flows through the load (I
current and supply voltage may vary, R
enough to supply at least the minimum acceptable I
LM4041 even when the supply voltage is at its minimum and
the load current is at its maximum value. When the supply
voltage is at its maximum and I
be large enough so that the current flowing through the
LM4041 is less than 12 mA.
R
desired load and operating current, (I
LM4041’s reverse breakdown voltage, V
The LM4041-ADJ’s output voltage can be adjusted to any
value in the range of 1.24V through 10V. It is a function of the
internal reference voltage (V
S
should be selected based on the supply voltage, (V
OUT
delta shift between the 25˚C measurements is
L
) and the LM4041 (I
S
) is connected between the sup-
REF
L
S
) and the ratio of the external
is at its minimum, R
determines the current that
L
R
S
.
and I
should be small
Q
). Since load
Q
), and the
S
Q
should
S
to the
), the
13
feedback resistors as shown in Figure 2 . The output voltage
is found using the equation
where V
internal V
determined by
where
and
∆V
typically −1.55 mV/V. You can get a more accurate indication
of the output voltage by replacing the value of V
equation (1) with the value found using equation (2).
Note that the actual output voltage can deviate from that
predicted using the typical value of ∆V
(2): for C-grade parts, the worst-case ∆V
mV/V. For D-grade parts, the worst-case ∆V
mV/V.
Typical Applications
REF
/∆V
O
FIGURE 2. Adjustable Shunt Regulator
REF
O
is the output voltage. The actual value of the
is found in the Electrical Characteristics and is
V
is a function of V
FIGURE 1. Shunt Regulator
REF
V
V
O
O
= ∆V
∆V
= V
= V
V
O
Y
REF
O
REF
= (V
= 1.240 V
(∆V
[(R2/R1) + 1]
[(R2/R1) + 1]
O
REF
O
− V
. The “corrected” V
/∆V
01139222
Y
)
O
01139234
) + V
REF
/∆V
REF
REF
Y
O
/∆V
/∆V
www.national.com
in equation
O
O
is −2.5
is −3.0
REF
REF
(1)
(2)
in
is