LM4040/4041 Micrel
LM4040/4041 12 January 2000
Applications Information
The LM4040 and LM4041 have been designed for stable
operation without the need of an external capacitor con-
nected between the (+) and (–) pins. If a bypass capacitor is
used, the references remain stable.
Schottky Diode
LM4040-x.x and LM4041-1.2 in the SOT-23 package have a
parasitic Schottky diode between pin 2 (–) and pin 3 (die
attach interface connect). Pin 3 of the SOT-23 package must
float or be connected to pin 1. LM4041-ADJs use pin 3 as the
(–) output.
Conventional Shunt Regulator
In a conventional shunt regulator application (see Figure 1),
an external series resistor (RS) is connected between the
supply voltage and the LM4040-x.x or LM4041-1.2 reference.
RS determines the current that flows through the load (IL) and
the reference (IQ). Since load current and supply voltage may
vary, RS should be small enough to supply at least the
minimum acceptable IQ to the reference 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 IL is at its minimum, RS should be large enough so that
the current flowing through the LM4040-x.x is less than
15mA, and the current flowing through the LM4041-1.2 or
LM4041-ADJ is less than 12mA.
RS is determined by the supply voltage (VS), the load and
operating current, (IL and IQ), and the reference’s reverse
breakdown voltage (VR).
Rs = (Vs – VR) / (IL + IQ)
Adjustable Regulator
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 (VREF) and the ratio of the external
feedback resistors as shown in Figure 2. The output is found
using the equation
(1) VO = VREF´ [ (R2/R1) + 1 ]
where VO is the desired output voltage. The actual value of
the internal VREF is a function of VO. The “corrected” VREF is
determined by
(2) VREF´ = VO (∆VREF / ∆VO) + VY
where VO is the desired output voltage. ∆VREF / ∆VO is found
in the Electrical Characteristics and is typically –1.3mV/V and
VY is equal to 1.233V. Replace the value of VREF´ in equation
(1) with the value found using equation (2).
Note that actual output voltage can deviate from that pre-
dicted using the typical ∆VREF / ∆VO in equation (2); for C-
grade parts, the worst-case ∆VREF / ∆VO is –2.5mV/V and
VY = 1.248V.
The following example shows the difference in output voltage
resulting from the typical and worst case values of
∆VREF / ∆VO:
Let VO = +9V. Using the typical values of ∆VREF /∆VO , VREF
is 1.223V. Choosing a value of R1 = 10kΩ, R2 = 63.272kΩ.
Using the worst case ∆VREF / ∆VO for the C-grade and D-
grade parts, the output voltage is actually 8.965V and 8.946V
respectively. This results in possible errors as large as 0.39%
for the C-grade parts and 0.59% for the D-grade parts. Once
again, resistor values found using the typical value of
∆VREF / ∆VO will work in most cases, requiring no further
adjustment.
Figure 4. Voltage Level Detector
R1
120
R2
1M
FB
+
–
LM4041-ADJ
D1
λ
< –12V
LED ON
R3
200
–5V
D1 λ
LM4041-
ADJ
R1
120k
R2
1M
FB
–
+
R3
330
> –12V
LED ON
–5V
Figure 3. Voltage Level Detector