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MAX934CSE データシートの表示(PDF) - Maxim Integrated

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MAX934CSE Datasheet PDF : 16 Pages
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Ultra Low-Power, Low-Cost
Comparators with 2% Reference
maximum difference between REF and HYST (50mV)
will therefore produce a 100mV max hysteresis band.
Use the following equations to determine R1 and R2:
R1 =
VHB
(2 × IREF )
R2 =
1.182 –
VHB
2

IREF
Where IREF (the current sourced by the reference)
should not exceed the REF source capability, and
should be significantly larger than the HYST input
current. IREF values between 0.1µA and 4µA are
usually appropriate. If 2.4Mis chosen for
R2 (IREF = 0.5µA), the equation for R1 and VHB can be
approximated as:
R1 (k) = VHB (mV)
When hysteresis is obtained in this manner for
the MAX932/MAX933, the same hysteresis applies to
both comparators.
Hysteresis (MAX934)
Hysteresis can be set with two resistors using positive
feedback, as shown in Figure 4. This circuit generally
draws more current than the circuits using the HYST
pin on the MAX931/MAX932/MAX933, and the high
feedback impedance slows hysteresis. The design
procedure is as follows:
1. Choose R3. The leakage current of IN+ is under 1nA
(up to +85°C), so the current through R3 can be
around 100nA and still maintain good accuracy.
The current through R3 at the trip point is VREF/R3,
or 100nA for R3 = 11.8M. 10Mis a good
practical value.
2. Choose the hysteresis voltage (VHB), the voltage
between the upper and lower thresholds. In this
example, choose VHB = 50mV.
3. Calculate R1.
R1 = R3 × VHB
V+
= 10M × 0.05
5
= 100k
4. Choose the threshold voltage for VIN rising (VTHR). In
this example, choose VTHR = 3V.
5. Calculate R2.
R2 =
1


VTHR
(VREF × R1)
1
R1
1
R3

=
1

 (1.182
3
×
100k)
1
100k
1
10M

= 65.44k
A 1% preferred value is 64.9k.
6. Verify the threshold voltages with these formulas:
VIN rising :
VTHR
= VREF
×
R1
×
1
 R1
+
1
R2
+
1
R3 
VIN falling :
(R1 × V +)
VTHF = VTHR
R3
2.5V TO 11V
7
IREF
6
REF
V+
R1
MAX931
MAX932
5 MAX933
HYST
R2
V-
2
V+ R3
R1
VIN
R2
V+ OUT
MAX934 V-
GND
VREF
Figure 3. Programming the HYST Pin
Figure 4. External Hysteresis
10 ______________________________________________________________________________________

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