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A1389LLHLX-RP9-T Datasheet(PDF) 7 Page - Allegro MicroSystems

Part # A1389LLHLX-RP9-T
Description  Linear Hall-Effect Sensor ICs with Analog Output
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Manufacturer  ALLEGRO [Allegro MicroSystems]
Direct Link  http://www.allegromicro.com
Logo ALLEGRO - Allegro MicroSystems

A1389LLHLX-RP9-T Datasheet(HTML) 7 Page - Allegro MicroSystems

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Linear Hall-Effect Sensor ICs with Analog Output
Available in a Miniature, Low Profile Surface Mount Package
A1388 and
A1389
7
Allegro MicroSystems, LLC
115 Northeast Cutoff
Worcester, Massachusetts 01615-0036 U.S.A.
1.508.853.5000; www.allegromicro.com
defined as:
SensTA – SensIDEAL(TA)
SensIDEAL(TA)
∆Sens
TC =
×100
(%)
(5)
Sensitivity Drift Due to Package Hysteresis Package
stress and relaxation can cause the device sensitivity at TA = 25°C
to change during and after temperature cycling. This change in
sensitivity follows a hysteresis curve. For purposes of specifica-
tion, the Sensitivity Drift Due to Package Hysteresis, ∆Sens
PKG,
is defined as:
Sens(25°C)(2) – Sens(25°C)(1)
Sens(25°C)(1)
∆Sens
PKG =
×100
(%)
(6)
where Sens(25°C)(1) is the programmed value of sensitivity
at TA = 25°C, and Sens(25°C)(2) is the value of sensitivity at
TA = 25°C after temperature cycling TA up to 150°C, down to
–40°C, and back to up 25°C.
Linearity Sensitivity Error The A1388 and A1389 are
designed to provide linear output in response to a ramping
applied magnetic field. Consider two magnetic fields, B1 and B2.
Ideally, the sensitivity of a device is the same for both fields, for
a given supply voltage and temperature. Linearity error is present
when there is a difference between the sensitivities measured at
B1 and B2.
Linearity Sensitivity Error, LINERR , is calculated separately for
positive (LinERR+) and negative (LinERR– ) applied magnetic
fields. LINERR (%) is measured and defined as:
Sens(B+)(2)
Sens(B+)(1)
Sens(B–)(2)
Sens(B–)(1)
1–
LinERR+ =
×100
(%)
×100
(%)


1–
LinERR– =


(7)
where:
|VOUT(Bx) VOUT(Q)|
Bx
SensBx =
(8)
and Bx are positive and negative magnetic fields, with respect to
the quiescent voltage output, such that
|B(+)(2)| > |B(+)(1)| and |B(–)(2)| > |B(–)(1)|
The effective linearity error is:
max(|LinERR+| , |LinERR– |)
LinERR =
(9)
The output voltage clamps, VCLPHIGH and VCLPLOW, limit the
operating magnetic range of the applied field in which the device
provides a linear output. The maximum positive and negative
applied magnetic fields in the operating range can be calculated:
VCLPHIGH – VOUT(Q)
Sens
B
MAX(+)  =
VOUT(Q) – VCLPLOW
Sens
B
MAX(–)  =
(10)
Symmetry Sensitivity Error The magnetic sensitivity of the
device is constant for any two applied magnetic fields of equal
magnitude and opposite polarities. Symmetry error, SymERR (%),
is measured and defined as:
Sens(B+)
Sens(B–)
1–
SymERR =
×100 (%)


(11)
where SensBx is as defined in equation 10, and B+ and B– are
positive and negative magnetic fields such that |B+| = |B–|.
Ratiometry Error The A1388 and A1389 provide ratiometric
output. This means that the Quiescent Voltage Output, VOUT(Q),
magnetic sensitivity, Sens, and clamp voltages, VCLPHIGH and
VCLPLOW, are proportional to the supply voltage, VCC. In other
words, when the supply voltage increases or decreases by a
certain percentage, each characteristic also increases or decreases
by the same percentage. Error is the difference between the
measured change in the supply voltage relative to 5 V, and the
measured change in each characteristic.
The ratiometric error in quiescent voltage output, RatVOUT(Q)
(%), for a given supply voltage, VCC, is defined as:
VOUT(Q)(VCC) / VOUT(Q)(5V)
VCC / 5 (V)
1–
RatVOUT(Q) =
×100
(%)


(12)
The ratiometric error in magnetic sensitivity, RatSens (%), for a
given supply voltage, VCC, is defined as:
Sens(VCC) / Sens(5V)
VCC / 5 (V)
1–
RatSens =
×100 (%)


(13)
The ratiometric error in the clamp voltages, RatVOUTCLP (%), for
a given supply voltage, VCC, is defined as:
VCLP(VCC) / VCLP(5V)
VCC / 5 (V)
1–
RatVOUTCLP =
×100
(%)


(14)
where VCLP is either VCLPHIGH or VCLPLOW.


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