A1301 and A1302
Continuous-Time Ratiometric Linear Hall Effect Sensors
Characteristic Definitions
Ratiometric. The A1301 and A1302 feature a ratiometric
output. This means that the quiescent voltage output, VOUTQ
and the magnetic sensitivity, Sens, are proportional to the supply
voltage, VCC
Quiescent Output Voltage. In the quiescent state (no sig-
nificant magnetic field: B = 0), the output, VOUTQ, equals one
half of the supply voltage, VCC, throughout the entire operating
ranges of VCC and ambient temperature, TA. Due to internal
component tolerances and thermal considerations, however,
,
.
The ratiometric change (%) in the quiescent voltage output is
defined as:
there is a tolerance on the quiescent output voltage, ∆VOUTQ
,
which is a function of both ∆VCC and ∆TA. For purposes of speci-
fication, the quiescent output voltage as a function of tempera-
∆VOUTQ(V
∆VOUTQ(5V)
)
CC
∆VOUTQ(∆V)
(4)
=
× 100%
ture, ∆VOUTQ(∆T ), is defined as:
VCC
5 V
A
and the ratiometric change (%) in sensitivity is defined as:
–
VOUTQ(Τ
VOUTQ(25ºC)
)
Α
(1)
∆VOUTQ(∆Τ
=
)
Α
Sens(V
Sens(5V)
)
CC
Sens(25ºC)
(5)
∆Sens(∆V)
=
× 100%
VCC
5 V
where Sens is in mV/G, and the result is the device equivalent
accuracy, in gauss (G), applicable over the entire operating tem-
perature range.
Linearity and Symmetry. The on-chip output stage is
Sensitivity. The presence of a south-polarity (+B) magnetic
field, perpendicular to the branded face of the device package,
increases the output voltage, VOUT, in proportion to the magnetic
field applied, from VOUTQ toward the VCC rail. Conversely, the
application of a north polarity (–B) magnetic field, in the same
orientation, proportionally decreases the output voltage from its
quiescent value. This proportionality is specified as the magnetic
sensitivity of the device and is defined as:
designed to provide linear output at a supply voltage of 5 V.
Although the application of very high magnetic fields does not
damage these devices, it does force their output into a nonlinear
region. Linearity in percent is measured and defined as:
–
VOUT(+B) VOUTQ
Lin+
=
× 100%
(6)
(7)
2 (VOUT(+B½) – VVOUTQ
)
VOUT(–B) – VOUT(+B)
–
VOUT(–B) VOUTQ
(2)
Sens
=
Lin–
=
2B
× 100%
× 100%
2(VOUT(–B½) – VOUTQ
)
The stability of the device magnetic sensitivity as a function of
and output symmetry as:
ambient temperature, ∆Sens(∆T ) (%) is defined as:
A
–
VOUT(+B) VOUTQ
Sens(Τ ) – Sens(25ºC)
Α
(8)
(3)
∆Sens(∆Τ )
Sym
=
× 100%
=
Α
VOUTQ – VOUT(–B)
Sens(25ºC)
Allegro MicroSystems, Inc.
115 Northeast Cutoff, Box 15036
Worcester, Massachusetts 01615-0036 (508) 853-5000
www.allegromicro.com
4
A1301-DS, Rev. 2
ALLEGRO [ ALLEGRO MICROSYSTEMS ]
