Campbell Scientific CR3000 CR3000 Micrologger - Page 304

Offset, Table 65., Analog Input-Voltage Range and Basic, Resolution, BrHalf, BrFull, Resistance

Page 304 highlights

Section 8. Operation 304 • Offset = 3 x Basic Resolution + 5.0 µV if the measurement is of a singleended input channel The following table lists basic resolution values. Table 65. Analog Input-Voltage Range and Basic Resolution Range (mV) Basic Resolution (µV) ±5000 167 ±1000 33.3 ±200 6.67 ±50 1.67 ±20 0.67 Assumptions that support the ratiometric-accuracy specification include: • • Excitation voltages less than 500 mV and excitation currents less than 500 µA are reversed during the excitation phase of the measurement. • Effects due to the following are not included in the specification: o Bridge-resistor errors o Sensor noise o Measurement noise The ratiometric-accuracy specification is applied to a three-wire half-bridge measurement that uses the BrHalf() instruction as follows: The relationship defining the BrHalf() instruction is X = V1/Vx, where V1 is the voltage measurement and Vx is the excitation voltage. The estimated accuracy of X is designated as ∆X, where ∆X = ∆V1/Vx. ∆V1 is derived using the following method. The ratiometric-accuracy specification is applied to a four-wire full-bridge measurement that uses the BrFull() instruction as follows: The relationship defining the BrFull() instruction is X = 1000*V1/Vx, where V1 is the voltage measurement and Vx is the excitation voltage. Result X is expressed as mV/V. Estimated accuracy of X is ∆X, where ∆X = 1000*∆V1/Vx. ∆V1 is derived using the following method. ∆V1 is derived using the ratiometric‐accuracy equation. The derivation is illustrated in this example, which is supported by the assumption that the measurement is differential with input reversal, datalogger temperature is between 0° to 40°C, analog‐input range is ±200 mV, V1 = 110 mV, and excitation is reversed during the excitation phase of the measurement. The effect each assumption has on the magnitude of ∆V1 in this example is noted in the following figure. In the case of the Resistance() instruction, sensor resistance is determined from Vs/Ix, where excitation current Ix is measured across a 1000 Ω, ±0.005% @ 25 ˚C, 2 ppm/˚C TCR internal resistor.

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Section 8.
Operation
304
Offset
= 3 x Basic Resolution + 5.0 μV if the measurement is of a single-
ended input channel
The following table lists basic resolution values.
Table 65.
Analog Input-Voltage Range and Basic
Resolution
Range (mV)
Basic Resolution (μV)
±
5000
±10
00
±
200
±50
±20
167
33.3
6.67
1.67
0.67
Assumptions that support the ratiometric-accuracy specification include:
Excitation voltages less than 500 mV and excitation currents less than 500
μA are reversed during the excitation phase of the measurement.
Effects due to the following are not included in the specification:
o
Bridge-resistor errors
o
Sensor noise
o
Measurement noise
The ratiometric-accuracy specification is applied to a three-wire half-bridge
measurement that uses the
BrHalf()
instruction as follows:
The relationship defining the
BrHalf()
instruction is
X
=
V1
/
Vx
, where
V1
is the voltage measurement and
Vx
is the excitation voltage. The
estimated accuracy of
X
is designated as
X, where
X=
V1/
Vx
.
V1 is
derived using the following method.
The ratiometric-accuracy specification is applied to a four-wire full-bridge
measurement that uses the
BrFull()
instruction as follows:
The relationship defining the
BrFull()
instruction is
X
=
1000*V1/Vx
,
where
V1
is the voltage measurement and
Vx
is the excitation voltage.
Result
X
is expressed as mV/V. Estimated accuracy of
X
is
X, where
X
= 1000*
V1/
Vx.
V1 is derived using the following method.
V1 is derived using the ratiometric
accuracy equation. The derivation
is illustrated in this example, which is supported by the assumption that
the measurement is differential with input reversal, datalogger
temperature is between 0° to 40°C, analog
input range is
±
200 mV, V1 =
110 mV, and excitation is reversed during the excitation phase of the
measurement. The effect each assumption has on the magnitude of
V1 in this example is noted in the following figure.
In the case of the
Resistance()
instruction, sensor resistance is determined from
Vs/Ix, where excitation current Ix is measured across a 1000
ω
, ±0.005% @ 25
˚
C, 2 ppm/
˚
C TCR internal resistor.