AD694AQ Analog Devices Inc, AD694AQ Datasheet - Page 8

• Manufacturer Part Number: AD694AQ
• Description: IC SGNL COND 4-20MA TX 16-CDIP
• Manufacturer: Analog Devices Inc
• Type: Current Transmitterr

Specifications of AD694AQ

• Rohs Status: RoHS non-compliant
• Input Type: Voltage
• Output Type: Voltage
• Current - Supply: 23mA
• Mounting Type: Through Hole
• Package / Case: 16-CDIP (0.300", 7.62mm)
• No. Of Amplifiers: 1
• Input Offset Voltage: 500µV
• Bandwidth: 300kHz
• Amplifier Output: Single Ended
• Cmrr: 90dB
• Supply Voltage Range: 4.5V To 36V
• Supply Current: 1.5mA
• Amplifier Case Style: DIP
• Rohs Compliant: No
• Interface: -

AD694
Figure 6 will give an approximately linear adjustment of the
4 mA offset within fixed limits. To find the proper resistor val-
ues, first select X, the desired range of adjustment as a fraction
of 4 mA. Substitute this value in the appropriate formula below
along with the chosen reference output voltage (V
10 V usually), to determine the resistor values required.
R
R
These formulae take into account the ± 10% internal resistor
tolerance and ensure a minimum adjustment range for the 4 mA
offset. For example, assume the 2 V reference option has been
selected. Choosing X = 0.05, gives an adjustment range of ± 5%
of the 4 mA offset.
R
R
These can be rounded down to more convenient values of
2.5 kΩ and 9.76 kΩ. In general, if the value of R
down slightly, the value of R
tionately, and vice versa. This helps to keep the adjustment
range symmetrical.
ADJUSTING SPAN FOR 10 V FS
When the AD694 is configured with a 10 V input full-scale the
span maybe adjusted using the network shown in Figure 7. This
scheme allows an approximately linear adjustment of the span
above or below the nominal value. The span adjustment does
not interact with the 4 mA offset. To select R
P
F
P
F
= 180 Ω (1/X – 4.5)
= 500 Ω [(V
= 180 Ω (1/0.05 – 4.5) = 2.79 k Ω
= 500 Ω [(2 V / 1.22) – 0.18 – 0.82 × 0.05][1/0.05 – 4.5]
= 10.99 k Ω
Figure 6. Optional 4 mA Zero Adjustment
REF
/ 1.22 V) – 0.18 – 0.82X][1/X – 4.5]
F
should be rounded down propor-
S
and R
P
REF
is rounded
T
= 2 V or
, choose
–8–
X, the desired adjustment range as a fraction of the span. Sub-
stitute this value in the appropriate formula below.
These formulae take into account the ± 10% absolute resistor
tolerance of the internal span resistors and ensure a minimum
adjustment range of the span. For example, choosing the adjust-
ment range to be ± 2%, or 0.02 gives:
R
R
These values can be rounded up to the more convenient values
of 100 kΩ and 198 kΩ. In general, if R
value of R
ADJUSTING SPAN FOR 2 V FS
The precalibrated 2 V full-scale range requires a different ad-
justment scheme due to the single supply nature of the AD694.
Figure 8 shows an adjustment scheme that allows an approxi-
mately linear adjustment of the 2 V span plus or minus the
nominal value. The span adjustment does not affect the value of
the 4 mA offset current.
To find the proper resistor values first select X, the desired
range of adjustment as a fraction of the output span. Substitute
this value into the following formulae:
These formulae take into account the ± 10% absolute tolerance
of the internal span resistors and ensure a minimum adjustment
range.
For example, choosing the adjustment range to be ± 320 µA of
FS or, ± 2%, let X = 0.02. Thus:
Setting R
R
The value of R
49.9 Ω. In general, if R
rounded up proportionally, and vice versa; rounding up will in-
crease the range of adjustment.
T
S
C
= 1.8 k Ω ((1 – 0.02) / 0.02) = 88.2 k Ω .
= 9 k Ω [1 – 0.2 (1 + 0.02)( 1 – 0.02 )] / (2 × 0.02) =
= (2.75 kΩ × 0.02)/ (1 – 0.275 × (0.02)) = 55.3 Ω
Figure 7. Span Adjustment, 10 V Full Scale
R
R
R
R
B
S
T
S
A
C
= 10 K, then R
should be rounded up proportionally, and vice versa.
= 9 k Ω [1 – 0.2 (1 + X)( 1 – X )] / 2X
= 1.8 k Ω ((1 – X)/X)
= 2 × X × R
= (2.75 kΩ × X)/(1 – 0.275X)
C
can be rounded to the more convenient value of
A
B
is rounded up, then R
where R
A
175.5 k Ω
= 2(.02) × 10 kΩ = 400 Ω
B
is greater than 5 K
T
is rounded up, then the
C
should be
REV. B