![](data:image/png;base64,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)
Pressure / Process Calibration Equipment
01
Corporate Headquarters
2900 Saturn St #B
Brea, CA 92821, USA
Salt Lake City Office
1364 West State Rd. Suite 101
Pleasant Grove, UT 84062, USA
Phone: 714-998-6899 Email: sales@additel.com
Rev # 20240311
Intelligent Digital Pressure Modules
Additel 161, 161Ex
OVERVIEW
FEATURES
PRESSURE RANGE
Gauge pressure
Differential pressure
With advanced microprocessor technology and state-of-the-art silicon pressure sensors, Additel’s 161 and 161Ex
series Digital Pressure Modules provide an accurate, reliable, and economic solution for wide range of pressure
applications. Our intrinsically safe (Ex) models are up to the task of providing the best possible results, even in
hazardous environments. In order to reach the best performance, every silicon pressure sensor in the module has
been specially aged, tested and screened before assembly. Designed as external pressure modules for Additel’s 760
automatic handheld pressure calibrator, the ADT761 automated pressure calibrator, ADT226/227 series handheld
process calibrator and Additel’s flagship 780 pressure controller, the Additel 161 is unmatched in performance and
reliability. If intrinsic safety is a critical requirement for your workload, we have you covered when you combine our
model ADT226Ex/227Ex process calibrator with any of our ADT161Ex pressure modules.
Differential Pressure
P/N
Pressure Range
[1]
Media
Accuracy
(%FS)
Burst
Pressure
Static
Pressure
Range
(inH
2
0) (mbar)
DP1 ±1 ±2.5 G 0.05
[2]
100× ±10 psi
DP2 ±2 ±5.0 G 0.05
[2]
100× ±10 psi
DP5 ±5 ±10 G 0.05
[2]
50× ±10 psi
DP10 ±10 ±25 G 0.05
[2]
20× ±10 psi
DP20 ±20 ±50 G 0.05 20× ±10 psi
DP30 ±30 ±75 G 0.05 20× ±10 psi
DP50 ±50 ±160 G 0.05 3× ±10 psi
DP100 ±100 ±250 G 0.02 3× ±15 psi
DP150 ±150 ±350 G 0.02 3× 50 psi
DP300 ±300 ±700 G 0.02 3× 50 psi
[1] FS specication applies to the span of the range. Accuracy includes
1 year stability.
[2] 0.05%FS accuracy (incl 6 months stability). One year accuracy
is 0.05%FS calibration accuracy combined with 0.05%FS one year
stability.
Pressure ranges to 60,000 psi (4,200 bar)
Precision accuracy to 0.01% RD
Intrinsically Safe (Ex) models available
Fully temperature compensated accuracy
Precision sensor measurement accuracy to 0.01% RD
Gauge pressure measurement accuracy of 0.02% FS
Pressure ranges to 60,000 psi (4,200 bar)
Intrinsically Safe (Ex) models available
Advanced temperature compensation
ISO 17025 accredited calibration and data included
[1] Sealed gauge pressure for above 1000 psi
[2] G=Gas, L=Liquid
[3] 2x for 0.01% FS
[4] 1.2x for 0.01% FS
Note: 0.01%FS accuracy sensors cannot be congured as Ex models
and cannot be read by Ex devices.
Gauge Pressure
[1]
P/N
Pressure Range
Media
[2]
Accuracy(%FS)
Burst
Pressure
(psi) (bar)
V15 -15 -1.0 G 0.02 3×
GP2 2 0.16 G 0.05 3×
GP5 5 0.35 G 0.05 3×
GP10 10 0.7 G 0.02 3×
GP15 15 1.0 G , L 0.02 3×
GP30 30 2.0 G , L 0.01
(0.02) 3×
[3]
GP50 50 3.5 G , L 0.01
(0.02) 3×
[3]
GP100 100 7.0 G , L 0.01
(0.02) 3×
[3]
GP150 150 10 G , L 0.01
(0.02) 3×
[3]
GP300 300 20 G , L 0.0
1
(0.02) 3×
[3]
GP500 500 35 G , L 0.0
1
(0.02) 3×
[3]
GP600 600 40 G , L 0.0
1
(0.02) 3×
[3]
GP1K 1,000 70 G , L 0.0
1
(0.02) 3×
[3]
GP1.5K 1,500 100 G , L 0.0
1
(0.02) 3×
[3]
GP2K 2,000 140 G , L 0.0
1
(0.02) 3×
[3]
GP3K 3,000 200 G , L 0.0
1
(0.02) 3×
[3]
GP5K 5,000 350 G , L 0.0
1
(0.02) 3×
[3]
GP10K 10,000 700 G , L 0.0
1
(0.02) 2×
[4]
GP15K 15,000 1,000 G , L 0.05 2x
GP20K 20,000 1,400 G , L 0.05 1.5x
GP25K 25,000 1,600 G , L 0.05 1.5x
GP30K 30,000 2,000 G , L 0.05 1.5x
GP36K 36,000 2,500 G , L 0.05 1.5x
GP40K 40,000 2,800 G , L 0.05 1.35x
GP50K 50,000 3,500 G , L 0.1 1.2x
GP60K 60,000 4,200 G , L 0.1 1.1x