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02
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
Pressure / Process Calibration Equipment
Rev # 20240712
Model ADT681A ADT681AEx
Description
Digital Pressure Gauge Intrinsically Safe Digital Pressure Gauge
Intrinsic Safety
&
European Compliance
CE marked
CE marked
EU: II 1G EX ia IIC T4 Ga T4 at -20~50°C
North America: CLASS I, Division 1, Groups A, B, C and D, T4
CLASS I,Zone 0,AEx ia IIC T4 Ga
T4 at -20~50°C
International:EX ia IIC T4 Ga T4 at -20~50°C
Accuracy
(For detailed accuracy, please
see pressure range table)
681A(Ex)-02: 0.02% of full span
681A(Ex)-05: 0.05% of full span
681A(Ex)-RD: 0% to 20% of range: ± (0.02% of full span)
20% to 110% of range: ± (0.1% of reading)
vacuum: ± (0.25% of FS), FS=-14.5psi
Built-in barometer: ± 55 Pa
Gauge Types
Gauge pressure, compound pressure, absolute pressure (calculated by gauge pressure and baromatric pressure),
differential pressure and barometric pressure
Multifunction
Fan-shaped section
Atmospheric pressure, ambient temperature, peak-peak values (max, min), TARE, leak test, pressure percentage
display, time display, data logging status
Display
Wide viewing angle FSTN segment code LCD, three partition design
White backlight, backlight time: ON, 15 seconds, 30 seconds, 45 seconds, 60 seconds, the default is 15 seconds
5~6 digit display can be switched, character height 14.8mm(0.58"), main display + unit display + fan-shaped section
Pressure Units
Pa, kPa, MPa, psi, mbar, bar, kgf/cm2, %, mmH2O(4°C), mmHg(0°C), InH2O(4°C), InHg(0°C)
6 engineering water column units: inH2O(20°C), inH2O(60°F), mmH2O(20°C), mmH2O(15°C), ftH2O(60°F), ftH2O(4°C)
1 custom unit: identied by the USER code, and the conversion coefcient can be set through Additel -Link
Environmental
Compensated Temperature: 14°F to 122°F (-10°C to 50°C)
Operating Temperature: -4°F to 122°F (-20°C to 50°C)
Storage Temperature: -40°F to 167°F (-40°C to 75°C)
Humidity: 5%RH~95%RH, no condensing
Pressure Port
≤15,000 psi: 1/4NPT male, 1/2NPT male, 1/4BSP male, 1/2BSP male, M20×1.5 male
>15,000 psi: 1/4HP female or 1/4HP male
*1/4HP female: Autoclave F-250-C, 9/16" - 18 UNF-2B
*1/4HP male: Autoclave M-250-C, 9/16" - 18 UNF-2A
Differential Pressure: barb tting
Other connections available per request
Power
Battery: 3 AA alkaline batteries
Battery life:
1. Super stable mode
[1]
: 4000 hours (3 reading/s, default), 1000 hours (10 reading/s)
2. Low power mode
[2]
: 5000 hours (2 reading/s), 9000 hours (1 reading/s), 18000 hours (1 reading/10s)
Power auto-off: 120, 90, 60, 45, 30, 15 minute auto-off options or never
External power: power supply through USB (optional)
Enclosure
Case material: 304 SS; Front panel material: anti-static PET; Rubber boot material (optional): anti-static TPU
Wetted parts: 316L SS
Dimension: Ø4.65" x 1.65" depth x 7" height (Ø118 mm x 42 mm depth x 178 mm height)
Weight: 1.5 lbs (0.68 kg)
Compliance
Protection Level: IP67(against 1 meter water immersion for 30 mins)
Vibration: 5 g; Shock Resistance: 10 g
1 meter drop test (without rubber boot)
Data Logging (Optional)
Data storage: 10,000,000 records (time and pressure) or 5,000,000 records (time, pressure and temperature)
Rate: user-selectable as 0.1 and 1 to 99,999 second intervals
Communication
Bluetooth (BLE4.2), USB-C, RS232 *(Do not use the USB-C or RS-232 connector in a hazardous area)
Calibration
ISO 17025 Accredited Calibration Certicate with data
Warranty
1 year
Note:
[1] The pressure sensor has been powered continuously when the gauge is on, to improve the measurement resolution and reduce the impact of ambient humidity.
[2] The pressure sensor will be powered off after each sampling, to improve the continuous working hours.
SPECIFICATIONS