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)
Pressure / Process Calibration Equipment
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
Rev # 20240311
SPECIFICATIONS
PRESSURE RANGE
Model ADT686
Accuracy
(For detailed
accuracy, please see
pressure range table)
686-02: 0.02% of full span
686-05: 0.05% of full span
686-RD: 0% to 20% of range: 0.02% of full span
20% to 110% of range: 0.1% of reading
Built-in barometer:
55 Pa
Gauge Types
Gauge pressure, compound pressure, absolute
pressure, differential pressure and barometric pressure
Display
Color Touchscreen (capacitive)
Screen protector: tempered glass lm (replaceable)
Display rate: 3 readings per second (default setting).
Adjustable from 10 readings per second to 1 reading
every 20 seconds
Resolution: 4, 5 or 6 digits (user selectable)
Pressure Units
[2]
Pa, kPa, MPa, psi, bar, mbar, kgf/cm2, inH2O@4°C,
mmH2O@4°C, inHg@0°C, mmHg@0°C and
5 customizable units
Environmental
Compensated Temp.: 14°F to 122°F (-10°C to 50°C)
Operating Temp.: 14°F to 122°F (-10°C to 50°C)
Storage Temp.: -4°F to 158°F (-30°C to 70°C)
Humidity: 0 - 95%, Non-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: rechargeable Li-ion battery
Li-Battery life: 16 hours typically
Recharge time: 4 hours typically
External power: 110 V / 220 V power adapter (5 VDC)
Enclosure
Case material: 304 SS
Wetted parts: 316 SS
[1]
Size: 4.65" × 1.77" 7.01"(118 × 42 × 178 mm)
Weight: 1.58 lb (0.715 kg)
Compliance
Protection Level: IP67
Vibration: 5 g (10-500 Hz)
Shock Resistance: 8 g/11 ms
CE, UKCA
Data Logging
(Available on data
logging option
ADT686-...-DL)
Data storage: 8 GB (100 M+ records)
Rate: user-selectable from 0.1 to 9999.9 second intervals
Communication
USB Type-C and Bluetooth included,
RS232 or WiFi (optional)
Warranty
1 year
[1]Wetted parts material types may vary by pressure range
Please refer to the manual or contact Additel for more information
[2]Available units are dependent on the overall pressure range
[1] Sealed gauge pressure for above 1,000 psi
[2] G=Gas, L=Liquid
[3] 0.02% FS for gas media only
Gauge Pressure
[1]
P/N
Pressure Range
Media
[2]
Accuracy
Burst
Pressure
(psi) (bar) %FS %RD
V15 -15 -1.0 G 0.02, 0.05 N/A 3×
GP2 2 0.16 G 0.05 N/A 3×
GP5 5 0.35 G 0.05 0.1 3×
GP10 10 0.7 G, L
[3]
0.02, 0.05 0.1 3×
GP15 15 1.0 G, L
[3]
0.02, 0.05 0.1 3×
GP30 30 2.0 G, L 0.02, 0.05 0.1 3×
GP50 50 3.5 G, L 0.02, 0.05 0.1 3×
GP100 100 7.0 G, L 0.02, 0.05 0.1 3×
GP150 150 10 G, L 0.02, 0.05 0.1 3×
GP300 300 20 G, L 0.02, 0.05 0.1 3×
GP500 500 35 G, L 0.02, 0.05 0.1 3×
GP600 600 40 G, L 0.02, 0.05 0.1 3×
GP1K 1,000 70 G, L 0.02, 0.05 0.1 3×
GP1.5K 1,500 100 G, L 0.02, 0.05 0.1 3×
GP2K 2,000 140 G, L 0.02, 0.05 0.1 3×
GP3K 3,000 200 G, L 0.02, 0.05 0.1 3×
GP5K 5,000 350 G, L 0.02, 0.05 0.1 3×
GP10K 10,000 700 G, L 0.02, 0.05 0.1 1.5×
GP15K 15,000 1,000 G, L 0.05 (0.1) 0.1 1.5×
GP20K 20,000 1,400 G, L 0.05 (0.1) N/A 1.5×
GP25K 25,000 1,600 G, L 0.05 (0.1) N/A 1.5×
GP30K 30,000 2,000 G, L 0.05 (0.1) N/A 1.5×
GP36K 36,000 2,500 G, L 0.05 (0.1) N/A 1.5×
GP40K 40,000 2,800 G, L 0.05 (0.1) N/A 1.35×
GP50K 50,000 3,500 G, L 0.1 (0.2) N/A 1.2×
GP60K 60,000 4,200 G, L 0.1 (0.2) N/A 1.1×