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)
Pressure / Process Calibration Equipment
03
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 # 20240314
Gauge Pressure
[1]
P/N
Pressure Range
Media
[2]
Accuracy(%FS) Burst Pressure
(psi) (bar)
V15 -15 -1 G, L 0.05,0.1, 0.2 3×
GP5 5 0.35 G, L 0.05,0.1, 0.2 3×
GP10 10 0.7 G, L 0.02,0.05,0.1, 0.2 3×
GP15 15 1.0 G, L 0.02,0.05,0.1, 0.2 3×
GP30 30 2.0 G, L 0.02,0.05,0.1, 0.2 3×
GP50 50 3.5 G, L 0.02,0.05,0.1, 0.2 3×
GP100 100 7.0 G, L 0.02,0.05,0.1, 0.2 3×
GP150 150 10 G, L 0.02,0.05,0.1, 0.2 3×
GP300 300 20 G, L 0.02,0.05,0.1, 0.2 3×
GP500 500 35 G, L 0.02,0.05,0.1, 0.2 3×
GP600 600 40 G, L 0.02,0.05,0.1, 0.2 3×
GP1K 1,000 70 G, L 0.02,0.05,0.1, 0.2 3×
GP1.5K 1,500 100 G, L 0.02,0.05,0.1, 0.2 3×
GP2K 2,000 140 G, L 0.02,0.05,0.1, 0.2 3×
GP3K 3,000 200 G, L 0.02,0.05,0.1, 0.2 3×
GP5K 5,000 350 G, L 0.02,0.05,0.1, 0.2 3×
GP10K
10,000
700 G, L
0.02,0.05,0.1, 0.2 1.5×
GP15K
15,000 1,000
G, L
0.05,0.1, 0.2 1.5×
GP20K
20,000 1,400
G, L 0.05,0.1, 0.2
1.5×
GP25K 25,000 1,600 G, L 0.05,0.1, 0.2 1.5×
GP30K 30,000 2,000 G, L 0.05,0.1, 0.2 1.5×
GP36K 36,000 2,500 G, L 0.05,0.1, 0.2 1.5×
GP40K 40,000 2,800 G, L 0.05,0.1, 0.2 1.35×
GP50K 50,000 3,500 G, L 0.1, 0.2 1.2×
GP60K 60,000 4,200 G, L 0.1, 0.2 1.1×
[1] Sealed gauge pressure for above 1,000 psi
[2] G=Gas, L=Liquid
PRESSURE RANGE
Compound Pressure
P/N
Pressure Range
Media
[1]
Accuracy(%FS)
[2]
Burst Pressure
(psi) (bar)
CP5 ±5 ±0.35 G, L 0.1,0.2 3×
CP10 ±10 ±0.7 G, L 0.05,0.1,0.2 3×
CP15 ±15 ±1 G, L 0.05,0.1,0.2 3×
CP30 -15 to 30 -1 to 2 G, L 0.05,0.1,0.2 3×
CP50 -15 to 50 -1 to 3.5 G, L 0.05,0.1,0.2 3×
CP100 -15 to 100 -1 to 7 G, L 0.05,0.1,0.2 3×
CP150 -15 to 150 -1 to 10 G, L 0.05,0.1,0.2 3×
CP300 -15 to 300 -1 to 20 G, L 0.05,0.1,0.2 3×
CP500 -15 to 500 -1 to 35 G, L 0.05,0.1,0.2 3×
CP600 -15 to 600 -1 to 40 G, L 0.05,0.1,0.2 3×
CP1K -15 to 1K -1 to 70 G, L 0.05,0.1,0.2 3×
[1] G=Gas, L=Liquid
[2] FS specication applies to the span of the range