![](data:image/png;base64,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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 # 20240605
Gauge Pressure
[1]
P/N
Pressure Range
Media
[2]
Accuracy(%FS) Burst Pressure
(psi) (bar)
V15 -15 -1 G, L 0.1, 0.2 3×
GP5 5 0.35 G, L 0.1, 0.2 3×
GP10 10 0.7 G, L 0.1, 0.2 3×
GP15 15 1.0 G, L 0.1, 0.2 3×
GP30 30 2.0 G, L 0.1, 0.2 3×
GP50 50 3.5 G, L 0.1, 0.2 3×
GP100 100 7.0 G, L 0.1, 0.2 3×
GP150 150 10 G, L 0.1, 0.2 3×
GP300 300 20 G, L 0.1, 0.2 3×
GP500 500 35 G, L 0.1, 0.2 3×
GP600 600 40 G, L 0.1, 0.2 3×
GP1K 1,000 70 G, L 0.1, 0.2 3×
GP1.5K 1,500 100 G, L 0.1, 0.2 3×
GP2K 2,000 140 G, L 0.1, 0.2 3×
GP3K 3,000 200 G, L 0.1, 0.2 3×
GP5K 5,000 350 G, L 0.1, 0.2 3×
GP10K
10,000
700 G, L
0.1, 0.2 1.5×
GP15K
15,000 1,000
G, L
0.1, 0.2 1.5×
GP20K
20,000 1,400
G, L 0.1, 0.2
1.5×
GP25K 25,000 1,600 G, L 0.1, 0.2 1.5×
GP30K 30,000 2,000 G, L 0.1, 0.2 1.5×
GP36K 36,000 2,500 G, L 0.1, 0.2 1.5×
GP40K 40,000 2,800 G, L 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 0.1,0.2 3×
CP15 ±15 ±1 G, L 0.1,0.2 3×
CP30 -15 to 30 -1 to 2 G, L 0.1,0.2 3×
CP50 -15 to 50 -1 to 3.5 G, L 0.1,0.2 3×
CP100 -15 to 100 -1 to 7 G, L 0.1,0.2 3×
CP150 -15 to 150 -1 to 10 G, L 0.1,0.2 3×
CP300 -15 to 300 -1 to 20 G, L 0.1,0.2 3×
CP500 -15 to 500 -1 to 35 G, L 0.1,0.2 3×
CP600 -15 to 600 -1 to 40 G, L 0.1,0.2 3×
CP1K -15 to 1K -1 to 70 G, L 0.1,0.2 3×
[1] G=Gas, L=Liquid
[2] FS specication applies to the span of the range