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ASME Pressure Vessel Hydrostatic Test (UG-99) Calculator mechanical
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ASME Pressure Vessel Hydrostatic Test (UG-99) Calculator

Calculate shop hydrostatic proof test pressure per ASME Section VIII Div 1 UG-99(b), lowest stress ratio (LSR), pneumatic test pressure (UG-100), and test temperature limits.

Vessel Nameplate & Design Limits

Max allowable working pressure
UG-99(h): MDMT + 30°F min

Material Allowable Stresses

Ambient temperature limit
Hot derated allowable stress
To prevent plastic yield during test

Mandatory Test Pressures

UG-99(b) Hydrostatic Test Pressure
-- psi
-- bar gauge (at top of vessel)
UG-100 Pneumatic Test
-- psi
1.1 × MAWP × LSR
Lowest Stress Ratio (LSR)
--
Stest / Sdesign
Test Formula: Pt = 1.3 × MAWP × (Stest/Sdes)
Minimum Safe Water Temp (UG-99(h)): -- °F
Water Temp Compliance: --
Pressure Gauge Range Recommended: --
--

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Frequently Asked Questions

Why does ASME Section VIII Div 1 use 1.3 × MAWP for hydrostatic tests?

Prior to the 1999 Addenda, ASME specified a 1.5 multiplier based on a design safety factor of 4. When ASME increased allowable design stresses by adopting a design factor of 3.5 on tensile strength, the hydrotest multiplier was revised to 1.3 (1.3 / 3.5 ≈ 1.5 / 4.0), maintaining the exact same proof stress level on the vessel steel without exceeding yield.

Why is test water temperature strictly regulated by UG-99(h)?

At cold temperatures, ferritic carbon steels undergo a ductile-to-brittle transition. Under intense hydrostatic test pressures (130% of design), cold metal can shatter catastrophically via brittle cleavage fracture without plastic warning. UG-99(h) recommends maintaining liquid test temperature at least 30°F (17°C) above the vessel Minimum Design Metal Temperature (MDMT).

Why is pneumatic testing (UG-100) restricted to 1.1 × MAWP?

Compressed gas stores enormous compressible elastic potential energy. In the event of a seam tear, compressed air expands instantaneously like an explosive blast, posing severe lethal fragmentation hazards. Water, being virtually incompressible, releases nearly zero explosive energy upon rupture, allowing a higher test pressure (1.3×) with vastly superior personnel safety.