pipe stress analysis with pass/start- prof software
TRANSCRIPT
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Alex Matveev, Ph.D.
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Pipe Stress Analysis with PASS/START-PROF Software Piping Stress analysis involves examining the flexibility of a stress critical piping system under different loading conditions. Piping stress analysis determines the - Stresses in Pipes and Fittings - Stresses in Insulation - Stresses in Flaws - Displacements - Forces, and Moments at Restraints and Equipment - Longitudinal Buckling Check - Buckling Check under External Pressure - Flange Leakage Check - Expansion Joint Deformations - Spring Hangers and Supports Selection - Natural Frequencies
And it suggests necessary modifications for satisfying the ASME Code requirements for limits of sustained, displacement & occasional load allowable stresses.
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Pipe Stress Analysis with PASS/START-PROF Software
Loads on Piping System β’ Primary Loads: Internal Pressure, Weight of Pipe, Piping component, Insulation, Fluid, etc.
β’ Secondary Loads: Pipe expansion and contraction
β’ Occasional Loads: Wind, Snow, Ice, Seismic, Discharge Reaction Loads (Relief valve, PSV, etc.), Slug Flow Loads,
Water Hammer Loads, etc.
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Pipe Stress Analysis with PASS/START-PROF Software
When do pipe stress analysis required? There are rules for when pipe stress analysis is required. Different industries or companies use own guidelines. Here are the most common rules β’ If the operating temperature exceeds 150F and the pipe size is 4β³ or above β’ If the system temperature exceeds 300F need to analyze lines smaller than 4β³ also β’ If any line size is above 8β³ β’ If the line >2 Β½β is connected to rotating equipment β’ If the line >6β³ is connected to pressure vessels β’ If the piping is cryogenic β’ If the piping system carries hazardous chemicals β’ If the piping system is located in a high seismic zone β’ etc.
When not required? β’ If the exactly the same piping has been previously analyzed β’ If there is no thermal growth in the piping system and the line is small
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Wall Thickness Calculation using PASS/START-PROF ASME B31.1:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2 ππππππ + ππππ+ πΆπΆ / 1 βπππ‘π‘π
πππ‘π‘ π·π·ππ β 2π‘π‘2π‘π‘
β€ 0.9πππ¦π¦ ASME B31.3: Low Pressure
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2 ππππππππ + ππππ+ πΆπΆ / 1 βπππ‘π‘π
πππ‘π‘ π·π·ππ β 2π‘π‘2π‘π‘
β€ 1.0πππ¦π¦ High Pressure (Chapter IX)
π‘π‘ β₯ π‘π‘ππ =π·π·ππ2
1 β ππππππβππππ
+ πΆπΆ / 1 βπππ‘π‘π πππ‘π‘
ππππ π·π·πππ·π·ππ β 2π‘π‘
β€ 1.0πππ¦π¦
ASME B31.9:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ2ππππ
+ πΆπΆ / 1 βπππ‘π‘π πππ‘π‘ π·π·ππ β 2π‘π‘
2π‘π‘β€ 0.9πππ¦π¦
ASME B31.5:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2 ππ + ππππ+ πΆπΆ / 1 βπππ‘π‘π
Test pressure is not checked
π‘π‘ β Nominal wall thickness π‘π‘ππ β Design wall thickness πππ‘π‘π β Mill tolerance Π‘ β Corrosion allowance π·π·ππ β Outside Diameter S β Allowable stress from database E β Longitudinal weld joint efficiency factor. Specified by user in pipe properties. For ASME B31.1 and B31.5 used E=1, because it is already added to database values. πππ¦π¦ β Yield stress ππππ β Longitudinal weld strength reduction factor. Specified by user in pipe properties P β Design Pressure Pt β Test Pressure
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ASME B31.4: If π·π·ππ/π‘π‘ β₯ 20 then Pipeline:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2ππ β 0.72πππ¦π¦+ πΆπΆ / 1 βπππ‘π‘π
Riser and Platform for Inland Waterways:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2ππ β 0.6πππ¦π¦+ πΆπΆ / 1 βπππ‘π‘π
Test: πππ‘π‘π·π·ππ2π‘π‘
β€ 0.9πππ¦π¦ If π·π·ππ/π‘π‘ < 20 then Pipeline:
π‘π‘ β₯ π‘π‘ππ =ππ π·π·ππ β π‘π‘2ππ β 0.72πππ¦π¦
+ πΆπΆ / 1 βπππ‘π‘π
Riser and Platform for Inland Waterways:
π‘π‘ β₯ π‘π‘ππ =ππ π·π·ππ β π‘π‘2ππ β 0.6πππ¦π¦
+ πΆπΆ / 1 βπππ‘π‘π
Test: πππ‘π‘ π·π·ππ β π‘π‘
2π‘π‘β€ 0.9πππ¦π¦
ASME B31.4 Chapter IX (Offshore pipelines): If π·π·ππ/π‘π‘ β₯ 20 then Pipeline:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2 β 0.72πππ¦π¦+ πΆπΆ / 1 βπππ‘π‘π
Riser and Platform piping:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2 β 0.6πππ¦π¦+ πΆπΆ / 1 βπππ‘π‘π
Test: πππ‘π‘π·π·ππ2π‘π‘
β€ 0.9πππ¦π¦ If π·π·ππ/π‘π‘ < 20 then Pipeline:
π‘π‘ β₯ π‘π‘ππ =ππ π·π·ππ β π‘π‘2 β 0.72πππ¦π¦
+ πΆπΆ / 1 βπππ‘π‘π
Riser and Platform piping:
π‘π‘ β₯ π‘π‘ππ =ππ π·π·ππ β π‘π‘2 β 0.6πππ¦π¦
+ πΆπΆ / 1 βπππ‘π‘π
Test: πππ‘π‘ π·π·ππ β π‘π‘
2π‘π‘β€ 0.9πππ¦π¦
ASME B31.4 Chapter XI (Slurry Pipes): If π·π·ππ/π‘π‘ β₯ 20 then
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2 β 0.8πππππ¦π¦+ πΆπΆ / 1 βπππ‘π‘π
Test: πππ‘π‘π·π·ππ2π‘π‘
β€ 0.9πππ¦π¦ If π·π·ππ/π‘π‘ < 20 then
π‘π‘ β₯ π‘π‘ππ =ππ π·π·ππ β π‘π‘2 β 0.8πππππ¦π¦
+ πΆπΆ / 1 βπππ‘π‘π
Test: πππ‘π‘ π·π·ππ β π‘π‘
2π‘π‘β€ 0.9πππ¦π¦
ASME B31.8:
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ2πππΈπΈπππ¦π¦
+ πΆπΆ / 1 βπππ‘π‘π
πππ‘π‘π·π·ππ2π‘π‘
β€ πΈπΈπππ¦π¦ Offshore: F=0.72 for Pipeline and F=0.5 for platform piping and risers Onshore: F β specified by user If option βUse alternative formula 841.1.1 (b)β activated and π·π·ππ/π‘π‘ < 30, then
π‘π‘ β₯ π‘π‘ππ =πππ·π·ππ
2πππΈπΈπππ¦π¦ + ππ+ πΆπΆ / 1 βπππ‘π‘π
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B31.4, B31.8, B31.5: Bends are not checked. Bend wall thickness should not be less than pipe wall thickness. B31.9:
π‘π‘ππππππππ =πππ·π·ππ2ππππ
ππ + Π‘ / 1 βπππ‘π‘π
B31.1, B31.3:
π‘π‘ππ =πππ·π·ππ
2 ππππππ/πΌπΌ + ππππ+ Π‘ / 1 βπππ‘π‘π
ASME B31.1: E=1 GBT 20801: W=1 Centerline:
πΌπΌ = 1 Intrados:
πΌπΌ =4 π π /π·π·ππ β 14 π π /π·π·ππ β 2
Extrados:
πΌπΌ =4 π π /π·π·ππ + 14 π π /π·π·ππ + 2
EN 13480: For π·π·ππ/ π·π·ππ β 2π‘π‘ β€ 1.7
π‘π‘ β₯πππ·π·ππ
2 ππππ + 0.5πππ π /π·π·ππ β 0.25π π /π·π·ππ β 0.5
+ πΆπΆ / 1 βπππ‘π‘π
For π·π·ππ/ π·π·ππ β 2π‘π‘ > 1.7
π‘π‘ β₯π·π·ππ2
1 βππππ β ππππππ + ππ
π π /π·π·ππ β 0.25π π /π·π·ππ β 0.5
+ πΆπΆ / 1 βπππ‘π‘π
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ASME B31.4, B31.5, B31.8: Miter bends are not checked. Bend wall thickness should not be less than pipe wall thickness. ASME B31.1: If ππ > 22.5Β° or π΅π΅ < 6π‘π‘ππ then allowable pressure is 0.07 MPa. If ππ β€ 22.5Β° and π΅π΅ β₯ 6π‘π‘ππ then allowable pressure is 0.7 MPa. Wall thickness should be not less than
π‘π‘π π β₯ π‘π‘ππ =πππ·π·ππ
2 ππππ + ππππ+ Π‘ / 1 βπππ‘π‘π
π‘π‘π π = π‘π‘ππ2 β ππ/π π
2 1 β ππ/π π + Π‘ / 1 βπππ‘π‘π
ππ =π·π·ππ β π‘π‘π π
2
ASME B31.3, B31.9, EN 13480: For ASME B31.9, EN 13480: W=1 Allowable pressure for miter bends with ππ β€ 22.5Β° (minimum of 2 equations):
ππππ =ππ β ππ β ππ β π‘π‘π‘π‘2
ππ2 π‘π‘π‘π‘ + 0.643π‘π‘π‘π‘ππ ππ ππ2π‘π‘π‘π‘
ππππ =ππ β ππ β ππ β π‘π‘π‘π‘ π π 1 β ππ2
ππ2 π π 1 β 0.5ππ2
π‘π‘π‘π‘ = ππ β πΆπΆ β 1 βπππ‘π‘π
ππ2 =π·π·ππ β ππ
2
Error message if ππ > 22.5Β° T β Miter bend wall thickness, C β Corrosion allowance
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This presentation will be available to download at passuite.com
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PASS/Start-Prof | Resources
Subscribe to YouTube channel, you will find a lot of PASS/START-PROF training videos www.youtube.com/passuite
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Sustained Stress
ASME B31.1, ASME B31.9, DLT 5366 (input: ππ) For nonstandard tee, non-standard bend, joint and ASME B31J:
πππΏπΏ =ππ π·π·ππ β 2π‘π‘ππ 2
π·π·ππ2 β π·π·ππ β 2π‘π‘ππ 2 Β±0.75 β πππ‘π‘ππ ππππ, ππππ, πππ‘π‘ β ππππ
2 + ππππ2 + πππ‘π‘
2
ππ
For pipes and other fittings:
πππΏπΏ =ππ π·π·ππ β 2π‘π‘ππ 2
π·π·ππ2 β π·π·ππ β 2π‘π‘ππ 2 Β±(0.75ππ β₯ 1) β ππππ
2 + ππππ2 + πππ‘π‘
2
ππ
ASME B31.5 (input: ππππ, ππππ) F β Axial force without pressure thrust, c β corrosion allowance
πΈπΈ = πΈπΈπΉ + ππππ π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2
4βππ π·π·ππ β 2π‘π‘ππ 2
4β ππ
ππ π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2
4
F with pressure thrust
πΈπΈ = πΈπΈπΉ + ππππ π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2
4βππ π·π·ππ β 2π‘π‘ππ 2
4
For pipes and fittings:
πππΏπΏ =ππ π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2
π·π·ππ2 β π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2 +πΈπΈπ΄π΄ππ
Β±ππππππππ
2 + ππππππππ2
ππ
For nonstandard tee, non-standard bend, joint and ASME B31J:
πππΏπΏ =ππ π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2
π·π·ππ2 β π·π·ππ β 2 π‘π‘ππ β π‘π‘ 2 +πππππΈπΈπ΄π΄ππ
Β±ππππππππ
2 + ππππππππ2
ππ
ASME B31.3 (input: ππππ, ππππ) F β Axial force without pressure thrust, c β corrosion allowance For pipes, bends, reducers, tees:
πππΏπΏ = ππππ + ππππ 2 + 2πππ‘π‘ 2
ππππ =πΈπΈπ΄π΄ππ
πππ‘π‘ =πππ‘π‘
2ππ
ππππ =(0.75ππππ β₯ 1)ππππ
2 + (0.75ππππ β₯ 1)ππππ2
ππ
For nonstandard tee, non-standard bend, joint and ASME B31J: πππΏπΏ = ππππ + ππππ 2 + 2πππ‘π‘ 2
ππππ =(0.75ππππ β₯ 1)πΈπΈ
π΄π΄ππ
πππ‘π‘ =(0.75πππ‘π‘ β₯ 1)πππ‘π‘
2ππ
ππππ =(0.75ππππ β₯ 1)ππππ
2 + (0.75ππππ β₯ 1)ππππ2
ππ
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ASME B31.1 πππΏπΏ β€ ππβ β ππππ/ππ
ASME B31.3 πππΏπΏ β€ ππβ β ππππ
ASME B31.5 πππΏπΏ β€ ππβ/ππ
ASME B31.9 πππΏπΏ β€ ππβ
EN 13480 ππ1 β€ ππππ = ππππππ ππ(ππ);ππππππ
If ππππππ = 0 Then ππ1 β€ ππππ = ππ(ππ) If π π ππ = 0 and t<720 then π π ππ = π π ππ
720βπ‘π‘1400
, t β temperature in Degrees Celsius π π ππ, π π ππ, πππ π π π π‘π‘ β From database at operating (hot) temperature
Not austenitic steel and austenitic with π΄π΄ < 35π
ππ(ππ) = πππππππ π ππ1.5 ,
π π ππ2.4
Austenitic steel π΄π΄ β₯ 35π If π π ππ = 0 then
ππ(ππ) =π π ππ1.5
If π π ππ > 0
ππ(ππ) = πππππππ π ππ1.2 ,
π π ππ3
Creep allowable:
ππππππ =πππ π π π π‘π‘ππππππππ
If temp lower creep limit then ππππππ = 0. πππ π π π π‘π‘ β from database for specified lifetime (hours).
If βWith surveillance of creep exhaustionβ=Off (in Project Settings) then ππππππππ = 1.5 If at specified t πππ π π π π‘π‘ β 0.01 then Use πππ π π π π‘π‘ Else if at specified t πππ π π π π‘π‘ = 0.01 then use πππ π π π π‘π‘ =πππ π π π 200000β If lifetime> 100β000h then If πππ π π π π π π π π π πππ π π π π π π π π π
< 0.781 then error message show βSRT20000/SRT1000 is lower than 0.781 see Table 5.3.2-1β If βWith surveillance of creep exhaustionβ=On then If at specified t πππ π π π π‘π‘ β 0.01 then Use πππ π π π π‘π‘, ππππππππ = 1.25 Else if at specified t πππ π π π π‘π‘ = 0.01 then If πππ π π π 200000β β 0.01 use πππ π π π π‘π‘ = πππ π π π 200000β, ππππππππ = 1.25 If πππ π π π 200000β = 0.01 use πππ π π π π‘π‘, for t=150000 ππππππππ = 1.35, for t=100000 ππππππππ = 1.5
ππ1 β€ ππππ = ππππππ ππ(ππ);ππππππ If π π ππ = 0 and t<720 then π π ππ = π π ππ
720βπ‘π‘1400
, t β temperature in Degrees Celsius π π ππ, π π ππ, πππ π π π π‘π‘ β From database at operating (hot) temperature
Not austenitic steel and austenitic with π΄π΄ < 35π
ππ(ππ) = πππππππ π ππ1.5 ,
π π ππ2.4
Austenitic steel π΄π΄ β₯ 35π If π π ππ = 0 then
ππ(ππ) =π π ππ1.5
Allowable Sustained Stress If π π ππ > 0
ππ(ππ) = πππππππ π ππ1.2 ,
π π ππ3
Creep allowable:
ππππππ =πππ π π π π‘π‘ππππππππ
πππ π π π π‘π‘ β from database for specified lifetime (hours). If βWith surveillance of creep exhaustionβ=Off (in Project Settings) then ππππππππ = 1.5 If at specified t πππ π π π π‘π‘ β 0.01 then Use πππ π π π π‘π‘ Else if at specified t πππ π π π π‘π‘ = 0.01 then use πππ π π π π‘π‘ = πππ π π π 200000β If lifetime> 100β000h then If πππ π π π π π π π π π πππ π π π π π π π π π
< 0.781 then error message show βSRT20000/SRT1000 is lower than 0.781 see Table 5.3.2-1β If βWith surveillance of creep exhaustionβ=On then If at specified t πππ π π π π‘π‘ β 0.01 then Use πππ π π π π‘π‘, ππππππππ = 1.25 Else if at specified t πππ π π π π‘π‘ = 0.01 then If πππ π π π 200000β β 0.01 use πππ π π π π‘π‘ = πππ π π π 200000β, ππππππππ = 1.25 If πππ π π π 200000β = 0.01 use πππ π π π π‘π‘, for t=150000 ππππππππ = 1.35, for t=100000 ππππππππ = 1.5
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ASME B31.1 πππΏπΏ β€ ππ β ππβ/ππ ππ = 1.15, 1.2
ASME B31.9 πππΏπΏ β€ ππ β ππβ ππ = 1.15, 1.2
ASME B31.5 πππΏπΏ β€ ππ β ππβ/ππ ππ = 1.33
ASME B31.3 If ππ β€ 426.667β (800β) then
πππΏπΏ β€ ππ β ππβ Else
πππΏπΏ β€ ππππππ ππ β ππβ; 0.9πππππππ¦π¦ For Low Pressure piping ππ = 1.33 For High Pressure piping ππ = 1.2 EN 13480
πππΏπΏ β€ ππππππ ππ =1.15, 1.2, 1.3, 1.8
Allowable Occasional Stress
Allowable Test Stress ASME B31.1, ASME B31.9
πππΏπΏ β€ 0.9πππ¦π¦ ASME B31.3
πππΏπΏ β€ 1.0πππ¦π¦ ASME B31.5
Not calculated EN 13480
ππ1 β€ 0.95π π ππ
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Expansion Stress Option βAdd axial force and torsion stressβ in Project Settings turned ON
πππΏπΏ = ππππ + ππππ 2 + 2πππ‘π‘ 2
ππππ =πΌπΌπππΈπΈπ΄π΄ππ
πππ‘π‘ =πΌπΌπ‘π‘πππ‘π‘
2ππ
ππππ =πΌπΌππππππ
2 + πΌπΌππππππ2
ππ
ASME B31.1, ASME B31.9 πΌπΌππ = 1, πΌπΌπ‘π‘ = 0.75ππ β₯ 1, πΌπΌππ = 0.75ππ β₯ 1, πΌπΌππ = 0.75ππ β₯ 1 For ASME B31J: πΌπΌππ = 1, πΌπΌπ‘π‘ = 0.75πππ‘π‘ππ ππππ , ππππ, πππ‘π‘ β₯ 1, πΌπΌππ = 0.75πππ‘π‘ππ ππππ, ππππ, πππ‘π‘ β₯ 1, πΌπΌππ = 0.75πππ‘π‘ππ ππππ , ππππ, πππ‘π‘ β₯ 1 For Non-standard TEE, Non-standard BEND, Joint: πΌπΌππ = 0.75ππππ β₯ 1, πΌπΌπ‘π‘ = 0.75πππ‘π‘ β₯ 1, πΌπΌππ = 0.75ππππ β₯ 1, πΌπΌππ = 0.75ππππ β₯ 1 ASME B31.5 πΌπΌππ = 1, πΌπΌπ‘π‘ = 1, πΌπΌππ = ππππ, πΌπΌππ = ππππ For Non-standard TEE, Non-standard BEND, Joint, ASME B31J: πΌπΌππ = ππππ, πΌπΌπ‘π‘ = πππ‘π‘, πΌπΌππ = ππππ, πΌπΌππ = ππππ
EN 13480
ππππ =πΌπΌπππΈπΈπ΄π΄ππ
+ππ2
If "Use ii/io"=false (input: ππ) πΌπΌππ = 1, πΌπΌπ‘π‘ = 0.75ππ β₯ 1, πΌπΌππ = 0.75ππ β₯ 1, πΌπΌππ = 0.75ππ β₯ 1
If "Use ii/io"=true (input: ππππ , ππππ) πΌπΌππ = 1, πΌπΌπ‘π‘ = 1, πΌπΌππ = 0.75ππππ β₯ 1, πΌπΌππ = 0.75ππππ β₯ 1
For Non-standard TEE, Non-standard BEND, Joint, ASME B31J:
πΌπΌππ = 0.75ππππ β₯ 1, πΌπΌπ‘π‘ = 0.75πππ‘π‘ β₯ 1, πΌπΌππ = 0.75ππππ β₯ 1, πΌπΌππ = 0.75ππππ β₯ 1
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ASME B31.1, ASME B31.9 For nonstandard tee, non-standard bend, joint and ASME B31J:
πππΈπΈ = πππ‘π‘ππ ππππ , ππππ, πππ‘π‘ππππ2 + ππππ
2 + πππ‘π‘2
ππβ€ πππ΄π΄
For other fittings:
πππΈπΈ = ππππππ2 + ππππ
2 + πππ‘π‘2
ππ β€ πππ΄π΄ ASME B31.5 For other fittings
πππΈπΈ = ππππ 2 + 2πππ‘π‘ 2 β€ πππ΄π΄
πππ‘π‘ =πππ‘π‘
2ππ
ππππ =ππππππππ
2 + ππππππππ2
ππ For nonstandard tee, non-standard bend, joint and ASME B31J:
πππΈπΈ = ππππ 2 + 2πππ‘π‘ 2 β€ πππ΄π΄
πππ‘π‘ =πππ‘π‘πππ‘π‘
2ππ
ππππ =ππππππππ
2 + ππππππππ2
ππ
ASME B31.3 (input: ππππ , ππππ) For bends:
πππΈπΈ = ππππ + ππππ 2 + 2πππ‘π‘ 2 β€ πππ΄π΄
ππππ =πΈπΈπ΄π΄ππ
πππ‘π‘ =πππ‘π‘
2ππ
ππππ =ππππππππ
2 + ππππππππ2
ππ For other fittings:
πππΈπΈ = ππππ + ππππ 2 + 2πππ‘π‘ 2 β€ πππ΄π΄
ππππ =πππππΈπΈπ΄π΄ππ
πππ‘π‘ =πππ‘π‘
2ππ
ππππ =ππππππππ
2 + ππππππππ2
ππ For nonstandard tee, non-standard bend, joint and ASME B31J:
πππΈπΈ = ππππ + ππππ 2 + 2πππ‘π‘ 2 β€ πππ΄π΄
ππππ =πππππΈπΈπ΄π΄ππ
πππ‘π‘ =πππ‘π‘πππ‘π‘
2ππ
ππππ =ππππππππ
2 + ππππππππ2
ππ
EN 13480 If βLiberal Stress Allowableβ=True
ππ4 = πππ·π·ππ β 2π‘π‘ππ 2
π·π·ππ2 β π·π·ππ β 2π‘π‘ππ 2 +12 + πππππ π π π π π + ππππ
ππππππ
If βLiberal Stress Allowableβ=False
ππ3 = ππππππππππ
Creep Check
ππ5 = πππ·π·ππ β 2π‘π‘ππ 2
π·π·ππ2 β π·π·ππ β 2π‘π‘ππ 2 +12 + πππππ π π π π π
+ ππππππππππ 1
3 πππππ π π π π π β From sustained forces (load case L1) ππππππππππ - From expansion range forces (load
case L9) If "Use ii/io"=false (input: ππ)
For nonstandard tee, non-standard bend, joints and ASME B31J:
πππππ π π π π π =(0.75πππ‘π‘ππ ππππ , ππππ β₯ 1) ππππ
2 + ππππ2 + πππ‘π‘
2
ππ
ππππππππππ =
πππ‘π‘ππ ππππ , ππππ ππππ2 + ππππ
2 + πππ‘π‘2
ππ For other fittings:
πππππ π π π π π =(0.75ππ β₯ 1) ππππ
2 + ππππ2 + πππ‘π‘
2
ππ
ππππππππππ =
ππ ππππ2 + ππππ
2 + πππ‘π‘2
ππ If "Use ii/io"=true (input: ππππ , ππππ)
For nonstandard tee, non-standard bend, joint and ASME B31J: πππππ π π π π π
=
(0.75ππππ β₯ 1)ππππ2 + (0.75ππππ β₯ 1)ππππ
2
+ (0.75πππ‘π‘ β₯ 1)πππ‘π‘2
ππ
ππππππππππ =
ππππππππ2 + ππππππππ
2 + πππ‘π‘πππ‘π‘2
ππ For other fittings: πππππ π π π π π
=
(0.75ππππ β₯ 1)ππππ2 + (0.75ππππ β₯ 1)ππππ
2
+ πππ‘π‘2
ππ
ππππππππππ =
ππππππππ2 + ππππππππ
2 + πππ‘π‘2
ππ
Expansion Stress
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ASME B31.1 ππππ β€ 138 πππππ‘π‘ ππβ β€ 138 πππππ‘π‘
If πππΏπΏ β₯ ππβ, then πππ΄π΄ = ππ 1.25ππππ/ππ + 0.25ππβ/ππ
If πππΏπΏ < ππβ and liberal allowable=true then πππ΄π΄ = ππ 1.25ππππ/ππ + 1.25ππβ/ππ β πππΏπΏ
0.15 β€ ππ β€ 1.0 ππ = 6/ππ0.2
ASME B31.9 ππππ β€ 138 πππππ‘π‘ ππβ β€ 138 πππππ‘π‘
If πππΏπΏ β₯ ππβ, then πππ΄π΄ = ππ 1.25ππππ + 0.25ππβ
If πππΏπΏ < ππβ and liberal allowable=true then πππ΄π΄ = ππ 1.25ππππ + 1.25ππβ β πππΏπΏ
0.15 β€ ππ β€ 1.0 ππ = 6/ππ0.2
ASME B31.3 ππππ β€ 138 πππππ‘π‘ ππβ β€ 138 πππππ‘π‘
For Low Pressure piping If πππΏπΏ β₯ ππβ or liberal allowable=false then
πππ΄π΄ = ππ 1.25ππππ + 0.25ππβ If πππΏπΏ < ππβ and liberal allowable=true then
πππ΄π΄ = ππ 1.25ππππ + 1.25ππβ β πππ‘π‘πππππΏπΏ For High Pressure piping (Chapter IX)
πππ΄π΄ = 1.25ππππ + 0.25ππβ πππ‘π‘πππππΏπΏ β Maximum πππΏπΏ stress calculated from all sustained load cases (L1 and L2) from all available operating modes!
ππ = 6/ππ0.2 If temperature ππ β€ 371β AND material (option in database) βMaximum f=1.2β=True then
0.15 β€ ππ β€ 1.2 Else 0.15 β€ ππ β€ 1.0
ASME B31.5 ππππ β₯ 0 ππβ β₯ 0
If πππΏπΏ β₯ ππβ, then πππ΄π΄ = ππ 1.25ππππ/ππ + 0.25ππβ/ππ
If πππΏπΏ < ππβ and liberal allowable=true then πππ΄π΄ = ππ 1.25ππππ/ππ + 1.25ππβ/ππ β πππΏπΏ
0.5 β€ ππ β€ 1.0 ππ = 6/ππ0.2
EN 13480
If βLiberal Stress Allowableβ=True ππ4 β€ ππππ + πππ΄π΄
ππππ = min ππ(ππ);πππΆπΆπ π If πππΆπΆπ π = 0 then ππππ = ππ(ππ)
If βLiberal Stress Allowableβ=False ππ3 β€ πππ΄π΄
Creep Check ππ5 β€ ππππππ
ππππ β₯ 0 ππβ β₯ 0
πππ΄π΄ = ππ 1.25ππππ + 0.25ππβππβππππ
ππβ = min ππππ ; ππ(ππ);πππΆπΆπ π If πππΆπΆπ π = 0 then ππβ = min ππππ ;ππ(ππ)
0.5 β€ ππ β€ 1.0 ππ = 6/ππ0.2
ππππ = πππππππ π ππ3 ;ππ(20)
π π ππ, π π ππ β From database at cold temperature π π ππ, π π ππ, πππ π π π π‘π‘ β From database hot temperature
Allowable Expansion Stress
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Importance of Expansion Stress Check (Cow Cycle Fatigue Failure)
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Importance of Buckling Check
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Importance of Buckling Check
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Importance of Checking of Pipeline Upheaval Buckling
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Importance of Checking of Local Buckling from External Pressure
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Importance of Checking of Local Buckling from External Pressure
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Importance of Checking of Piping Displacements
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Importance if Checking of Supports and Equipment loads
Option 1. The equipment manufacturer provides allowable loads. It is necessary that the calculated loads from START-PROF be less than those allowed by the manufacturer.
Option 2. Loads are determined using START-PROF are transferred to equipment manufacturers or steel structure engineers for the subsequent evaluation of the strength of the structure or equipment
Option 3. The loads are determined with the START-PROF and then checked by a special methods API 610, API 617, NEMA SM 23, API 650, Nozzle-FEM, etc.
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Importance of Checking of Allowable Deformations of Expansion Joints
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PASS/Start-Prof | Broad Applicability
β’ Developed since 1965
β’ 3000+ Active users (companies). Licenses 8000+
β’ User interface and documentation languages: English, Chinese, Russian
β’ Piping codes: 32
β’ Wind, Seismic, Snow, Ice codes: 18
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PASS/START-PROF Object-Oriented Piping Model
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PASS/START-PROF Object-Oriented Piping Model
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PASS/START-PROF Object-Oriented Piping Model
![Page 30: Pipe Stress Analysis with PASS/START- PROF Software](https://reader034.vdocuments.mx/reader034/viewer/2022042109/625723e55c969444aa012e69/html5/thumbnails/30.jpg)
Databases
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Occasional allowable calculation for elevated temperature fluid service 302.3.6 (2) ASME B31.3-2018 appendix V.
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Automatic creep-rupture usage factor calculation according to ASME B31.3-2018 Appendix V (V303.1-V303.3).
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Minimum Design Metal Temperature (MDMT) calculation according to 323.2.2 (a), (b), (d), (e), (f), (g), (h), (i), (j) of ASME B31.3-2018. Added into material database. START-PROF calculates the MDMT according to figure 323.2.2A and figure 323.2.2B depending on the calculated stress ratio if user select appropriate option in project settings, taking into account the code requirements 323.2.2 (g), (h), (i).
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START-PROF calculates the cold state after cooling down from the hot state. It allows to get more realistic expansion stress range.
START-PROF
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ASME B31.3 319.2.3 (a) code requires to analyze self-springing after creep relaxation, but doesn't give a detailed analysis method for this. CAESAR II can consider creep stress relaxation effect in hot state according to EN 13480 code, but canβt consider self-springing in cold state.
β’ Can consider creep stress relaxation effect in hot state according to EN 13480 code like CAESAR II.
β’ Can consider creep stress relaxation and creep self-springing effect in the cold state using Russian RD 10-249-98 code method. It is available for ASME B31.3, B31.1 and some other codes.
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Seismic wave propagation analysis for underground pipelines. START-PROF calculates stress and strain in buried pipeline caused by seismic wave propagation, and checks the stress and strain limits according to ASCE 2001 Guidelines for the Design of Buried Steel Pipe (American Lifelines Alliance).
![Page 37: Pipe Stress Analysis with PASS/START- PROF Software](https://reader034.vdocuments.mx/reader034/viewer/2022042109/625723e55c969444aa012e69/html5/thumbnails/37.jpg)
Landslide, Soil subsidence, frost heaving, Permanent ground deformation (seismic fault crossing) can also be modeled. The pipeline strain check is made according to ASCE 2001 (ALA) and GB 50470.
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Insulation Joint (Insulation Kit) stress analysis. The axial stress and stress from torsion moment is checked automatically.
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Automatic snow and ice load generation according to national codes.
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Automatic selection of constant effort hangers and supports.
![Page 41: Pipe Stress Analysis with PASS/START- PROF Software](https://reader034.vdocuments.mx/reader034/viewer/2022042109/625723e55c969444aa012e69/html5/thumbnails/41.jpg)
Integration with Autodesk Revit is supported.
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Two-way integration with AVEVA PDMS, AVEVA E3D
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Code START-PROF
ASME B31.1 Power piping USA + ASME B31.3+Ch IX USA Process piping + ASME B31.4 + Ch IX&XI USA Fluid Pipelines + ASME B31.5 USA Refrigeration Piping and Heat Transfer + ASME B31.8 + Ch VIII USA Gas Pipelines + ASME B31.9 Building Services Piping + ASME B31.12-2014 Hydrogen piping and pipelines + ASME B31J-2017 New SIF + EN 13480 Europe Industrial Piping + EN 13941 Europe District heating + CSA Z662 Canada 2015 + BS PD 8010-1 (2016) Pipeline systems. Steel pipelines on land, UK + BS PD 8010-2 (2016) Pipeline systems. Subsea pipelines, UK + ISO 14692 International, FRP + Plastic piping + DLT 5366-2006 Power piping China + GB 20801-2006 Process Piping China + GB 50316-2008 Process Piping China + GB 50251-2015 Gas Pipeline China + GB 50253-2014 Oil Pipeline China + CJJ/T 81-2013 District heating China + 11 Russian codes for all industries +
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Feature START-PROF Wind load codes
SP 20.13330.2011, Russia + ASCE 7, USA + GB 50009, China + Wind pressure vs elevation + Wind velocity vs elevation + IBC 2012 International + NBC 2010, Canada + EN 1991-1-4 2005, Europe + NBR 6123-1998, Brazil + IS 875.3.1987, India + As/Nz 1170:2002, New Zeland + BS 6399-2, UK + UBC 1997, International + CNS, Taiwan + NSR-10, Colombia + KBC 2016, Korea + CFE 2008 Mexico +
Snow load codes Π‘Π 20.13330.2011 + ASCE 7, USA + IBC 2012 International + GB 50009, China + NBC 2010, Canada + EN 1991-1-3 2003, Europe + KBC 2016, Korea +
Ice load codes Π‘Π 20.13330.2011 + ASCE 7, USA + IBC 2012 International + GB 50135-2006, China +
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Feature START-PROF Equipment Connection
Insulation Joint (Insulation Kit) stress analysis + WRC 297 Nozzle Flexibility + PD 5500 Nozzle Flexibility + ASME NB-3630 Tee Flexibility + API 610 Centrifugal Pump load check / ISO 13709 + API 617 Centrifugal Compressor load check / API 619 / ISO 10440 / ISO 10439 + API 650 Tank Nozzle Flexibility + API 650 Tank Nozzle Allowable Loads Check + NEMA SM 23 Steam Turbine Allowable Loads/API 611/API 612/ISO 10437 + WRC 107/537 + API 560 Allowable loads fired heaters + API 661 Allowable loads + ISO 5199 Centrifugal Pump load check + ISO 9905 Centrifugal Pump load check +
Flange check NC 3658.3 Method + Equivalent pressure method / Kellogg + PVP / Code Case 2901 + DNV +
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Stress Analysis Features START-PROF Load Case Editor / Operation Mode Editor (Many Pressures, Temperatures, Loads, etc.) + Seismic Analysis (Static method) + Seismic Anchor Movements + Pipe and Bend Wall Thickness Check + Translation Bourdon Effect + Rotational Bourdon Effect for Bends + Friction, Gap, One-way, Rotation Rod Restraints Nonlinear Analysis + Thermal Bowing (Stratification) + Insulation Weight Calculation by Diameter and Density + MDMT Minimum Design Temperature, Impact Test + MDMT Minimum Design Temperature, Impact Test with Reduction Depending on Stress Ratio + Built-in Calculator in Fields + SIF Scratchpad + Creep Rupture Factor Calculation ASME B31.3 app. V + Friction at Cold State (Follow up load case) + Automatic Water Hammer Loads Analysis + Expansion Joint Deformation Check + Tee and Reducer Wall Thickness Check + Pipe, Bend, Reducer, Tee Wall Thickness Calculation +
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Feature START-PROF CAD Interfaces
Import and Export to Own Neutral Format INI Export/Import Displacements Using File (.csv) CSV Export to TXT + PCF + Hydrosystem Import Dynamic Forces TXT Caesar II (.CII) Import/Export CII AutoCAD Export DXF Autopipe Import and Export CII AutoPlant Import PCF CADISON PCF CadWorx PCF I-Sketch PCF Marine Import and Export API Microstation Export DXF ModelStudioCS PCF OpenPlant PCF PDMS Import and Export API Plant3D Import PCF Plant4D PCF PlantSpace PCF Revit INI Smart3D PCF SmartPlant3D PCF
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β’ Affordable price ~ $6β000 - $7β800 Permanent License, $2β400 - $3β120 Annual License
β’ Technical support for the 1st year is provided for free (!)
β’ Different configurations based on customer needs are available
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Lx=600
Lz=2600
Ly=150
βx βz βz βy
Nozzle Displacements
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Nozzle Object
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Nozzle Flexibility Using WRC 297, PD 5500
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Local Flexibility Vessel Shell Deformations
Global Flexibility (Entire vessel Deformations)
Local and Global Nozzle Flexibility
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βππ = πΌπΌ β βππ β πΏπΏππ = 1.22 β 10β5 β (150+20) β 273 = 0.57 ΠΌΠΌ
βππ = πΌπΌ β βππ β πΏπΏππ = 1.22 β 10β5 β (150+20) β 300 = 0.62 ΠΌΠΌ
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API 610
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API 610
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Compressor API 617
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Allowable loads calculated according to API 560 Method 1: Use an anchor at the point where the piping goes inside the heater. The heater vendor must provide the allowable loads
for this anchor point. Or API 560 code may be used
Fired Heater Modelling
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Allowable loads calculated according to API 560 Method 1: Use an anchor at the point where the piping goes inside the heater. The heater vendor must provide the allowable loads
for this anchor point. Or API 560 code may be used
Fired Heater Modelling
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Method 2: Model whole or part of the furnace coil that is inside the heater. Vendor should provide allowable displacements at the point where the pipe goes inside the heater (+dx, -dx, +dy, -dy, +dz, -dz). Usually itβs the gap values between the pipe and heater shell
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Effect of Friction in Operating and Cold State
L1: W+P SUS L2: W+P+T OPE L3: L2-T COLD (follow up L2) L4: L2-L1 EXP L5: L2-L3 EXP
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The Pipe and Soil Interaction Model
Vertical soil flexibility
Longitudinal soil flexibility Horizontal soil flexibility
Friction
Vertical soil P-β diagram
Horizontal soil P-β diagram
Longitudinal soil P-β diagram (friction)
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PASS/Start-Prof | Soil Model
Each soil support stiffness consist of vertical, horizontal and longitudinal nonlinear springs β’ Horizontal spring consist of 3 springs K1, K2, K3. β’ Vertical Spring consist of 2 (or 3) springs K1, K4 (and K2). β’ Longitudinal spring K5
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Sh is the ring stress, q is the friction force, E is the modulus of elasticity, A is the area, DT is the temperature difference, a is the linear expansion coefficient, n is the Poisson coefficient
Restrained and Unrestrained Zones
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