chap 6 pressure vessels
TRANSCRIPT
CHAPTER 6
PRESSURE VESSELS
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• Boiler explosion on March 20, 1905 in Brockton, Massachusetts.
• 58 killed and 117 injured.• Need of legislative rules and
regulation for construction of boilers.• The first Boiler and Pressure Vessel
Code was published in 1915.• Necessary changes made and new
sections added as need arose.
History of Pressure Vessel codes
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A code is a standard that has been adopted by one or more governmental bodies and has the force of law, or when it has been incorporated into a business contract.
Codes specify requirements of design, fabrication, inspection and testing of pressure vessels.
Number of national codes have been developed for pressure vessels by different countries.
In India, the code for pressure vessels is IS-2825
What is a Code?
MISSAM RAZA Dept. -Mechanical LJ Polytechnic
MISSAM RAZA Dept. -Mechanical LJ Polytechnic
• It is a standard that provides rules for the design, fabrication, and inspection of boilers and pressure.
• This establishes and maintains design, construction and inspection standards providing for maximum protection of life and property.
WHAT ARE ASME CODES?
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• A manufacturer obtains permission to use one of the stamps through the ASME conformity assessment process.
• The manufacturer’s quality control system is reviewed by an ASME team.
• If it meets ASME requirements and the manufacturer successfully demonstrates implementation of the program, the manufacturer is accredited by ASME.
• The manufacturer then may certify the product as meeting ASME standards and apply the stamp to the product.
ASME Codes - Manufacturer
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• Excessive elastic deformation including elastic instability
• Excessive plastic deformation• Brittle fracture• Stress rupture or creep deformation
(inelastic)• Plastic instability and incremental
collapse• High strain and low cycle fatigue• Stress corrosion• Corrosion fatigue
Why follow ASME codes?
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• ASME Publications Catalog,• The ANSI Catalog of American
National Standards, • the US government’s OSHA General
Industry Standards, • contact a standards organization
directly. • http://www.asme.org/catalog
ASME Codes - User
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• Insurance
• Replacement
• Proper Compliance- Size specific- Jurisdiction
• Proper ASME stamps
ASME Codes – User
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Nomenclature
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MISSAM RAZA Dept. -Mechanical LJ Polytechnic
• A heat exchanger qualifies as a UM stamped pressure vessel if:
- Design pressure < 15psig- Internal volume < 1.5 cubic ft. for 150<P<600
psig- Internal volume < 5 cubic ft. for design P upto
250 psig
Example
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• A heat exchanger qualifies as a U stamped pressure vessel if:
- Design pressure > 600 psig- Internal volume > 1.5 cubic ft. for 150<P<600
psig- Internal volume > 5 cubic ft. for design P upto
250 psig
Example
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Comparison of pressure vesselsItem IS-2825 ASME Code
Section VIIIBS-5500 AD-
Merkblatter
Scope •Unfired fusion welded pressure vessels•Pressure < 20 N/mm2•Do/Di < 1.5•Di > 150 mm•Water capacity > 50 litres
•Welded, riveted, forged and brazed vessels•Water capacity>120 gal•Operating pressure > 15 psi•Di>6”
• Unfired fusion welded pressure vessels•Medium and high pressure storage vessels•Excludes transportable vessels.
•Do/Di < 1.7•Vessels and vessel parts predominantly under static load.
materials •Carbon and low alloy steels, high alloy steel, Cu and Cu alloys, Al and alloys
•Same as IS-2825•Cast iron, lined material cast iron, ferritic steel
•Carbon, ferritic alloy(low and high) .
All metallic materials and graphite, glass.
What is a Code?
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Item IS-2825 ASME Code Section VIII
BS-5500 AD-Merkblatter
Design pressure
Maximum working pressure including static head + 5% maximum working pressure.
Maximum pressure at most severe conditions
Maximum pressure at most severe conditions
Based on permissible service pressure
Design tempera-ture
Highest metal temperature expected under operating conditions
Actual metal temperature expected under operating conditions
Actual metal temperature expected under operating conditions + margin for uncertainties
Highest wall temperature expected under working conditions
Comparison of pressure vessels
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National code U.T.S Yield strength Sr(rupture stress)
Creep stress
ASME: VIIIDiv: 1
4 1.6 - 1
ASME: VIIIDiv-2
3 1.5 - -
BS-1515 4 - - -
BS-1515Part II
2.5 1.5 1.5 1
BS-5500 2.35 1.5 1.3 1
ANCC - 1.5 1.5 -
IS-2825 3 1.5 1.5 1
Comparison of pressure vessels
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Explosions
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• In spite of some of the most rigorous, well-conceived safety rules and procedures ever put together, boiler and pressure vessel accidents continue to occur.
• In 1980, for example, the National Board of Boiler and Pressure Vessel Inspectors reported:
- 1972 boiler and pressure vessel accidents, 108 injuries and 22 deaths.
• The pressure vessel explosions are of course rare nowadays and are often caused by incorrect operation or poorly monitored corrosion.
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• Safety in boiler and pressure vessels can be achieved by:
Proper design and construction
Proper maintenance and inspection
Proper operator performance and
vessel operation
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Stress element
Stresses in Pressurized Cylinders Cylindrical pressure vessels, hydraulic cylinders, shafts with components mounted on (gears, pulleys, and bearings), gun barrels, pipes carrying fluids at high pressure,….. develop tangential, longitudinal, and radial stresses.
Wall thickness
t
Radial stress
r
Longitudinal stressl
(closed ends)
A pressurized cylinder is considered a thin-walled vessel if the wall thickness is less than one-twentieth of the radius.
< 1/20tr
Thin-walled pressure vessel
Tangential stress θ
Hoop stress
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Stresses in a Thin-Walled Pressurized Cylinders
In a thin-walled pressurized cylinder the radial stress is much smaller than the tangential stress and can be neglected.
Longitudinal stress, l
(l) /4 [ (do)2 – (di)
2] = ( p ) /4 (di)2
Internal pressure, p
Fy = 0
Longitudinal stress
(l) [ (di + 2t)2 – (di)2] = ( p ) (di)
2
4t2 is very small,
(l) (4di t) = ( p ) (di)2
l = p di
2 tl =
p (di + t)4 t
Max. longitudinal stress
Pressure area
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Stresses in a Thin-Walled Pressurized Cylinders
Projected area
Hoop stress
θ
Tangential (hoop) stress
2(θ) t (length) = ( p ) (di) (length)
Fx = 0
θ = p di 2 t
Max. Hoop stress
l = ½ θ
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Stresses in a Thick-Walled Pressurized CylindersIn case of thick-walled pressurized cylinders, the radial stress, r , cannot be neglected.
Assumption – longitudinal elongation is constant around the plane of cross section, there is very little warping of
the cross section, εl = constant
dr
θ θ
r + dr
r
2(θ)(dr)(l) + r (2rl) – (r + dr) [2(r + dr)l] = 0
l = length of cylinder
F = 0
(dr) (dr) is very small compared to
other terms ≈ 0
θ – r – r dr
dr= 0 (1)
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