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Published byTyrone Gibbs Modified over 6 years ago
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Preliminary analysis for the dressed LHC RF cavity (2) April 28th 2016 – EDMS 1605583
L. Dassa, L. Mettler
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Mechanical properties of copper (as per CERN Store): E = 115 GPa
G = 44 GPa (→ ν = 0.307) Source: Copper & copper alloys, ASM international, p. 453 σY = 200 MPa (Rp0.2) σR = 240 MPa (Rm) Source: Technical Specification N° Ed. 8 EDMS No: Oxygen-Free Electronic copper sheets Cu-OFE Mechanical properties of copper (annealed) σY = 50 MPa (Rp0.2) σR = 226 MPa (Rm) Source: EDMS No: Guillaume Maîtrejean “Mechanical properties of OFE Copper, Niobium and Stainless Steel 316L/LN” Oxygen-Free Electronic copper sheets Cu-OFE Dressed cavity Material properties Mechanical properties of stainless steel 316LN: E = 196 GPa ν = 0.27 (→ G = 77.2 GPa) σY = 280 MPa (Rp0.2) σR = 580 MPa (Rm) Source: EN :2008 For ≤ 3 mm sheets, the steel shall be cold-rolled and solution annealed. For > 3 mm sheets/plates, the steel shall be hot-rolled and solution annealed.
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Dressed cavity (p=1.5 atm)
Top box added to tank: Solid / solid shell elements Point mass of coupler added to the top flange (163 kg) Gravity loads for all modelled components taken into account Geometry and Mesh (2)
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Dressed cavity (p=1.5 atm)
Geometry and Mesh Biphasic vessel included! Coupler weight not included!
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Dressed cavity (p=1.5 atm)
Submodel created for parts of the tank to investigate stress concentrations Geometry and Mesh (2)
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4 checks for each component
Dressed cavity Strenght Assessement 4 checks for each component 1 2 4 3
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CAVITY
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Cavity (p=1.5 atm) Primary local Primary membrane + primary bending P Limit: 1.5 f (= 200 MPa) Results with pressure only linearization required
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PL = primary local membrane = 41 MPa < 1.5 f (= 200 MPa)
Cavity (p=1.5 atm) CAVITY: (f = σY/1.5 = 133 MPa) PL = primary local membrane = 41 MPa < 1.5 f (= 200 MPa) Stress linearization Shell model, presented in the previous meeting, is not representative (ratio radius/thickness not acceptable)
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Primary local Primary membrane + primary bending P Limit: 1.5 f (= 50 MPa) Brazed components (p=1.5 atm) BRAZED C.: (f = σY/1.5 = 33 MPa) PL = primary general membrane <> 1.5f (= 50 MPa) -> linearization required Warning -> close to flange
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VESSEL
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detailed study required
TANK: (f = σY/1.5 = 187 MPa) Cavity (p=1.5 atm) Tank: linear elastic analysis detailed study required
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Cavity (p=1.5 atm)
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Cavity (p=1.5 atm)
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Primary local Primary membrane + bending P Results with pressure only (primary PL) Vessel (p=1.5 atm) Some spot is in presence of not compliant welded joint TANK: > 1.5 f (=280 MPa) (f = σY/1.5 = 187 MPa)
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Linear elastic analysis summary: CAVITY: (f = σY/1.5 = 133 MPa)
Pm = primary general membrane < f (= 133 MPa) PL = primary local membrane = 41 MPa < 1.5 f (= 200 MPa) P = primary general membrane + bending = 171 MPa < 1.5 f (= 200 MPa) P + Q = primary + secondary local membrane + bending = 226 MPa < 3 f (= 400 MPa) Brazed components: (f = σY/1.5 = 33 MPa) Pm = primary general membrane < f (= 33 MPa) NOT VERIFIED PL = primary local membrane < 1.5 f (= 50 MPa) NOT VERIFIED P = primary general membrane + bending < 1.5 f (= 50 MPa) NOT VERIFIED P + Q = primary + secondary local membrane + bending = 54 MPa < 3 f (= 100 MPa) Cavity (p=1.5 atm) Linear elastic analysis Summary TANK: (f = σY/1.5 = 187 MPa) Pm = < f (=187 MPa) PL = <1.5 f (=280 MPa) NOT VERIFIED P = < 1.5 f (=280 MPa) NOT VERIFIED P + Q < 3 f (=560 MPa)
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Conclusions Cavity (not brazed) Acceptable Cavity (brazed) not acceptable according to standard -> Acceptable with particular statement Tank not acceptable according to standard ->Verification ongoing with nonlinear analysis (some issue in the application of the standard) -> level of plasticization to verify Biphasic vessel to study Not compliant welded joints Total Redo analysis with new Cu limits (see E. Cantergiani report)? Assessment report
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Back-up slides
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From EN 13445 From EN 13458
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From EN 13445
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