Seismic design EC8 Thiết kế chống động đất

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Seismic design EC8  Thiết kế chống động đất

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Tính toán về động đất theo tiêu chuẩn Eurocode hiện đang được Việt Nam sử dụng. Cuốn sách Seismic design EC8 chi tiết về tính toán kết cấu bê tông cốt thép đảm bảo chống động đất phù hợp với từng loại công trình. Tài liệu có các hình vẽ minh họa kèm theo để người đọc áp dụng trong thiết kế công trình bê tông cốt thép.

Seismic Design of New R.C Structures Prof Stephanos E Dritsos University of Patras, Greece Pisa, March 2015 Seismic Design Philosophy Main Concepts  Energy dissipation  Ductility  Capacity design  Learning from Earthquakes Energy Dissipation Ductility and Ductility Factors • Ductility is the ability of the system to undergo plastic deformation The structural system deforms before collapse without a substantial loss of strength but with a significant energy dissipation • The system can be designed with smaller restoring forces, exploiting its ability to undergo plastic deformation • Ductility factor (δu/δy): Ratio of the ultimate deformation at failure δu to the yield deformation δy * δu is defined for design purposes as the deformation for which the material or the structural element loses a predefined percentage of its maximum strength Ductility Factors δu µδ = δy δu: ultimate deformation at failure δy: yield deformation • In terms of rotations: (for members) θu µθ = θy θu: ultimate rotation at failure θy: yield rotation • In terms of curvatures: (for members) ϕu µϕ = ϕy φu: ultimate curvature at failure φy: yield curvature • In terms of displacements: Behaviour q Factor The q factor corresponds to the reduction in the level of seismic forces due to nonlinear behaviour as compared with the expected elastic force levels Ductility and Behaviour Factor q Vel Definition q = Vinel Flexible Structures T ≥ Tc : Rule of equal dispacement V1max δ u = = = µδ q V2max δ y δy2 δu2 δ Ductility and Behaviour Factor q Stiff Structures T≤Tc for T=0 q=1 for T=Tc q=μδ q μδ δy δu2 Rule of equal dissipating energy q Vel V1max = = (2 µδ − 1)1/ Vinel V2max δ Τc Τ T q= + ( µδ − 1) (Eurocode 8) Tc Design spectrum for linear analysis • The capacity of structural systems to resist seismic actions in the non-linear range permits their design for resistance to seismic forces smaller than those corresponding to a linear elastic response • The energy dissipation capacity of the structure is taken into account mainly through the ductile behavior of its elements by performing a linear analysis based on a reduced response spectrum, called design spectrum This reduction is accomplished by introducing the behavior factor q Design spectrum for linear analysis (Eurocode 8) • For the horizontal components of the seismic action the design spectrum, Sd(T), shall be defined by the following expressions: ag is the design ground acceleration on type A ground (ag = γI.agR); γI=importance factor TB is the lower limit of the period of the constant spectral acceleration branch; TC is the upper limit of the period of the constant spectral acceleration branch; TD is the value defining the beginning of the constant displacement response range of the spectrum; S is the soil factor Sd(T) is the design spectrum; q is the behaviour factor; β is the lower bound factor for the horizontal design spectrum, 10 recommended β=0,2 Detailing of Ductile Walls EN 1998-1:2004 (Ε) § 5.4.3.4.2 Large Lightly Reinforced Walls Design and Detailing of Large Lightly Reinforced Walls Design and Detailing of Large Lightly Reinforced Walls  Large lw  Foundation Problem Large moment at the base and very low normalized axial force  Usual way of footing with tie-beams is insufficient  Impossible to form plastic hinge at the wall base Wall will uplift & rock as a rigid body Large Lightly Reinforced Walls  c ≥ max Boundary elements bw σcm = mean value of concrete 3bw σcm / fcd compressive stress Longitudinal Reinforcement of Boundary Elements (a) Diameter of vertical bars (EC8- §5.4.3.5.3 (2)) lower storeys when ∆ w ≤ hstorey / : dbL ≥ 12mm higher storeys: dbL ≥ 10mm (b) Stirrups (EC8- §5.4.3.5.3 (1)) In all storeys-closed stirrups dbw ≥ max(6mm, dbL 3) s w ≤ min(100mm,8dbL ) No other particular regulations for LLRCW Secondary Seismic Members  A limited number of structural members may be designated as secondary seismic members The strength and stiffness of these elements against seismic actions shall be neglected  The total contribution to lateral stiffness of all secondary seismic members should not exceed 15% of that of all primary seismic members  Such elements shall be designed and detailed to maintain their capacity to support the gravity loads present in the seismic design situation, when subjected to the maximum deformations under the seismic design situation Maximum deformations shall account for P-Δ  In more detail § 4.2.2., 5.2.3.6, 5.7 Specific Provisions in EC8 for:  LOCAL EFFECTS to masonry infills see § 5.9  CONCRETE DIAPHRAGMS see § 5.10  PRECAST CONCRETE STRUCTURES see § 5.11 Thank you for your attention http://www.episkeves.civil.upatras.gr APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) APPENDIX: Detailing & Dimensioning of seismic elements (Synopsis by M Fardis) ... (Eurocode 8) Tc Design spectrum for linear analysis • The capacity of structural systems to resist seismic actions in the non-linear range permits their design for resistance to seismic forces.. .Seismic Design Philosophy Main Concepts  Energy dissipation  Ductility  Capacity design  Learning from Earthquakes Energy Dissipation... spectrum, called design spectrum This reduction is accomplished by introducing the behavior factor q Design spectrum for linear analysis (Eurocode 8) • For the horizontal components of the seismic action

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