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Theory and design of Structures

Theory and design of Structures

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#Purpose The purpose of this channel is discussing the theoretical and technical aspects of Structural engineering. #Target Bridging the gap between theory and practice. Contact @Cengtalk_bot

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ES EN 1998:2015,Art. 4.3.4 @theoryanddesignofstructures
ES EN 1998:2015,Art. 4.3.4 @theoryanddesignofstructures

The value of dr, the design inter story drift, shall be calculated in accordance with section 4.3.4. What does section 4.3.4 state? @theoryanddesignofstructures

Even if it isn't stated in the code explicitly, If the value of θ is between 0.2 and 0.3 a more acurate method of P-Δ analysis shall be used. @theoryanddesignofstructures

ES EN 1998:2015, Art. 4.4.2.2(2) This section of the code states that the interstory drift sensitivity coefficient(θ): 1. sho
ES EN 1998:2015, Art. 4.4.2.2(2) This section of the code states that the interstory drift sensitivity coefficient(θ): 1. should be less than 0.1 to say a structural system is non-sway. 2. Approximate analysis can be used if 0.1<θ<=0.2. The method suggested is multiplying the relevant seismic action effects by factor 1/(1-θ) 3. The value of θ should not exceed 0.3. @theoryanddesignofstructures

Criteria to consider p-Δ effect as per the new and old code of seismic design:

Values of αᵤ/α₁ @theoryanddesignofstructures
Values of αᵤ/α₁ @theoryanddesignofstructures

qo values according to ES EN 1998:2015 @theoryanddesignofstructures
qo values according to ES EN 1998:2015 @theoryanddesignofstructures

γ₀ values EBCS-8 1995 Table 3.2 @theoryanddesignofstructures
γ₀ values EBCS-8 1995 Table 3.2 @theoryanddesignofstructures

Behavior factor calculation according to ES EN 1998:2015 q=q₀kw>=1.5 [ES EN 1998:2015, Eqn. 5.1] qo is the basic value of the behavior factor, dependent on the type of structural system and on its regularity in elevation. Kw is the factor reflecting the prevailing failure mode in structural systems with walls. @theoryanddesignofstructures

Behavior factor calculation according to EBCS-8,1995( old code) γ=γ₀*Kd*Kr*Kw [EBCS 8-1995, Eqn. 3.2 ] Where: γ₀ is the basic value of behavior factor, dependent on the structural type. Kd factor reflecting the ductility class Kr factor reflecting the structural regularity in elevation Kw factor reflecting the prevailing failure mode in structural systems with walls. @theoryanddesignofstructures

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