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These attributes also vary depending on the demand parameter under consideration.
The Maximum Story Displacement Ductility Demand was selected as the Engineering Demand Parameter.
Finally, we include some results that confirm the convenience of including the randomness in the demand parameter.
Fragility curves is a probabilistic function relating damage level (engineering demand parameter) with intensity measure, i.e. spectral acceleration.
In this scenario, if the government does not have information regarding the demand parameter, which is known by both firms, a menu consisting of a rent-extracting tariff for a low demand parameter and a rent-extracting quota for a high demand parameter maximizes the government's objective function.
Three damage states are considered in this study and correlated to an engineering demand parameter, i.e. the interstorey drift ratio, through the use of a damage scheme.
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We analyze the optimal design of capacity demand parameters.
The obtained results demonstrate that APAM procedure provides well estimation of important seismic demand parameters.
Structural damage states were identified and probabilistically related to engineering demand parameters.
We provide a sensitivity analysis of separable traffic equilibrium models with travel cost and demand parameters.
Both structural properties and earthquake characteristics are considered in prediction models of four demand parameters.
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