This paper gives a new insight into the linear dynamic behavior of one-storey eccentric systems, with particular attention devoted to provide a comprehensive physically based formulation of the maximum corner displacement magnification, which involves three contributions (translational response, torsional response and their combination). It is shown that the largest magnifications, which mainly occur for the class of torsionally-flexible systems, are due to the translational contribution which is caused by the shift of the fundamental period of the eccentric system with respect to that of the equivalent not-eccentric system. A simplified method for the estimation of the maximum corner displacement under seismic excitation, based on the phys...
In this paper, starting from a closed-form formulation identified in previous research works by the ...
Structures characterized by non coincident centre of mass CM and centre of stiffness CK (Fig. 1), a...
none3In this paper, starting from a closed-form formulation identified in previous research works by...
This paper gives a new insight into the linear dynamic behavior of one-storey eccentric systems, wit...
none4This paper gives an insight into the dynamic and seismic behavior of one-storey eccentric syste...
none4noDOI volume: 10.1007/978-94-007-5377-8This chapter gives a new insight into the dynamic behavi...
none4This paper gives a new insight into the dynamic behaviour of one-storey eccentric systems, with...
The seismic behaviour of one-storey asymmetric structures has been extensively studied since 1970s b...
This paper investigates the dynamic and seismic behavior of one-storey in-plane eccentric systems wi...
The non-linear response of in-plan asymmetric systems has been exten-sively studied since the 1980s....
This paper provides a further insight on the dynamic behavior of one-story in-plane eccentric system...
Eccentric structures, characterized by non coincident center of mass and center of stiffness, when s...
Structures characterized by non-coincident center of mass and center of stiffness, referred to herei...
In this paper, starting from a closed-form formulation identified in previous research works by the ...
Structures characterized by non coincident centre of mass CM and centre of stiffness CK (Fig. 1), a...
none3In this paper, starting from a closed-form formulation identified in previous research works by...
This paper gives a new insight into the linear dynamic behavior of one-storey eccentric systems, wit...
none4This paper gives an insight into the dynamic and seismic behavior of one-storey eccentric syste...
none4noDOI volume: 10.1007/978-94-007-5377-8This chapter gives a new insight into the dynamic behavi...
none4This paper gives a new insight into the dynamic behaviour of one-storey eccentric systems, with...
The seismic behaviour of one-storey asymmetric structures has been extensively studied since 1970s b...
This paper investigates the dynamic and seismic behavior of one-storey in-plane eccentric systems wi...
The non-linear response of in-plan asymmetric systems has been exten-sively studied since the 1980s....
This paper provides a further insight on the dynamic behavior of one-story in-plane eccentric system...
Eccentric structures, characterized by non coincident center of mass and center of stiffness, when s...
Structures characterized by non-coincident center of mass and center of stiffness, referred to herei...
In this paper, starting from a closed-form formulation identified in previous research works by the ...
Structures characterized by non coincident centre of mass CM and centre of stiffness CK (Fig. 1), a...
none3In this paper, starting from a closed-form formulation identified in previous research works by...