Results 291 to 300 of about 15,792,009 (351)
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Formulation for Reliable Analysis of Structural Frames
Reliable Computing, 2006zbMATH Open Web Interface contents unavailable due to conflicting licenses.
George F. Corliss +2 more
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Modeling of Infilled Framed Structures
2013This chapter presents an assessment of the behavior of infilled framed structures. The feasibility of possible immediate implementation of some recent developments both in analysis and design of infilled frames for practical design is investigated.
Asteris, Panagiotis G. +3 more
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Investigation on the Seismic Damage of Recycled Aggregate Concrete Frame Structure
Journal of earthquake engineering, 2018The current research trends focus on the popularization and application of recycled aggregate concrete (RAC) structures in civil engineering. So far, the damage evolution mechanism of RAC structures has been investigated and reviewed by few engineering ...
Changqing Wang, Jianzhuang Xiao
semanticscholar +1 more source
Regularity, Fitness, and the Block Structure of Frames
Applied Categorical Structures, 2006zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Reaching law based sliding mode control for a frame structure under seismic load
Earthquake Engineering and Engineering Vibration, 2021Ying Zhao, M. Noori, Wael A. Altabey
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Engineering Journal, 1964
Interest on the part of architects and engineers in the socalled space frame has prompted the preparation of this paper. Its purpose is to present some of the factors to be considered for designing structures of this type. Among these factors are descriptions of various types of space frames, the effect of support locatiosn, the selection and ...
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Interest on the part of architects and engineers in the socalled space frame has prompted the preparation of this paper. Its purpose is to present some of the factors to be considered for designing structures of this type. Among these factors are descriptions of various types of space frames, the effect of support locatiosn, the selection and ...
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2016
Ehresmann in 1959 first articulated the view that a complete lattice with an appropriate distributivity property deserved to be studied as a generalized topological space in its own right. He called the lattice a local lattice. Here is the distributivity property: x ∧ Vxα = V(x∧xα).
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Ehresmann in 1959 first articulated the view that a complete lattice with an appropriate distributivity property deserved to be studied as a generalized topological space in its own right. He called the lattice a local lattice. Here is the distributivity property: x ∧ Vxα = V(x∧xα).
openaire +1 more source