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A Bipartite Framework on a Quadric Surface
A contrario
A Coruña
A framework is proposed in which certain wellknown concepts of statistical mechanics and thermodynamics can be used and applied to characterize structural systems of interconnected Timoshenko beam elements. We first make the assimilation to a network of nodes linked by potential energy functions that are derived from the stiffness properties of the beams. Then we define a series of thermodynamic quantities inherent to a given structure (i.e.
a granel Heterojunction
A graph is edgedistanceregular when it is distanceregular around each of its edges and it has the same intersection numbers for any edge taken as a root. In this paper we give some (combinatorial and algebraic) proofs of the fact that every edgedistanceregular graph G is distanceregular and homogeneous. More precisely
A MonteCarlo method
A posteriori error estimation
A priori distribution
a priori estimates
A priori information
A priori uncertainties
A priri analysis
A return into the 3rd dimension
a series of experiments was performed on four structural specimens within the elastic regime.Their configurations were taken from the seismic regulations known as Eurocode 8 in order to have a better based reference for our comparisons. The results are then explained within this new framework.
A*
A42
aequation
AGPS
aNeumann equation
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