• Aucun résultat trouvé

An equa(on-free mul(scale method applied to discrete networks

N/A
N/A
Protected

Academic year: 2021

Partager "An equa(on-free mul(scale method applied to discrete networks"

Copied!
32
0
0

Texte intégral

(1)

An equa(on-free mul(scale method

applied to discrete networks

(2)

Result

Setup

Planar unit cell of LE EB beams inc damage (1x1mm2)

(3)
(4)

Result

Force-displacement response

(5)
(6)

The method’s ansatz explained

(7)

The method’s ansatz explained

(8)

The method’s ansatz explained

(9)

The method’s ansatz explained

(10)

The method’s ansatz explained

(11)

The method’s ansatz explained

(12)

The method’s ansatz explained

(13)

The method’s ansatz explained

(14)

The method’s ansatz explained

(15)

The method’s ansatz explained

(16)

Simple planar unit cell: Setup

Blue Red Black Purple

Area 1 3 9 27 [m2] (x10-9)

Y. Modulus 1 5 25 125 [MPa]

P. ra(o 0.1 0.2 0.3 0.4 [-]

(17)
(18)

Simple planar unit cell: Results

(19)

Simple planar unit cell: Results

Failed beams, inc. sequence

(20)

Force-displacement response

DNS QC

(21)
(22)
(23)

Fibrous unit cell: Small setup

Periodic, planar unit cell of fibres (1x1mm2) Beam discre(sa(on

(24)
(25)
(26)
(27)

Force-displacement response

DNS QC

(28)
(29)

Fibrous unit cell, large domain: Results

(30)

Force-displacement response

DNS QC

(31)
(32)

Références

Documents relatifs

This reading list presents a selection of references related to the X elements of Unit X in the EASIT materials.. Please note that trainers and trainees using this reading list

Subject: Write the type of document (e.g. Reading list, Additional material).. Author: Write the name of the partners who are in charge of

2. Remember to go through the Enter the number of the question here. • Questionnaires will be based only on video lectures. • Each questionnaire should have around 15 questions. •

For specific requests about statistical resources and databases, you can address to the documentalist responsible for the document collection, which is in an

Since the success of Independent Component Analysis (ICA) for solving the Blind Source Separation (BSS) problem, ICA has received considerable attention in numerous areas, such

Namely, if {L,} is an interpolating sequences of hyperp lanes, then {aj\ is an interpolating sequence of points, so they must satisfy Varopoulos's necessary condition (cf.. the

I am greatly indebted to Professor Lehto and the reviewer who pointed out to me the Theorem of Gehring and

Representations of linear functionals In this section we prove the following main result of the paper.. Theorem