PSI - Issue 11
J.I. Gisbert et al. / Procedia Structural Integrity 11 (2018) 428–435
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Author name
/ Structural Integ
rity Procedia 00
(2018) 000–000
F
urthermore, ounding the Y the numerica n figure 12 c erical model
in the model axis where l model samp an be observe and the labor
results can b the load is ap le fails due to d the compar atory experim
e noticed how plied, being shear stress ation between ent.
the higher e these joints th before the pla the loading
lastic strains e path where sticity behav process and t
concentrate i the sample u ior is reached he displaceme
n the mortar sually fails. I . nt produced
joints n this of the
surr case I num
Figure 9
: Base loads and
top vertical disp
lacements.
5. C T num inte easi Dru one T rein resu to a Ref [1] H [2] K 2 [3] A C [4] A 2 [5] E p [6] A C [7] E r [8] G C [9] S S [10]
ONCLUSIO he model cre erical model rpolation betw er than other lso, modern cker-Prager R s. he possibility forcement ma lts which can pply to mason erences . Bilgin and O. K . Chaimoon and 056–2068, 2007 . Gabor, E. Ferri onstr. Build. Ma . H. Akhaveissy 00–214, 2012. N 1052-1, “Meth . 11. STM E519/E51 onshohocken, P . Bernat-Maso, einforced mortar . Alfano, M.A. omputational Iss . Ivorra, D. Bru, ec. Eng, vol. 7 (2 ANSYS Mechan
NS ated with hig s in order t een nodes, w older element elements all ankine criter to use these sonry metho lead to deve ry heritage an orini, “A new m M. M. Attard, . er, E. Jacquelin, ter., vol. 20, no. , “The DSC Mod 9M. 2010. “Stan A., 2010. L. Gil, and P. R and subjected to Crisfield, Finit ues, Int. J. Nume A. Galvañ, S. Si 017) pp 463-474 ical, release 18.2 ods of test for m
h order elem o simulate m hich improve s. ow using rec ion, which ca criteria and ds, such as T lop formulatio d modern bu
ents using A asonry and s the capabili ent failures n be used to p complexity to RM, and dev ns, which ma ildings restor
NSYS softwa predict its fa ty to develop criteria inclu erform nume perform num elop parametr y allow prof ation and repa
re proves to ilure. These more comple ded in ANSY rical models w erical model ic FEM analy essionals to st ration.
be a valid te elements pe x models and S recent ver ith more pos s can be an o sis in order t udy the neces
chnique to de rmit the qua reach conver sions, such sibilities than pportunity to o obtain num sary reinforc
velop dratic gence as the older study erical ement
A
odeling approac “Modeling of un and P. Hamelin, 5, pp. 308–321, 2 el for the Nonlin
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