ABSTRAK Arifian Sandovic Perdana
PUBLIC Alice Diniarti BAB 1 Arifian Sandovic Perdana
PUBLIC Alice Diniarti BAB 2 Arifian Sandovic Perdana
PUBLIC Alice Diniarti BAB 3 Arifian Sandovic Perdana
PUBLIC Alice Diniarti BAB 4 Arifian Sandovic Perdana
PUBLIC Alice Diniarti BAB 5 Arifian Sandovic Perdana
PUBLIC Alice Diniarti PUSTAKA Arifian Sandovic Perdana
PUBLIC Alice Diniarti
The use of composites is increasing in the world, especially in the aviation
world. The most common failure of composite is delamination. Delamination
can be caused by static or cyclic loads. One numerical method that can be
used to analyze delamination is cohesive zone modeling. In an era of increasing
use of finite element method, cohesive zone modeling has the advantage that it
can be applied to finite elements easily by using a damage variable. Currently,
cohesive zone modeling for quasi-static loading has been successfully developed
and has been widely used. However, the application of cohesive zone modeling
in the finite element method for cyclic loading is still being developed because
it has challenges in the form of elements that must experience damage under
cyclic loading with the same maximum displacement.
In this thesis, the model developed by Turon is used to predict fatigue crack
propagation. The developed cohesive element was built using the UEL subroutine
in ABAQUS software. Several simulations have been conducted under
quasi-static and cyclic loading using two models, i.e. single element and double
cantilever beam test. The single-element tests have shown suitable results under
quasi-static and cyclic loading compared to the ABAQUS built-in cohesive
element. The double cantilever beam simulation under quasi-static loading
has provided a promising result compared to the reference which is followed
by a convergence test. Meanwhile, the double cantilever beam simulation under
cyclic loading has presented a similar trend to the experimental results.
However, the result of fatigue simulation is still not fully in accordance with
the experimental results and leads to the need for parametric studies, containing
cycle jump value and mode-I fracture toughness. From the results of these simulations, potential future works will be obtained that can be developed
from this thesis.