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This study investigates the fracture properties of nacre using a discrete lattice model based on continuous damage random threshold fuse network.
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Bit-string refers to the way in which the molecules are represented, polyclonal indicates that the lymphocytes have genetic variation in their receptors, and lattice signifies that a discrete lattice is used to represent the space.
We will now show that, for a discrete lattice, F P=R T and F=I should be viewed in an average sense using the notion of weak convergence Rudin (2006).
This paper presents a discrete (lattice) model for simulating mass transport within multiphase materials.
In this section, we use the notion of weak-convergence to arrive at a physical interpretation of the decomposition given in (11), and depicted in Fig. 1 for a discrete lattice.
The mechanical response of the three phases is modelled by a discrete lattice approach.
The agent particles were placed on a discrete lattice and were coupled indirectly by overlapping sensors, the particles represented random arrangements of cytoskeletal filaments.
In order to couple the GRNs in a compartmentalised (cellular) domain, we considered a discrete lattice of n × n elements, in which each element (i, j) represents a cell with a GRN.
For the fixed source position, we used a discrete uniform distribution on the 50 × 50 lattice.
It uses a discrete three-dimensional cubic grid based on the D3Q27 model often used in the application of the Lattice-Boltzmann Method (LBM) [ 7].
The numerical results obtained using this simple discrete lattice model are in very good agreement with the previously obtained experimental results, such as nacre's stiffness, tensile strength, and work of fracture.
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