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The system has the following four functions: (1) Based on the field investigation of joints, the system can consider rock mass structures, by using network simulation technology.
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We will use network simulations to capture the effect of finite-size noise on the stability of the network states.
The Poisson Boltzmann equation in cylindrical coordinates is solved by using the network simulation method.
The harmonic response of ion-exchange membrane systems is studied by using the network simulation method.
The Nernst-Planck flux equations, together with the Donnan equilibrium relations and the electrical neutrality condition, are numerically solved by using the network simulation method.
The electrochemical impedance and a decomposition into Fourier components of the potential time response of the system to a sine electric current superimposed on a dc electric current, have been obtained by using the network simulation method.
The electrochemical impedance and a decomposition into Fourier components of the current time response of the system to a sine electric potential, have been obtained by using the network simulation method.
The impedance has been studied by using the network simulation method and the results obtained from the characteristic frequency of the interfacial charge transfer process are compared with the theoretical expressions for the electric double layer capacitance of an ideal system, not only under equilibrium conditions but also by considering the polarization concentration phenomenon.
We evaluate the performance of the system using network-level simulation by considering diverse workload communication patterns and system design parameters.
In this section, several experimental simulations are presented by using the network simulator tool (NS 2.35) [38].
Simulation of this system is achieved using the network simulation package (NS2).
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