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Exact(2)
The system in this case is indicated for scheme 2. The Taylor expansion is approximately used for a term a - 2 d i W i. Then, the partial differential equation with respect to each di is obtained, and each di can be obtained similarly to be mentioned above.
where J is tunneling current density (see Figure 3), V is the electrical potential difference, e is the quantum of electricity, m is the mass of electron, h is Planck's constant, d is the distance between CNTs, λ is the height of the barrier (for epoxy, 0.5 to 2.5 eV), and A is the cross-sectional area of the tunnel (the cross-sectional area of CNT is approximately used here).
Similar(57)
The oscillating frequencies in vertical and horizontal directions are obtained approximately using the variational iteration method.
The frequencies are found approximately using asymptotic analysis and a perturbation technique.
The equations are solved approximately using perturbation method and mode shapes by differential quadrature method.
The efficiency of energy transfer was estimated approximately using the measured lifetimes.
In the proposed method, we approximately use the derivation of Equation 14.
First, a global pressure problem on the network is solved approximately using the multiscale finite volume (MSFV) method.
Here, the calculation is performed approximately using a greedy algorithm, a type of matching pursuit algorithm [13].
This creep was of the primary type and could be quantified approximately using the Andrade power law.
The self-adjoint eigenvalue problem for the linear stiffness operator is solved approximately using the Galerkin method to obtain the linear mode shapes and eigenvalues.
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