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مقاله تحقیق پروژه دانش آموزی و دانشجویی

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مقاله تحقیق پروژه دانش آموزی و دانشجویی

Comparison of PIM and the Variational Iteration Methods (VIM) for Solving Linear Optimal Control Problems

Comparison of PIM and the Variational Iteration Methods (VIM) for Solving Linear Optimal Control Problems

Comparison of PIM and the Variational Iteration Methods (VIM) for Solving Linear Optimal Control Problems

This article presents the Parametric Iteration Method (PIM) for finding optimal control and its corresponding trajectory of linear systems. Without any discretization or transformation, PIM provides a sequence of functions which converges to the exact solution of problem. Our emphasis will be on an auxiliary parameter which directly affects on the rate of convergence. Comparison of PIM and the Variational Iteration Method (VIM) is given to show the preference of PIM over VIM. Numerical results ...


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Convergence Rate of GMRES on Tridiagonal Toeplitz Linear System

Convergence Rate of GMRES on Tridiagonal Toeplitz Linear System

Convergence Rate of GMRES on Tridiagonal Toeplitz Linear System

This paper aimed to review paper [10] titled ldquo;The rate of convergence of GMRES on a tridiagonal toeplitz linearsystem II rdquo; by Ren-cang Li amp; Wei Zhang and its references, in which linear system Ax=b is solved using Toeplitzmatrices by generalized minimal residual method. Based on this thesis, this method is the best and most completeway to solve asymmetric matrices. Since the analysis of the convergence of such systems is difficult and complex,2nd order orthogonal Chebyshev ...


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Convergence Rate of GMRES on Tridiagonal Toeplitz Linear System

Convergence Rate of GMRES on Tridiagonal Toeplitz Linear System

Convergence Rate of GMRES on Tridiagonal Toeplitz Linear System

This paper aimed to review paper [01] titled ldquo;The rate of convergence of GMRES on a tridiagonaltoeplitz linear system II rdquo; by Ren-cang Li amp; Wei Zhang and its references, in which linear systemAx=b is solved using Toeplitz matrices by generalized minimal residual method. Based on this thesis,this method is the best and most complete way to solve asymmetric matrices. Since the analysis of theconvergence of such systems is difficult and complex, 2nd order orthogonal Chebyshev ...


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ترجمه مقاله Investigation of the cutoff frequency of double linear halo lightly doped drain and source CNTFET

ترجمه مقاله Investigation of the cutoff frequency of double linear halo lightly doped drain and source CNTFET

ترجمه مقاله Investigation of the cutoff frequency of double linear halo lightly doped drain and source CNTFET

After discovering the carbon nanotube (CNT) by Aijima, scientific research about this structure are expanded due to its excellent electronic properties. One of the important properties of this structure is quasi-ballistic transport with very high carrier mobility. Using carbon nanotube, two types of field effect transistors have been discussed. The first type is Schottky barrier carbon nanotube field effect transistor (SB-CNTFET) and second type is MOSFET-like CNTFETs (MOSCNTs). The ...


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Linear Algebra Hoffman ویرایش دوم

» :: Linear Algebra Hoffman ویرایش دوم
کتاب جبر خطی هافمن خرید و دانلود محصول

1394/12/09
linear algebra , hoffman , algebra


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