مشاهده مشخصات مقاله
First and Second order Field Estimation Using Multi- Grid Algorithm
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نویسنده (ها) |
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H. Shokri-Razaghi
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E. Afjei
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R. Ghavamizadeh
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مربوط به کنفرانس |
دوازدهمین کنفرانس بینالمللی سالانه انجمن کامپیوتر ایران |
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چکیده |
This paper poses a magnetic field problem in cylindrical coordinate for two regions with different permeabilities
for each one. The linear partial differential equation governing this problem is in the form of Helm-Holtz
equation. This problem is then solved using classical Gauss-Seidel Algorithm for the Finite difference (FD)
solution of linear partial differential equation. In order to obtain adequate solution for a reasonable number of
grid points for the regions under consideration a considerable amount of time will take for the program to
converge.
The paper presents a different technique known as Multi-Grid which will speed up the convergence process.
In this method, the solution to the differential equation between two grid points for obtaining the initial
condition is considered to be linear at first and then of the second order in nature. The main contribution is
made by regarding the effect of the initial values of the variable vector in the convergence time of the Gauss-
Seidel algorithm. |
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قیمت |
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برای اعضای سایت : ۱٠٠,٠٠٠ ریال
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برای دانشجویان عضو انجمن : ۲٠,٠٠٠ ریال
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برای اعضای عادی انجمن : ۴٠,٠٠٠ ریال
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