Uniform convergence and numerical computation of the Hubbell radiation rectangular source integral |
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| Authors: | Elgiz Bairamov Nuri Ozalp |
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| Institution: | Ankara University, Faculty of Sciences, Department of Mathematics, 06100 Besevler, Ankara, Turkey |
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| Abstract: | In this paper, we investigate uniform convergence of the improper Hubbell radiation rectangular source (HRS) integral H(a,b). We prove that HRS integral H(a,b) is uniform convergent in the domain D?{(a,b)∈0,A]×0,∞)} for any positive finite number A. Then we give an accurate and efficient computation algorithm for the HRS integral. |
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| Keywords: | Radiation rectangular source integral Radiational field Uniform convergence Computational algorithm |
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