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1 0 0 0 特別企画・無形文化遺産特集文化財保護制度・ユネスコ無形文化遺産を通してみる「大日堂舞楽」 : その制度的展開と主体との関係に着目して

著者: 伊藤純
出版者: 民俗芸能学会
雑誌: 民俗芸能研究 (ISSN:09114564)
巻号頁・発行日: no.60, pp.77-91, 2016-03

2020-05-24 12:39:31
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https://ci.nii.ac.jp/naid/40020828019

1 0 0 0 OA 連載医学物理における微分方程式の利用と解法(3)

著者: 村瀬研也
出版者: 公益社団法人日本医学物理学会
雑誌: 医学物理 (ISSN:13455354)
巻号頁・発行日: vol.35, no.4, pp.297-306, 2016 (Released:2016-08-31)
参考文献数: 11

In this issue, simultaneous differential equations were introduced. These differential equations are often used in the field of medical physics. The methods for solving them were also introduced, which include Laplace transform and matrix methods. Some examples were also introduced, in which Laplace transform and matrix methods were applied to solving simultaneous differential equations derived from a three-compartment kinetic model for analyzing the glucose metabolism in tissues and Bloch equations for describing the behavior of the macroscopic magnetization in magnetic resonance imaging.In the next (final) issue, partial differential equations and various methods for solving them will be introduced together with some examples in medical physics.

2020-05-24 12:31:39
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1 0 0 0 OA 連載医学物理における微分方程式の利用と解法(1)

著者: 村瀬研也
出版者: 公益社団法人日本医学物理学会
雑誌: 医学物理 (ISSN:13455354)
巻号頁・発行日: vol.34, no.4, pp.227-235, 2015 (Released:2015-12-16)
参考文献数: 8

Utilization of differential equations and methods for solving them in medical physics are presented. First, the basic concept and the kinds of differential equations were overviewed. Second, separable differential equations and well-known first-order and second-order differential equations were introduced, and the methods for solving them were described together with several examples.In the next issue, the symbolic and series expansion methods for solving differential equations will be mainly introduced.

2020-05-24 12:31:01
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1 0 0 0 OA 連載医学物理における微分方程式の利用と解法(2)

著者: 村瀬研也
出版者: 公益社団法人日本医学物理学会
雑誌: 医学物理 (ISSN:13455354)
巻号頁・発行日: vol.35, no.1, pp.49-58, 2015 (Released:2016-01-31)
参考文献数: 11

In this issue, symbolic methods for solving differential equations were firstly introduced. Of the symbolic methods, Laplace transform method was also introduced together with some examples, in which this method was applied to solving the differential equations derived from a two-compartment kinetic model and an equivalent circuit model for membrane potential. Second, series expansion methods for solving differential equations were introduced together with some examples, in which these methods were used to solve Bessel’s and Legendre’s differential equations.In the next issue, simultaneous differential equations and various methods for solving these differential equations will be introduced together with some examples in medical physics.