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采用椭球坐标中的多极展开的四壳椭球模型。

Four-shell ellipsoidal model employing multipole expansion in ellipsoidal coordinates.

作者信息

Blimke John, Myklebust Joel, Volkmer Hans, Merrill Stephen

机构信息

The Max McGee National Research Center For Juvenile Diabetes, Medical College of Wisconsin, Milwaukee, WI 53226, USA.

出版信息

Med Biol Eng Comput. 2008 Sep;46(9):859-69. doi: 10.1007/s11517-008-0352-9. Epub 2008 May 17.

Abstract

Although the head is more closely represented as an ellipsoid than a sphere, calculation in ellipsoidal coordinates is difficult. This paper presents a four shell ellipsoidal model, employing multipole expansion in ellipsoidal coordinates, for EEG, MEG, and evoked potential applications. Computational detail and insight into efficient calculation of the Lamé functions of the first and second kind are provided to demonstrate feasibilty. The Lamé function of the second kind, derived from the Lamé function of the first kind, can be computed at higher degrees by means of partial fraction expansion.

摘要

尽管头部更接近椭球体而非球体,但在椭球坐标下进行计算很困难。本文提出了一种四壳椭球模型,在椭球坐标中采用多极展开,用于脑电图(EEG)、脑磁图(MEG)和诱发电位应用。文中提供了计算细节以及对第一类和第二类拉梅函数高效计算的深入见解,以证明其可行性。由第一类拉梅函数推导而来的第二类拉梅函数,可以通过部分分式展开在更高阶次上进行计算。

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