@article{oai:air.repo.nii.ac.jp:00001271,
 author = {KAGAYA, Hiroko-MATsuo and ITO, Shinko and SATO, Mayumi and SOMA, Toshinbu},
 issue = {2},
 journal = {素材物性学雑誌},
 month = {Dec},
 note = {Fundamental formulations are given for the potential distribution of a cylindrical and a hollow cylindrical objects with a rotational symmetry. This　procedure is performed by solving Laplace's equation in polar coordinates using the method of separation of variables. By limiting the inner radius of a hollow cylinder to zero, it can be proved that all the formulations for the hollow cylinder become Lo those for the cylinder. A few examples of numerical
analysis are quantitatively done for the boundary conditions with constant potential value on the cylindrical and hollow cylindrical surface. The obtained data with respect to convergence of a series sum and resultant potential distribution are presented for the different boundary conditions.},
 pages = {4--17},
 title = {The Numerical Analysis of Laplace's Equation in Cylindrical and Hollow Cylindrical Objects with Rotational Symmetry - Applying to Guard-Ring Capacitor -},
 volume = {10},
 year = {1997}
}