@article{oai:nagano-nct.repo.nii.ac.jp:00000201,
 author = {風間, 悦夫 and 北山, 光也 and 川井, 忠彦},
 journal = {長野工業高等専門学校紀要},
 month = {Jun},
 note = {application, At first, the relation between nodeless finite element method and Hellinger-Reissner principle are explained in this paper. In the present method, domain to be analyzed is divided to nodeless elements isolated as free bodies. Nodeless element has the relative actions to neighboring elements. The functions denoted by Taylor's series are defined for each element independently. Applying a variational principle derives a set of simultaneous vector equations concerning parameters of the functions for each element. It is secondary purpose in this paper to show that the same procedure be able to develop into analytical method for non-structural problems, for instance, thermal conduction problem.},
 pages = {1--4},
 title = {新しい離散化解析法とその応用},
 volume = {36},
 year = {2002}
}