技術者教育のための計算力学教材の改定 : MathematicaによるEuler-Bernoulli梁の方程式の数値解析

概要

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Education materials on Computational Mechanics of Materials are updated systematically in accordance with FE (Fundamentals of Engineering) handbook. An Euler-Bernoulli beam equation, one of the most representative items in this mechanics, is expanded in a series of papers from the fundamentals of elastic theory to engineering applications for the beam oscillations using a new application software. Following after the first paper on the derivation of Euler-Bernoulli equation based on the linear elastic theory, the second and third papers are assigned for its engineering applications. The two papers are for numerical computations and graphical presentations, with making computation programs along the method of solutions in terms of orthogonal function expansions, and with students' own evaluations on their learning outcomes in the way of PEL (Project/Problem Based Learning). In this third paper, the lecture and practice made in the first semester of 2005 academic year is reported, with exhibiting the results accomplished together with students.
沼津工業高等専門学校の論文
2006-01-31