Hiroshima University Syllabus

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Academic Year School/Graduate School Lecture Code 2022Year School of Engineering K0205050 Specialized Education 応用数理Ａ オウヨウスウリ　A Engineering Mathematics A SHIBATA TETSUTARO シバタ　テツタロウ Higashi-Hiroshima 3rd-Year,  First Semester,  1Term (1T) Weds1-2,Thur1-2：ENG 218 Lecture Face to Face and Online(0n-demand) or Face-to-face only 2.0 J : Japanese 3 : Undergraduate High-Intermediate 25 : Science and Technology 01 : Mathematics/Statistics 3 grade, Cluster I, II, IV Functional, Eigenvalue problems, Variational problems Program of Mechanical Systems Engineering（Abilities and Skills）・Acquring basis of mechanical system engineering steadily and developing the applied skill.Program of Material Processing（Abilities and Skills）・Acquiring basis of mechanical system, material creation and processing engineering steadily, and being able to applyProgram of Energy Transform Engineering（Abilities and Skills）・Acquring basis of mechanical system engineering steadily and developing the applied skill.Program of Electrical,Systems and Information Engineering（Abilities and Skills）・Mathematical methods required for professionals in electrical,  systems, and information engineering.Program of Civil and Environmental Engineering（Abilities and Skills）・Ability to analyze  problemsProgram of Architecture and Building Engineering（Knowledge and Understanding）・Understanding on learning basic engineering knowledge. (Being able to explain basic contents of mathematics, physics and information technology.  Being able to apply the basic contents to architecture and building engineering) The study of the following subjects(1) Euler equation(2) Functional (3) Eigenvalue problems lesson1 Basic Extremal problems lesson2 Applied Extremal problems lesson3 Constrained extremal problems lesson4 Functional and basic variational problems lesson5 Fundamental Euler-Lagrange equations lesson6 Euler-Lagrange equations-applications lesson7 Typical examples of Variationa problems lesson8 Examples of Variationa problems--secona variation  lesson9 Basic variational problems in eingineering and physics lesson10 Applied variational problems in eingineering and physics lesson11 Sturm-Liouville problemslesson12 Eigenvalue problems in ODE lesson13 Variational problems and differential equations  lesson14 Variational methods and its application to the radial solution of partial differential equationslesson15 Variational methods and its application to partial differential equationsExamination or reports Prints, Audio Matererails, Bb9, etc. Black board, Audio Materiails Solve the excerses given in the lectures. Examination, Reports, etc. Please fill in the class improvement questionnaire which is carried out on all classes.Instructors will reflect on your feedback and utilize the information for improving their teaching.
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