Syllabus data

Academic year
2025Year
Term
First Semester
Course title
Advanced Theory of Steel Structure
Class type
Lecture
Course title (ENG)
Advanced Theory of Steel Structure
Class code・Class name・Teaching forms
Z0800008 Advanced Theory of Steel Structure
Instructor
MTSUDA Yoriyuki
Credits
2.0Credits
Day and Time
Mon.5Period
Campus
Shinjuku Campus
Location
A-0615教室

Relationship between diploma policies and this course
A) A high degree of specialized expertise 100%
B) The skills to use science and technology 0%
C) The ability to conduct research independently, knowledge pertaining to society and occupations, and sense of ethics required of engineers and researchers 0%
D) Creative skills in specific areas of specialization 0%
Goals and objectives
Learn the basics of material nonlinear analysis, then learn concept of structural design method for steel buildings.
Prerequisites
Students must have mastered undergraduate structural engineering courses (structural mechanics I, II, structural analysis) and the basics of mathematics (trigonometric functions, calculus, linear algebra).
It is preferred, but not required, that the students have mastered the "Steel Structure" of the undergraduate course.
Method Using AL・ICT
Not used

Class schedule
1. Coordinate transformation matrix
2. Stiffness matrix of linear truss system
3. Analysis of truss system having multiple elements
4. Solution for material nonlinear analysis Part 1 (Solution not using convergence calculation)
5. Solution for material nonlinear analysis Part 2 (Solution using convergence calculation)
6. Linear beam theory Part 1 (Strain and stress)
7. Linear beam theory Part 2 (Deflection)
8.Stiffness matrix of linear beam element
9. Structural analysis using nonlinear beam element Part 1 (Single element, Stiffness matrix)
10. Structural analysis using nonlinear beam element Part 2 (Single element, Plastic hinge)
11. Structural analysis using nonlinear beam element Part 3 (Multiple elements)
12. Structural analysis using nonlinear beam element Part 4 (Review)
13. Finite element analysis solution (Elastic, Lagrange Interpolating Polynomial)
14. Finite element analysis solution (Elastic, Isoparametric Element)
15. Review

Evaluation
Grades will be based on your submitted reports and your understanding of the course.
Feedback for students
Review in class as necessary.
Questions will be answered as much as possible during and after class.

Textbooks
教科書はありません。
Reference materials
「建築鋼構造 −その理論と設計−」鹿島出版

Office hours and How to contact teachers for questions
Wednesday, 16:00-18:00. 2412 Shinjuku campus
Message for students
構造計算ソフトはインターフェイスが分かり易くなっており、高度な構造解析を比較的容易に行えるようになっています。一方で、使用する側が基本をわかっていないと、解析条件を入力する際の間違いに気づけないことや、解析結果を正しく分析できないことに繋がります。
非線形解析はよく使うからこそ、その理論をブラックボックス化してしまわないでください。基礎を一つ一つ積み上げていきましょう!

Course by professor with work experience
Not applicable
Work experience and relevance to the course content if applicable

Teaching profession course
Architecture Program