defter*
defter / katalog / ME 362
ME 362

Finite Elements

Finite element analysis is the workhorse for turning the PDEs of solid mechanics into something a computer can actually solve, and this course walks you through the machinery from the ground up: weak forms, shape functions, isoparametric mapping, Gauss quadrature, and assembly. You won't just use a black-box solver — you'll build your own MATLAB code from scratch, starting with 1D springs and trusses and working up to 2D stress analysis with proper pre- and post-processing. It's where the math from differential equations and the intuition from statics/mechanics of materials collide, and it's the foundation for almost any later work in computational mechanics, structural design, or simulation-heavy research.

Credit3ECTS5FacultyFaculty of EngineeringBölümMechanical EngineeringPre(CS 114 or CS 115) and ME 231

Değerlendirme 100% — 10 adım

12%
6%
6%
6%
6%
6%
15%
14%
14%
15%
Performance Participation [ 12% = 2 x 6% ] 12%
Quiz 5×HW 1 => Quiz 1 30%
Homework HW 6 - 2D FEM 15%
Project Project 1 - 1D FEM, Project 2 - 2D FEM 28%
Final 1D + 2D FEM 15%

Önerilen kaynaklar 3 kitap

📕
Zorunlu
A First Course in Finite Elements
Jacob Fish and Ted Belytschko
2007 · Wiley
📖
Önerilen
Concepts and Applications of Finite Element Analysis
Robert D. Cook et al.
2001 · Wiley
📖
Önerilen
The Finite Element Method: Linear Static and Dynamic Finite Element Analysis
Thomas J. R. Hughes
2000 · Dover

Haftalık müfredat 14 hafta

Hafta 1
Understanding finite elements through springs combinations
Hafta 2
Truss elements and assembly of 1D objects in 2D and 3D space
Hafta 3
Programming assembly of truss structures
Hafta 4
Strong from, weak form, energy minimization
Hafta 5
Approximation using shape functions
Hafta 6
Integration via Gauss quadrature
Hafta 7
Formulation of FEM in 1D adopting isoparametric concept
Hafta 8
Programming 1D FE code and sparsity patterns
Hafta 9
Strong and weak form for 2D problems
Hafta 10
Domain discretization in 2D and pre-processing
Hafta 11
Derivation of shape functions and Gauss quadrature in 2D
Hafta 12
Formulation of FEM in 2D adopting isoparametric concept
Hafta 13
Programming 2D FE code
Hafta 14
Post-processing and visualization aspects

🤖 GenAI politikası

Students are advised to consult their instructor regarding the use of Generative AI tools and their appropriateness. Responsible use of GenAI is encouraged in accordance with Bilkent University's GenAI Guidelines (https://w3.bilkent.edu.tr/bilkent/generative-artificial-intelligence-genai-guideline).

Ders notları — henüz yok

ME 362 için defter ekibi henüz not yazmadı.

İlk dosyayı sen atarsan — not, slayt, geçmiş sınav, çözüm, cheat-sheet, ne varsa — defter ekibi öğrenci paylaşımlarından bu dersin notlarını yazar. Drive linki / PDF / ZIP, hepsi olur.

← katalog

Geçmiş GPA dağılımı 8 dönem · ort. 2.71

DönemCourse CPA
2024-2025 Fall 3.24 1 sec · 33 öğr
2022-2023 Spring 2.40 1 sec · 50 öğr
2021-2022 Spring 2.61 1 sec · 35 öğr
2020-2021 Spring 2.99 1 sec · 32 öğr
2019-2020 Spring 2.64 1 sec · 31 öğr
2018-2019 Spring 2.85 1 sec · 31 öğr
2017-2018 Spring 2.39 1 sec · 17 öğr
2016-2017 Spring 2.54 1 sec · 34 öğr

Aggregate course GPA — Bilkent STARS'tan public data. Hoca-bazlı per-section detayı için STARS evaluation report →. Öğrenci anket cevapları KVKK kapsamında defter'de tutulmaz.

⚠️ FZ engelleyen şartlar

Course Learning Outcomes: Course Learning Outcome Assessment To compute the deformation fields for a truss structure both analytically and using the finite element method. HW 1 => Quiz 1 HW 2 => Quiz 2 HW 3 => Quiz 3 HW 4 => Quiz 4 HW 5 => Quiz 5 HW 6 - 2D FEM Project 1 - 1D FEM Project 2 - 2D FEM 1D + 2D FEM To compute stress and strain fields using the finite element method for a given geometry and boundary conditions in 1D. HW 1 => Quiz 1 HW 2 => Quiz 2 HW 3 => Quiz 3 HW 4 => Quiz 4 HW 5 => Q

Hocalar 1 bu dönem · 0 geçmiş

Bu dönem (2025-2026 Spring) · 1 section
Ali Javili