Course Syllabus

Course Information：

Year-Semester	Course Number	Course Name	Phase	Credits	Hours	Required/Elective	Instructor	Class	Student NO.	Withdraw	Note
Spring Semester Year 2026	355252	Fluid Mechanics	1	3.0	3	▲	HSU Shu Han	4MEE2	21	0

Course Plan：

Instructor	HSU Shu Han　Office Hours
Email	bookhsu@ntut.edu.tw
Last Updated	2025-12-19 09:42:57
Course Objective	先修課程：物理或負責教授同意。不可壓縮流體、質量不滅、非黏性流體之運動、柏努力定律、線性及角動量定理及其應用、渦流與勢流、黏性流、納維爾－史脫克斯方程式及應用、管中壓力頭損失及增加、邊界層與分離升力與阻力及雷諾方程式之應用。 Incompressible fluid, mass conservation, invoiced flow, Bernoulli principle, linear, angular momentum conservation and application, vortex, and potential flow, Navier-Stoke equation, pressure loss, boundary layer flow, separation flow, lift and drag, Reynold analogy and applications.
Course Schedule	Week 1: Introduction Week 2: Fundamental Concepts Week 3: Fundamental Concepts Week 4: Fluid Statics Week 5: Fluid Statics Week 6: Basic equations in Integral Form for a Control Volume Week 7: Basic equations in Integral Form for a Control Volume Week 8: Introduction to Differential analysis of Fluid Motion Week 9: Midterm Exam Week 10: Introduction to Differential analysis of Fluid Motion Week 11: Incompressible Inviscid Flow Week 12: Incompressible Inviscid Flow Week 13: Internal Incompressible Viscous Flow Week 14: Internal Incompressible Viscous Flow Week 15: Internal Incompressible Viscous Flow Week 16: External Incompressible Viscous Flow Week 17: External Incompressible Viscous Flow Week 18: Final Exam
Evaluation and grading policy	Quiz: 30% Midterm Exam: 35% Final Exam: 35%
Materials	All right reserved. Do not reproduce without permission. Foreign-language textbooks:Yes Fluid mechanics. 4th ed in SI units., 2019, Yunus, A. Cengel., and John M. Cimbala., McGraw Hill.
The access to curricular consultation	週間課餘時間皆可，請來信與教師聯絡。另備有授課班級line群組可供諮詢，初次上課公布加入方式。
Expanding teaching and resources
The course corresponds to the SDGs	無（None）
Does the course incorporate AI	● 無（None）
Note