Fundamental Fluid Mechanics
| Numbering Code |
U-ENG27 27401 LJ61 U-ENG27 27401 LJ76 |
Year/Term | 2022 ・ Second semester | |
|---|---|---|---|---|
| Number of Credits | 2 | Course Type | Lecture | |
| Target Year | Target Student | |||
| Language | Japanese | Day/Period | Tue.2 | |
| Instructor name | TANIGUCHI TAKASHI (Graduate School of Engineering Associate Professor) | |||
| Outline and Purpose of the Course | Lecture on fundamentals of fluid dynamics needed for Chemical Engineering | |||
| Course Goals | Goal of this class is to understand the fundamental pricipals in fluid dynamics. | |||
| Schedule and Contents |
Introduction to fluid dynamics, (3-times) 0. Example of flows 0-1. flow of ideal fluid 0-2. Laminar flow 0-3. Stability of flow 0-4. Turbulent 0-5. Computational fluid dynamics 1. Properties of fluid 1-1. Viscosity 1-2. Compressibility 1-3. Laminar and turbulent flows 2. Quiescent fluid 2-1. Pressure 2-2. Buoyancy Dynamics of Ideal Fluid, (6-times) 3. Fundamentals on flows 3-1. Particles and continuum body 3-2. One dimensional flow 3-3. Three-dimensional flow (Preparation of Mathematics) 4-1. Mechanics in the ideal fluid 4-2. Equation of continuity 4-3. Euler’s equation of motion 4-4. Bernoulli’s theorem 4-5. Examples 4-6. Streaming function and potential flow Dynamics of viscous fluid, (5-times) 5. Dynamics of viscous fluid 5-1. Viscosity 5-2. Stress tensor 5-3. Exact soluble problems described by Navier-Stokes equation Confirmation of the level of attainment, (1-time) Confirmation of the level of attainment Comments on the term-end Exam |
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| Evaluation Methods and Policy | Grade will be determined by (i) the examination at the end of semester and (ii) homeworks during semester. | |||
| Course Requirements |
It is highly recommended for students to take the class: "Mathematics for Chemical Engineers I". |
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| Study outside of Class (preparation and review) |
Because the content of the class basically follows the textbook raised above, it is recommended that the students look through before the class. In addition, because the students need a fundamental knowledge of vector analysis as prerequisite knowledge, it is highly recommended for the students to parallelly take a class of "vector analysis". |
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| Textbooks | Textbooks/References | 流体力学, 日野幹雄 , (朝倉書店), ISBN:4254200668 | ||
| References, etc. | Transport Phenomena 2nd Ed., Bird, Stewart, Lightfoot, (Wiley), ISBN:9780470115398 | |||
| Related URL | ||||
