| 課程大綱 Syllabus |
學生學習目標
Learning Objectives |
單元學習活動
Learning Activities |
學習成效評量
Evaluation |
備註
Notes |
序
No. | 單元主題
Unit topic |
內容綱要
Content summary |
| 1 | Introduction and Basic Concepts |
1. Introduction of the difference between solid and fluid,
2. Review on basic laws,
3. Description of fluid motion and metholds of problem formulation,
4. Dimensional homogenity,
5. Continuum hypothesis,
6. Constitutive relation and Newtonian viscous law,
7. Timeline, path line, streak line, and streamline,
8. Introduction to boundary layer hypothesis |
1. Learn the fundamental differences between solid and fluid.
2. The teminologies regarding the fluid mechanics, |
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| 2 | Fluid Statics |
1. Definition and classification of fluid statics,
2. Derivation on the governing equation for fluid static,
3. Incompressible fluid statics and manometer applications,
4. Compressible hydrostatics and modules of Elasticity
5. The standard atmosphere,
6. The hydrostatic force on a plane submerged surface,
7. The hydrostatic force on curved submerged surface,
8. Buoyancy and stability. |
1. learn the governing eq. for fluid static,
2. Learn incompressible/compressible fluid statics, manometer, and atmosphere,
3. Calculate hydrostatic forces on plane/curved submerged surfaces, |
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| 3 | Integral Form of Basic Equations for Control Volume |
Derive the integral fprms for basic law including
(1) Review of basic laws for a system,
(2) Relation of system derivatives to control volume formulation
(3) Conservation of mass,
(4) Momentum equation for inertial control volume with rectilinear acceleration and any acceleration,
(5) The angular-momentum principle, and
(6) The 1st and 2nd laws of thermodynamics. |
Learning how to derive and using the integral fprms for basic law including
(1) Relation of system to CV,
(2) Conservation of mass, momentum equation, Angular-momentum principle, and the 1st and 2nd laws of thermodynamics. |
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| 4 | Introduction to differential analysis of fluid motion |
Introduce the derivation and application of the differential forms of basic laws, such as:
(1) Conservation of mass,
(2) Stream function for 2-dimensional incompressible flow,
(3) Motion of a fluid particle (Kinematics), and
(4) Momentum equation. |
Learning the derivation and application of the differential forms of basic laws, such as:
(1) Conservation of mass and momentum equation,
(2) Stream function, and
(3) Motion of a fluid particle (Kinematics). |
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| 5 | Incompressible inviscid Flow |
Derive GE for the incompressible inviscid flow and learn the following special cases, such as
(1) Momentum equation for frictionless flow: Euler equation,
(2) Bernoulli equation - integration of Euler eq. along a streamline for steady flow,
(3) Euler equation in streamline coordinates,
(4) The Bernoulli equation interpreted as an energy equation,
(5) Energy grade and hydraulic grade lines, and
(6) rrotational flow and potential theory. |
Learning GE for incompressible inviscid flow and the following cases
(1) Euler equation in streamline coordinates,
(2) Bernoulli equation,
(3) Energy grade and hydraulic grade lines, and
(4) Irrotational flow and potential theory. |
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| 6 | Introduce dimensional analysis and similitude |
Introduce dimensional analysis, similitude application, and the following topics:
(1) Nondimensionalizing the basic differential equations,
(2) Nature of dimensional analysis,
(3) Buckingham pi theorem,
(4) Significant dimensionless groups in fluid mechanics. |
Learning dimensional analysis, similitude application, and
(1) Nondimensionalizing the basic differential equations,
(2) Nature of dimensional analysis and Buckingham pi theorem,
(3) Significant dimensionless groups in fluid mechanics. |
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| 7 | Introduction to internal incompressible viscous flow |
Introduction to internal incompressible viscous flow, such as:
(1) Entrance region and fully developed laminar flow,
(2) Infinite parallel plates,
(3) Fully developed laminar flow in a pipe,
(4) Turbulent velocity profiles in fully developed pipe flow,
(5) Calculation of head loss and solution of pipe flow problems,
(6) Flow measurement. |
Learn internal incompressible viscous flow and associate topics:
(1) Fully developed flow,
(2) Infinite parallel plates and pipe flow,
(3) Calculation of head loss and solution of pipe flow problems,
(4) Flow measurement. |
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