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基礎介紹（3節課，由Zoltan Spakovszky教授講授）
Basics (3 Lectures by Prof. Zoltan Spakovszky) |
| 1 |
連續方程和動量方程（前面已經出現過，故沒有詳細推導)
Continuity and Momentum Equations (Seen Before so no Detailed Derivation)
推導可壓縮粘性導熱流體的能量方程
Derivation of Energy Equation for a Compressible, Viscous, Heat Conducting Fluid |
| 2 |
熱力及機械過程，能量方程的分解
Thermo - and Mechanical Processes, Splitting the Energy Equation
熵變和熱動力學環境
Entropy Changes and Thermodynamic Context
各項物理意義，熱力學第二定理
Physical Meaning of the Terms, 2nd Law
一維流動Navier-Stokes方程的精確解
Exact Solution of the Navier-Stokes Equations for a One-Dimensional Flow
用物理觀點來解釋激波厚度及激波引起損失的"根本"原因
Physical Insight into Shock Thickness and the "Origin" of Losses for a Shock Wave |
| 3 |
運動方程的積分形式
Integral Forms of Equations of Motion
用無量綱參數來描述可壓縮流特徵
Non-dimensional Parameters Characterizing Compressible Flow
"適當"縮放－什麼是相關的無量綱參數？
"Appropriate" Scaling-what are the Relevant Nondimensional Parameters?
什麼時候流動是可壓縮的 [對穩態和非穩態流而言] ？
When is a Flow Compressible [For Both Steady and Unsteady Flow]? |
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准一維可壓縮流及擴展 (8節課，由 Z. S教授授課)
Quasi 1-D Compressible Flow and Extensions (8 Lectures by Prof. Zoltan Spakovszky) |
| 4 |
一維流動假設的物理根據，一維流動描述的作用(見解，全面描述流動的特性)，相關形式
Physical Basis for the 1-D Flow Assumption, Role of 1-D Flow Descriptions (Insight, Overall Flow Characterization), Regimes of Relevance
一維等熵流和阻塞，單位面積最大流量
1-D Isentropic Flow and Choking, Maximum Flow Per Unit Area
"修正流"和流函數
"Corrected Flow" and Flow Functions |
| 5 |
收縮－擴張型噴管中的一維流動
1-D Flow in Converging-diverging Nozzles
激波，噴管特性（簡要描述）
Shock Waves, Behavior of Nozzles (Brief Description)
超音速流的起動
Starting of Supersonic Flows
在等截面管內由超音速轉換至亞音速
Transitions from Supersonic to Subsonic Flow in Constant Area Ducts |
| 6-7 |
用質量、動量和能量交換歸納一維流
Generalized One-dimensional Flow With Mass, Momentum, and Energy Interchange
摩擦的影響(堵塞點的運動，最大流量的降低)
Effect of Friction (Movement of Choke Point, Reduction in Max Flow)
熱量增加的影響
Effect of Heat Addition
質量、動量及熱量增加之間的類比
Analogies Between Mass, Momentum, and Heat Addition |
| 8 |
推進系統中的一般可壓縮流動過程
General Compressible Flow Processes in Propulsion Systems
H-K平面中，流動過程的表示方法
Representation of Flow Processes in H-K Diagrams
在高速衝壓式噴氣引擎和超音速衝壓噴氣引擎上的應用
Applications to Ramjets and Scramjets |
| 9-10 |
軸對稱可壓縮旋流
Axisymmetric Compressible Swirling Flow
推導方程
Derivation of Equations
例子：1）靜壓的表現；2）渦對最大質量流量的影響；3）質量增加對總壓的影響
Examples: (i) Behavior of Static Pressure, (ii) Effects of Swirl on Maximum Mass Flow, (iii) Effect of Mass Addition on Total Pressure |
| 11 |
複合可壓縮流(結合亞音速和超音速流)
Compound-compressible Flow (Combined Subsonic and Supersonic Streams)
複合流型和複合馬赫數
Compound Flow Regimes and the Compound Mach Number
複合阻塞流動和對質量流的影響
Compound Choking and Effect on Mass Flow
例子：噴管，混合管道
Examples: Nozzles, Mixing Ducts |
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可壓縮流中的擾動行為 (兩節課，由Zoltan Spakovszky 教授講授)
Disturbance Behavior in a Compressible Flow (2 Lectures by Prof. Zoltan Spakovszky) |
| 12 |
可壓縮流中的擾動類型：熵，渦量及壓力擾動
Types of Perturbations in Compressible Flow: Entropy, Vorticity and Pressure Disturbances
可壓縮流中擾動類型的耦合
Coupling of Disturbance Types in Compressible Flow |
| 13 |
典型擾動速度及行為
Characteristic Disturbance Velocities and Behavior
非穩態流及上游流動對可壓縮流動的影響
Unsteady Flow and Upstream Influence in Compressible Flow |
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空氣動力學的不連續問題 （4節課，由Wesley Harris教授講授)
Gas Dynamic Discontinuities (4 Lectures by Prof. Wesley Harris) |
| 14 |
激波
Shock Waves |
| 15 |
爆燃
Deflagrations |
| 16 |
爆炸
Detonations |
| 17 |
Crocco定理
Crocco's Theorem |
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二維，可壓縮線性流動 （4節課，由Wesley Harris教授講授)
Two-Dimensional, Compressible, Linear Flows (4 Lectures by Prof. Wesley Harris) |
| 18-20 |
等熵流動
Constant Entropy Flows |
| 21-22 |
細長體的軸對稱流
Slender, Axially Symmetric Flows |
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二維可壓縮非線性流動（4節課，由Wesley Harris教授講授)
Two-Dimensional, Compressible, Non-Linear Flows (4 Lectures by Prof. Wesley Harris) |
| 23-24 |
無粘非穩態跨聲速流動
Inviscid, Unsteady Transonic Flows |
| 25-26 |
無粘高超音速流
Inviscid Hypersonic Flows |
