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Section 1
(3 credit hours)
航空发动机概论:
航空发动机历史、现状、发展趋势以及面临的挑战。
An Introduction to Aero Engine,
The History, Current Situation, Development Tendency and Facing Challenges.
Section 2
(3 credit hours)
航空发动机概论:
航空发动机原理(热力学定律、布雷登循环、活塞式发动机、涡扇发动机、涡喷发动机、涡轴发动
机、涡浆发动机等,载荷分析)。
An Introduction to Aero Engine,
Engine Principle( Law of Thermodynamics, Brayton Cycle, Reciprocating Engine, Turbofan
Engine,Turbojet Engine,Turboshaft Engine,Propeller Engine, etc.,Load Analysis).
Section 3
(3 credit hours)
航空发动机结构完整性综述:
对象、范畴、FAA 试航标准。
An Introduction to Aero Engine Structure Integrity,
Object, Scope, FAA Code.
Section 4
(3 credit hours)
力学与运用基础:
破坏机制、载荷与受力。
The Fundamental of Mechanics and Applying,
Failure Mechanism,Load and Stress.
Section 5
(3 credit hours)
力学与运用基础:
振动与疲劳、安全与寿命。
The Fundamental of Mechanics and Applying,
Vibration and Fatigue, Safety and Life.
Section 6
(3 credit hours)
航空发动机主要零部件的结构完整性要求:
风扇、涡轮。
The Structure Integrity Requirement of the Key parts of Aero Engine,
Fan, Turbine.
Section 7
(3 credit hours)
航空发动机主要零部件的结构完整性要求:
压气机。
The Structure Integrity Requirement of the Key parts of Aero Engine,
Compressor.
Section 8
(3 credit hours)
航空发动机主要零部件的结构完整性要求:
燃烧室。
The Structure Integrity Requirement of the Key parts of Aero Engine,
Combustor.
Section 9
(2 credit hours)
航空发动机主要零部件的结构完整性要求:
转轴、其他。
The Structure Integrity Requirement of the Key parts of Aero Engine,
Spindle,etc.
Section 10
(2 credit hours)
未来的做法:
被动到主动、大数据的应用、多场全覆盖监测。
Future Work Method,
From Passive to Active, Big Data, Multi-field Monitoring.
Section 11
(2 credit hours)
增材设计能带来哪些改进:
微观到宏观、材料到结构。
The Improvement from Additive Design,
From Micro to Macro, From Material to Structure.