카이스트(KAIST) 대학원 2022학년도 봄학기 입학 - 기계공학과 면접 준비 자료 (최종 수석 합격)
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- 2022.03.04
- 최종 저작일
- 2021.08
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소개글
"카이스트(KAIST) 대학원 2022학년도 봄학기 입학 - 기계공학과 면접 준비 자료 (최종 수석 합격)"에 대한 내용입니다.
목차
1. 열역학 정리
1) Basics of Thermodynamics
2) Properties of pure substances
3) Closed System and Open System
4) 2nd Law of Thermodynamics
5) Entropy
6) Exergy: work potential of energy
7) General Thermodynamic Properties Relations
8) Gas Power Cycle Internal Combustion Engine
9) Gas Power Cycle External Combustion Engine
10) Jet Propulsion Cycle
11) Vapor and Combined Power Cycle (작동유체의 상변화 포함)
12) Refrigeration Cycle
2. 유체역학 정리
1) Basics of Fluid Dynamics
2) Fluid Statics
3) CV의 적분관계식
4) CV의 미분관계식
5) Dimensional Analysis
6) 내부 비압축성 점성유동(pipe and duct)
7) 기타
3. 정역학 & 재료역학 정리
1) Basic of Statics
2) Stress and Strain
3) Torsion
4) Pure Bending
5) Shear Stress on Beam
6) Transformation of Stress and Strain
7) Stress on Other Surfaces Besides Cross Section
8) Deflection of Beam
9) Energy Method
4. 동역학 정리
1) Basic of dynamics
2) Central Force Motion
3) Kinetics of Particles system
4) Plane Kinematics of Rigid Body
5) Plane Kinematics of Rigid Body
6) 3D dynamics of Rigid Body
본문내용
- Types of equilibrium
(1) thermal equilibrium: temperature is the same throughout the entire system
(2) mechanical equilibrium: no change in pressure at any point of the system with time
(3) phase equilibrium: rate of transfer from one phase to the other is equal to that of reverse direction
(4) chemical equilibrium: chemical composition does not change with time(no reaction)
- Quasi-equilibrium process: sufficiently slow process that allows the system to adjust itself internally so that properties in one part of the system do not change any faster than those at other parts
- Steady-flow process: fluid properties can change from point to point within the CV, but at any fixed point they remain the same during the process → 주기적 변하는 물성은 time-average하여 steady로 분석
- 열역학 0법칙: if two bodies are in thermal equilibrium with a third body, they are also in thermal equilibrium with each other → two bodies are in thermal equilibrium if both have..
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