재료의기계적거동 (Mechanical Behavior of Materials) 02... · 2018. 4. 17. ·...

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재료의 기계적 거동 (Mechanical Behavior of Materials) Lecture 2 Overview of Mechanical Behavior (1-dimensional definition of stress and strain) Heung Nam Han Professor Department of Materials Science & Engineering College of Engineering Seoul National University Seoul 151-744, Korea Tel : +82-2-880-9240 Fax : +82-2-885-9647 email : [email protected] Office hours : Tuesday, Thursday 15:30~17:00 Homepage : http://mmmpdl.snu.ac.kr 2016-03-08

Transcript of 재료의기계적거동 (Mechanical Behavior of Materials) 02... · 2018. 4. 17. ·...

Page 1: 재료의기계적거동 (Mechanical Behavior of Materials) 02... · 2018. 4. 17. · 재료의기계적거동 (Mechanical Behavior of Materials) Lecture 2 –Overview of Mechanical

재료의 기계적 거동(Mechanical Behavior of Materials)

Lecture 2 – Overview of Mechanical Behavior

(1-dimensional definition of stress and strain)

Heung Nam HanProfessor

Department of Materials Science & Engineering

College of Engineering

Seoul National University

Seoul 151-744, Korea

Tel : +82-2-880-9240

Fax : +82-2-885-9647

email : [email protected]

Office hours : Tuesday, Thursday 15:30~17:00

Homepage : http://mmmpdl.snu.ac.kr

2016-03-08

Page 2: 재료의기계적거동 (Mechanical Behavior of Materials) 02... · 2018. 4. 17. · 재료의기계적거동 (Mechanical Behavior of Materials) Lecture 2 –Overview of Mechanical

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Tensile Test

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Tensile Test Specimen

A standard tensile specimen with circular cross section

Page 4: 재료의기계적거동 (Mechanical Behavior of Materials) 02... · 2018. 4. 17. · 재료의기계적거동 (Mechanical Behavior of Materials) Lecture 2 –Overview of Mechanical

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Engineering Stress and Strain

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Engineering Stress-Strain Curve

Initial area

Extension/initial length

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True Stress and Strain

* Incompressibility

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Engineering Strain

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Stress-Strain Curves

dσ/dε

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Strain Hardening and Necking

ε<εu ε>εu

Page 10: 재료의기계적거동 (Mechanical Behavior of Materials) 02... · 2018. 4. 17. · 재료의기계적거동 (Mechanical Behavior of Materials) Lecture 2 –Overview of Mechanical

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Holloman Equation

where σ is the true stress, ε is

true strain, K is strength

coefficient, and n is the

strain-hardening exponent.

n=εu

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UYP, LYP and serration

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Strain rate sensitivity & Temperature effect