T6100 教學大綱表

教學大綱表 (110學年度第2學期)

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課程名稱 Course Title	(中文) 晶體物性學 (英文) Physical Properties Of Crystals			開課單位 Departments	材料工程研究所
				課程代碼 Course No.	T6100
授課教師 Instructor	吳新明
學分數 Credit	3.0	必/選修 core required/optional	選修	開課年級 Level	研究所
先修科目或先備能力(Course Pre-requisites)：
課程概述與目標(Course Overview and Goals)：The aim of this course is to systematically formulate the physical properties of materials and to emphasize structure-property relationship of materials, particularly the single crystalline materials. It is focused on a mathematical formulation for a complete and precise expression of crystal anisotropic properties. The instruction of this course is best accomplished by using tensor and matrix notations. The notion of crystal symmetry will be used in determining which coefficients are absent, and which must be equal. In this regard, knowledge of basic crystallography is helpful. The knowledge of physical properties of crystals underlies the choice of materials for engineering application and optimization of designing a device.
教科書(Textbook)	R. E. Newnham, Properties of materilas, Oxford University Press, 2005
參考教材(Reference)	J. F. Nye, Physical properties of crystals, Oxford Science Publications, 1985

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	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
1	Introduction	Outline of polar and axial tensor properties of rank 0, 1, 2, 3, 4	General review of the structure-property relationships
2	Coordinates transformations	Fundamentals of axis transformation	As a basis for calculating physical property in any one direction
3	Coordinates transformations	Orthogonality relations	Relationship associated with coordinates transformation
4	Symmetry of crystal structure	Macroscopic symmetry elements, stereographic projection	Review of basic crystallography
5	Symmetry of crystal structure	point groups and realted nomenclature	Introducing 32 point groups (crystal classes) to classify all single crystals
6	Transformation of operators for symmetry elements	Transformation operations for the 32 point groups	Determination of transformation matrices for any selected crystallographic symmetry operation
7	Tensors and physical properties	Tensors and transformation law for a tensor of rank n	Understanding tensors and tensor transformation
8	Tensors and physical properties	Neumann's principle	To learn the most important principle in crystal physics and its implication
9	Midterm exam	Including the contents from the first week to the eighth week	Evaluate what students have learned for the first eight weeks
10	Pyroelectricity in crystals	Pyroelectric tensors, geometric representation	Pyroelectricity as an example for first rank tensor
11	Pyroelectricity in crystals	Primary and secondary pyroelectric effects, pyroelectric materials	More topics about pyroelectricity
12	Dielectric constants in crystals	Origins of dielectric constant, dielectric tensors, effect of symmetry	Dielectric constant as an example for second rank tensor
13	Dielectric constants in crystals	Geometric representation of dielectric constant, polycrystalline dielectrics	To learn more about dielectric constant
14	Stress and strain tensors	Tensor and matrix transformation of stress and strain tensors	Understanding tensor and matrix representation of stress and strain tensors and their transformation
15	Piezoelectricity in crystals	Tensor and matrix formulations of piezoelectricity, tensor and matrix transforamtion of piezoelectricity	Piezoelectricity as an example for third rank tensor
16	Piezoelectricity in crystals	Piezoelectric symmetry groups, hydrostatic piezoelectric effect, piezoelectric ceramics	Piezoelectricity and its engineering application
17	Elasticity in crystals	Tensor and matrix formulation of elasticity and their transforamtion, Effect of symmetry, polycrystalline average	Elasticity as an example for fourth rank tensor
18	Final exam	Including the contents after the midterm	Evaluate what students have learned for the second half term

教學要點概述：
1.自編教材 Handout by Instructor：
□ 1-1.簡報 Slids
□ 1-2.影音教材 Videos
□ 1-3.教具 Teaching Aids
□ 1-4.教科書 Textbook
□ 1-5.其他 Other
□ 2.自編評量工具/量表 Educational Assessment
□ 3.教科書作者提供 Textbook

成績考核 Performance Evaluation：期末考：30% 期中考：30% 其他評量：10% 作業：30%

教學資源(Teaching Resources)：
□ 教材電子檔(Soft Copy of the Handout or the Textbook)
□ 課程網站(Website)
扣考規定：https://curri.ttu.edu.tw/p/412-1033-1254.php