无序环境中的“倾斜”相变（英）（Tilt phase Transitions in Dis pdf epub mobi txt 电子书下载 2025

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出版社：中国矿业大学出版社

ISBN：9787564628635

商品编码：29682895976

包装：平装

出版时间：2015-09-01

具体描述

图书基本信息
图书名称	无序环境中的“倾斜”相变（英）（Tilt phase Transitions in Disordered Systems）	作者	陈雷鸣
定价	38.00元	出版社	中国矿业大学出版社
ISBN	9787564628635	出版日期	2015-09-01
字数		页码	194
版次	1	装帧	平装
开本	16开	商品重量	0.4Kg

内容简介

《无序环境中的倾斜相变》介绍：This book presents theories of 'tilt' phase transitions itwo systems， using the method of the classicfield theory bined with renormalizatiogroup calculation. The first system is the smectic A-to-C phasetransitioidisordered environments. The second is ainteresting 'tilt' transitioof the spontaneous flux lattice， a novel state of magic superconductors. The natures of the phase transitions are identified and the critical exponents are calculated.

作者简介

1 INTRODUCTION

2 SMECTIC A-TO-C TRANSITION IN UNIAXIALLY DISORDERED ENVIRONMENTS
2．1 Introduction
2．2 Model
2．3 AC Transition
2．3．1 PerturbatioTheory
2．3．2 RenormalizatioGroup
2．3．3 Critical Exponents
2．4 Irrelevant Disorder Terms
2．5 A and C Phase
2．6 CorrelatioFunctions
2．7 Stability of Transitioagainst Defects and Orientational Disorder

3 SMECTIC A-TO-C PHASE TRANSITION IN BIAXIAL DISORDERED ENVIRONMENTS
3．1 Introduction
3．2 Model
3．3 RenormalizatioGroup
3．4 Anomalous Elasticity withithe Critical Region
3．5 Critical Behavior
3．6 Properties of the A and C Phases
3．7 Predictions for Scattering Experiments
3．7．1 X-ray Scattering
3．7．2 Visible Light Scattering
3．8 Stability of the smectic phase at the critical point
3．9 Conclusion
3．10 Appendix
3． 10．1 Soft Continuation
3． 10．2 Irrelevant Disorder Variances

4 SMECTIC A-TO-C PHASE TRANSITION IN ISOTROPIC DISORDERED ENVIRONMENTS
4．1 Introduction
4．2 The Model and its Replication
4．3 RenormalizatioGroup Analysis of the Model
4．4 Conclusion

5 TILT PHASE TRANSITION IN PURE SPONTANEOUS FLUX LATTICE
5．1 Introduction
5．2 Toy Model
5．3 Elastic Theory
5．4 PerturbatioTheory

5．5 Critical Exponents
6 TILT PHASE TRANSITION IN DISORDERED SPONTANEOUS FLUX LATTICE
6．1 Introduction
6．2 Model
6．3 Harmonic propagator
6．4 perturbatiotheory
6．5 RenormalizatioGroup

References