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標(biāo)題: Titlebook: Materials Science; J. C. Anderson,K. D. Leaver,J. M. Alexander Book 1990Latest edition J.C. Anderson, K.D. Leaver, R.D. Rawlings and J.M. [打印本頁]

作者: fundoplication    時間: 2025-3-21 20:08
書目名稱Materials Science影響因子(影響力)




書目名稱Materials Science影響因子(影響力)學(xué)科排名




書目名稱Materials Science網(wǎng)絡(luò)公開度




書目名稱Materials Science網(wǎng)絡(luò)公開度學(xué)科排名




書目名稱Materials Science被引頻次




書目名稱Materials Science被引頻次學(xué)科排名




書目名稱Materials Science年度引用




書目名稱Materials Science年度引用學(xué)科排名




書目名稱Materials Science讀者反饋




書目名稱Materials Science讀者反饋學(xué)科排名





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Dielectrics,nds to a potential of 400,000 volts! Before attempting to account for this phenomenon we must first consider the dielectric in terms of the ideas of energy bands discussed in connection with semiconductors in Chapter 15.
作者: 遺忘    時間: 2025-3-22 22:45
Crystal Defects, crystal, atomic vibrations and excited electrons can be regarded as defects. There are many other types of defect in crystals and all defects are of great importance to the materials scientist as their presence affects the bulk properties of materials.
作者: giggle    時間: 2025-3-23 02:42
Mechanical Properties,he glass will invariably break. From this we conclude that stresses can produce a shape change (e.g., the dent), but may also cause a material to break or fracture. Both fracture and the different phenomena responsible for shape changes (not only permanent shape changes) will be discussed in this chapter.
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978-0-412-34150-2J.C. Anderson, K.D. Leaver, R.D. Rawlings and J.M. Alexander 1990
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Wave Mechanics,) may be brought together by treating it as a wave packet. We now require to develop a mathematical means of representing it in order that we can perform similar calculations to those for which we use Newtonian mechanics in the case of a particle.
作者: Chronological    時間: 2025-3-24 13:30
Molecules and Bonding, than a mere gravitational force and we say that atoms form . between one another. In a solid each atom forms a bond with all of its neighbours but in a diatomic molecule the single bond may be studied in isolation. We therefore commence our discussion of the mechanism of bond formation with a study of the molecular bond.
作者: 遠(yuǎn)足    時間: 2025-3-24 15:35
Crystal Structure,n them. We met there some examples of such arrangements, diamond and rock salt (NaCl), and also an irregular solid, glass. We know that the regular structures often lead to regular crystalline solid shapes, as in the precious stones, and that amorphous solids do not form crystalline shapes.
作者: 帶傷害    時間: 2025-3-24 21:04
Semiconductor Processing,s of materials science. These have been important at every stage in the development of integrated circuit technology and in this chapter we discuss the principles and methods involved. Because the present technology is based dominantly on silicon we will confine our discussion mainly to this material.
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Microstructure and Properties,chapter is concerned with the understanding of the formation of phases, how the stability of phases may be represented in diagrams called ., and how we can use these diagrams to interpret microstructures. Finally, at the end of the chapter we will look at the structure and properties of some commerc
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hatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution 978-1-4419-4420-7978-0-387-71909-2Series ISSN 0884-8289 Series E-ISSN 2214-7934
作者: ABIDE    時間: 2025-3-25 17:58
J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexanderhatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution 978-1-4419-4420-7978-0-387-71909-2Series ISSN 0884-8289 Series E-ISSN 2214-7934
作者: 殺人    時間: 2025-3-25 22:39
J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexanderhatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution 978-1-4419-4420-7978-0-387-71909-2Series ISSN 0884-8289 Series E-ISSN 2214-7934
作者: SLUMP    時間: 2025-3-26 02:29
J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexanderhatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution 978-1-4419-4420-7978-0-387-71909-2Series ISSN 0884-8289 Series E-ISSN 2214-7934
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexanderhatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution 978-1-4419-4420-7978-0-387-71909-2Series ISSN 0884-8289 Series E-ISSN 2214-7934
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexanderhatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution 978-1-4419-4420-7978-0-387-71909-2Series ISSN 0884-8289 Series E-ISSN 2214-7934
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
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J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander. 1.1 Large-Scale Optimization IndevelopingtheNPmethodwewillconsideroptimization problemsthatcan be stated mathematically in the following generic form: minf(x), (1.1) x?X where the solution space or feasible region X is either a discrete or bounded ? set of feasible solutions. We denote a solution
作者: 安裝    時間: 2025-3-28 15:22
J. C. Anderson,K. D. Leaver,R. D. Rawlings,J. M. Alexander of objects, or certain object components..A final extension of the model supports database programming in the increasingly important area of . environments. For such applications, the respective recursive data model extension provides concepts for object distribution and inter-object communication
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Building Blocks: The Electron, identification of the building bricks with which the patterns are constructed. This process has all the challenge and excitement of exploration combined with the fascination of a good detective story and it lies at the heart of materials science.
作者: 閑逛    時間: 2025-3-28 23:23
Wave Mechanics,) may be brought together by treating it as a wave packet. We now require to develop a mathematical means of representing it in order that we can perform similar calculations to those for which we use Newtonian mechanics in the case of a particle.
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Molecules and Bonding, than a mere gravitational force and we say that atoms form . between one another. In a solid each atom forms a bond with all of its neighbours but in a diatomic molecule the single bond may be studied in isolation. We therefore commence our discussion of the mechanism of bond formation with a study
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Thermal Phenomena in Materials,s in which real materials differ from the ideal, regular structure proposed for the perfect crystal. In this chapter we propose to concern ourselves with a perturbation which has already been mentioned-the atomic vibration which is associated with the storage of thermal energy in a solid. By conside
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Crystal Defects, its full quota of electrons in the lowest energy levels, and the atoms would be stationary. We have already seen that in practice the atoms vibrate about their lattice sites, and later, in Chapter 13, we will show how electrons can be excited into higher energy levels. In terms of the ideal perfect
作者: Culpable    時間: 2025-3-30 07:48
Mechanical Properties,eact in a number of ways to an applied stress. For example, if we apply a stress to a stainless steel dish by dropping it on to a hard floor, the dish will not break but it will probably be dented. On the other hand, if we are unfortunate enough to repeat this ‘experiment’ with, say, a wine-glass, t
作者: 寬度    時間: 2025-3-30 09:09
Microstructure and Properties,ample, the basic components of steel are iron and carbon, although there are other components (elements) present. The components may be distributed throughout the material in a variety of ways and, even under equilibrium conditions, a material may be single- or multi-phase depending on the temperatu
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Plastics and Polymers,uch as natural rubber, wood, cotton, wool and hardened oils, have been known for much longer and valued for the qualities conferred by their basic structure, but the first synthetic polymers were not produced until the 19th century. Synthetic polymers now dominate so many applications-not only as pl
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Semiconductors,they tend to increase with increasing valency. At first sight, this is surprising since increasing valency means an increasing number of loosely bound electrons in the outer shells of the atoms, and an increase in the number of electrons available might be expected to lead to an increase in electric
作者: 的是兄弟    時間: 2025-3-31 09:02
Semiconductor Processing,s of materials science. These have been important at every stage in the development of integrated circuit technology and in this chapter we discuss the principles and methods involved. Because the present technology is based dominantly on silicon we will confine our discussion mainly to this materia
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作者: 分貝    時間: 2025-3-31 17:24
Dielectrics,tion as in the classic school experiment of rubbing a glass rod with dry silk. Virtually all the modern plastic materials are good dielectrics: the charging up of nylon fabric through friction with other clothing gives rise to crackling sparks and sometimes to tangible arcs and shocks when the garme




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