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	~~'''Solid-state physics''' is a branch~~ of [[physics]] that deals with the ~~study of rigid matter or solids. The aim of solid-state physics is to understand the behavior~~ of solid materials from the most fundamental point of view. This includes studying the properties of these materials and how these properties arise from the material's microscopic structure. It is a subfield of [[condensed matter physics]], which also includes the study of liquid and amorphous materials.		{{Short description\|Branch of physics that deals with the physical properties of solid materials}}

	==~~Introduction==~~		== Solid-state physics ==
	Solid-state physics ~~examines how the large-scale properties of solid materials result from their atomic-scale properties. It thus connects quantum mechanics and materials science~~. ~~The field covers both experimental and theoretical aspects. Theoretical solid~~-~~state physics involves the use of quantum mechanics to model the electronic~~, ~~magnetic, and optical properties of solids. Experimental~~ solid-state physics~~, on the other hand, involves the use of various experimental techniques to test and refine these models~~.		[[File:Fcc_lattice_4.jpg\|thumb\|right\|A face-centered cubic (FCC) lattice, a common structure in solid-state physics.]]

	~~==Key Concepts==~~		'''Solid-state physics''' is the study of rigid matter, or solids, through methods such as [[quantum mechanics]], [[crystallography]], [[electromagnetism]], and [[metallurgy]]. It is the largest branch of [[condensed matter physics]]. Solid-state physics studies how the large-scale properties of solid materials result from their [[atomic scale]] properties.
	~~===Crystal Structure===~~
	~~The crystal structure of a material is a key concept in solid~~-state physics. It ~~describes~~ the ~~arrangement~~ of ~~atoms in a crystalline solid~~. ~~The most common crystal structures are~~ the ~~face-centered cubic (FCC), body-centered cubic (BCC), and hexagonal close~~-~~packed (HCP) structures. The study~~ of ~~crystal structures is facilitated by~~ [[~~X-ray diffraction~~]] ~~techniques~~.

	==~~=Band Theory=~~==		== Overview ==
	[[~~Band theory~~]] ~~is another fundamental concept in solid-state physics. It explains~~ the electronic ~~behavior of solids in terms of energy bands. According to band theory~~, ~~the discrete energy levels~~ of ~~atoms in a solid spread out into energy bands as the atoms come together to form the solid~~. The properties ~~of a material, whether it is a conductor, insulator, or semiconductor, can be understood in terms of~~ the ~~filling of these energy bands~~ and the ~~gaps between them~~.		Solid-state physics is concerned with the properties of [[solid]] materials, particularly the [[electronic]], [[magnetic]], and [[optical properties]] of [[crystals]]. The field examines how these properties arise from the [[atomic structure]] and [[interatomic forces]] within the material.

	==~~=Fermi Surfaces=~~==		== Crystal structure ==
	The ~~Fermi surface~~ is a ~~concept used to describe the distribution~~ of ~~electron energies~~ in a ~~metal~~. ~~It is crucial for understanding~~ the ~~electrical~~ and ~~thermal properties of metals~~.		[[File:Fcc_lattice_4.jpg\|thumb\|left\|The FCC lattice is one of the most efficient ways to pack spheres in three dimensions.]]
			The [[crystal structure]] of a solid material is a key factor in determining its properties. The arrangement of atoms in a crystal lattice can be described by a [[unit cell]], which is the smallest repeating unit that makes up the crystal. Common crystal structures include the [[face-centered cubic]] (FCC), [[body-centered cubic]] (BCC), and [[hexagonal close-packed]] (HCP) structures.

	==~~=Magnetism=~~==		== Electronic properties ==
	~~Magnetism in~~ solids is a ~~complex phenomenon arising from~~ the ~~spin~~ and ~~orbital angular momentum of~~ electrons. ~~The study of magnetism includes understanding ferromagnetism~~, ~~antiferromagnetism~~, ~~and diamagnetism~~.		The electronic properties of solids are crucial for understanding [[semiconductors]], [[metals]], and [[insulators]]. The [[band theory]] of solids explains how the [[electronic band structure]] of a material determines its electrical conductivity. In metals, the [[valence band]] and [[conduction band]] overlap, allowing electrons to flow freely. In insulators, a large [[band gap]] prevents electron flow, while semiconductors have a smaller band gap that can be overcome under certain conditions.

	==~~Applications~~==		== Magnetic properties ==
	Solid-state physics ~~has led to~~ the ~~development~~ of ~~numerous technologies. Semiconductors~~, the ~~basis~~ of ~~modern electronics~~, ~~were developed through the understanding of band theory. Superconductors~~, ~~materials that conduct electricity without resistance below a certain temperature~~, ~~are another area of application~~. ~~Magnetic materials~~ are ~~used~~ in data storage ~~devices~~.		Solid-state physics also explores the magnetic properties of materials, which arise from the [[spin]] and [[orbital angular momentum]] of electrons. Materials can exhibit various types of magnetism, such as [[ferromagnetism]], [[antiferromagnetism]], and [[paramagnetism]]. These properties are important for applications in [[data storage]] and [[magnetic resonance imaging]] (MRI).

	==~~Current Research~~==		== Optical properties ==
	~~Current research~~ in solid-state physics ~~includes the study~~ of ~~novel materials~~ such as ~~graphene~~, ~~topological insulators~~, and ~~quantum dots~~. ~~Researchers~~ are ~~also exploring~~ the ~~properties~~ of ~~materials at the nanoscale, where quantum mechanical effects become particularly important~~.		The interaction of light with solid materials is another area of interest in solid-state physics. The optical properties of a material are determined by its electronic structure and can include phenomena such as [[absorption]], [[reflection]], and [[refraction]]. These properties are essential for the development of [[optical devices]] like [[lasers]] and [[light-emitting diodes]] (LEDs).

	==~~Conclusion~~==		== Related pages ==
	~~Solid-state~~ physics is a fundamental field that has significantly contributed to the development of modern technology. Its continued evolution promises further advances in materials science and engineering, potentially leading to new technologies.		* [[Condensed matter physics]]
			* [[Quantum mechanics]]
			* [[Crystallography]]
			* [[Semiconductor]]
			* [[Magnetism]]

	~~[[Category:Physics]]~~
	[[Category:Solid-state physics]]		[[Category:Solid-state physics]]

	~~{{Physics-stub}}~~

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'''Solid-state physics''' is a branch of [[physics]] that deals with the study of rigid matter or solids. The aim of solid-state physics is to understand the behavior of solid materials from the most fundamental point of view. This includes studying the properties of these materials and how these properties arise from the material's microscopic structure. It is a subfield of [[condensed matter physics]], which also includes the study of liquid and amorphous materials.

==Introduction==
Solid-state physics examines how the large-scale properties of solid materials result from their atomic-scale properties. It thus connects quantum mechanics and materials science. The field covers both experimental and theoretical aspects. Theoretical solid-state physics involves the use of quantum mechanics to model the electronic, magnetic, and optical properties of solids. Experimental solid-state physics, on the other hand, involves the use of various experimental techniques to test and refine these models.

==Key Concepts==
===Crystal Structure===
The crystal structure of a material is a key concept in solid-state physics. It describes the arrangement of atoms in a crystalline solid. The most common crystal structures are the face-centered cubic (FCC), body-centered cubic (BCC), and hexagonal close-packed (HCP) structures. The study of crystal structures is facilitated by [[X-ray diffraction]] techniques.

===Band Theory===
[[Band theory]] is another fundamental concept in solid-state physics. It explains the electronic behavior of solids in terms of energy bands. According to band theory, the discrete energy levels of atoms in a solid spread out into energy bands as the atoms come together to form the solid. The properties of a material, whether it is a conductor, insulator, or semiconductor, can be understood in terms of the filling of these energy bands and the gaps between them.

===Fermi Surfaces===
The Fermi surface is a concept used to describe the distribution of electron energies in a metal. It is crucial for understanding the electrical and thermal properties of metals.

===Magnetism===
Magnetism in solids is a complex phenomenon arising from the spin and orbital angular momentum of electrons. The study of magnetism includes understanding ferromagnetism, antiferromagnetism, and diamagnetism.

==Applications==
Solid-state physics has led to the development of numerous technologies. Semiconductors, the basis of modern electronics, were developed through the understanding of band theory. Superconductors, materials that conduct electricity without resistance below a certain temperature, are another area of application. Magnetic materials are used in data storage devices.

==Current Research==
Current research in solid-state physics includes the study of novel materials such as graphene, topological insulators, and quantum dots. Researchers are also exploring the properties of materials at the nanoscale, where quantum mechanical effects become particularly important.

==Conclusion==
Solid-state physics is a fundamental field that has significantly contributed to the development of modern technology. Its continued evolution promises further advances in materials science and engineering, potentially leading to new technologies.

[[Category:Physics]]
[[Category:Solid-state physics]]

{{Physics-stub}}

Solid-state physics - Revision history

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