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在[[粒子物理]]中，[[量子色动力学| QCD]]中称为[[手征微扰理论]的有效场论有更好的表现成功。这一理论研究[[强子]]s与[[π]]s或[[kaon]]s的相互作用，它们是[[自发手征对称性破坏]]的[[金石玻色子]]s。膨胀参数是[[pion]]能量/动量。
在[[粒子物理]]中，[[量子色动力学| QCD]]中称为[[手征微扰理论]的有效场论有更好的表现成功。这一理论研究[[强子]]s与[[π]]s或[[kaon]]s的相互作用，它们是[[自发手征对称性破坏]]的[[金石玻色子]]s。膨胀参数是[[pion]]能量/动量。
*For [[hadron]]s containing one heavy [[quark]] (such as the [[bottom quark|bottom]] or [[Charm quark|charm]]), an effective field theory which expands in powers of the quark mass, called the [[heavy quark effective theory]] (HQET), has been found useful.
*For [[hadron]]s containing one heavy [[quark]] (such as the [[bottom quark|bottom]] or [[Charm quark|charm]]), an effective field theory which expands in powers of the quark mass, called the [[heavy quark effective theory]] (HQET), has been found useful.
对于含有一个重的[[夸克]]的[[强子]]s（例如[[底夸克|底]]或[[魅力夸克|魅力]]），一种以夸克质量为幂展开的有效场论，称为[[重夸克有效理论]（HQET）。
对于含有一个重的[[夸克]]的[[强子]]s（例如[[底夸克|底]]或[[粲夸克|粲]]），一种以夸克质量为幂展开的有效场论，称为[[重夸克有效理论]（HQET）。
*For [[hadron]]s containing two heavy quarks, an effective field theory which expands in powers of the [[relative velocity]] of the heavy quarks, called [[non-relativistic QCD]] (NRQCD), has been found useful, especially when used in conjunctions with [[lattice QCD]].
*For [[hadron]]s containing two heavy quarks, an effective field theory which expands in powers of the [[relative velocity]] of the heavy quarks, called [[non-relativistic QCD]] (NRQCD), has been found useful, especially when used in conjunctions with [[lattice QCD]].
*对于含有两个重夸克的[[强子]]，以重夸克的[[相对速度]]为幂展开的有效场论很实用，称为[[非相对论性QCD]]（NRQCD），特别是在与[[晶格QCD]]结合时。
*对于含有两个重夸克的[[强子]]，以重夸克的[[相对速度]]为幂展开的有效场论很实用，称为[[非相对论性QCD]]（NRQCD），特别是在与[[晶格QCD]]结合时。
*许多[[凝聚态物理]]都是为所研究的物质的特殊性质建立有效理论。
*许多[[凝聚态物理]]都是为所研究的物质的特殊性质建立有效理论。
*[[Hydrodynamics]] can also be treated using Effective Field Theories<ref>{{Cite journal |arxiv = 1211.6461|last1 = Endlich|first1 = Solomon|title = Dissipation in the effective field theory for hydrodynamics: First order effects|journal = Physical Review D|volume = 88|issue = 10|pages = 105001|last2 = Nicolis|first2 = Alberto|last3 = Porto|first3 = Rafael|last4 = Wang|first4 = Junpu|year = 2013|doi = 10.1103/PhysRevD.88.105001|s2cid = 118441607}}</ref>
*[[Hydrodynamics]] can also be treated using Effective Field Theories<ref>{{Cite journal |arxiv = 1211.6461|last1 = Endlich|first1 = Solomon|title = Dissipation in the effective field theory for hydrodynamics: First order effects|journal = Physical Review D|volume = 88|issue = 10|pages = 105001|last2 = Nicolis|first2 = Alberto|last3 = Porto|first3 = Rafael|last4 = Wang|first4 = Junpu|year = 2013|doi = 10.1103/PhysRevD.88.105001|s2cid = 118441607}}</ref>
[流体力学]也可以使用有效场论进行处理
[流体力学]也可以使用有效场论进行处理
==See also参见==
==See also参见==