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{{Short description|Continuum mechanics}} * [[Applied mechanics]] ...

It is used in [[continuum mechanics]], when a continuum occupies a [[simply-connected]] region and is [[irrotational]]. In such a c *[[Hamiltonian fluid mechanics]] ...

{{continuum mechanics}} This article summarizes [[equation]]s in the theory of [[fluid mechanics]]. ...

...reted as a generalization of [[Hooke's law]] to a 3D [[Continuum mechanics|continuum]]. ...tions, and is an important tool in the conceptual development of continuum mechanics.{{sfn|Thorne|Blandford|2017}} ...

{{Continuum mechanics|cTopic=solid}} ...ry''' is a mathematical approach to the description of the [[deformation (mechanics)|deformation]] of a solid body in which the [[Displacement (vector)|displac ...

| title = Introduction to Fluid Mechanics {{Continuum mechanics| cTopic=Fluid mechanics}} ...

{{Continuum mechanics}} ...

...=Eringen|first2=A. Cemal| title=Relativistic continuum mechanics: Part I – Mechanics and thermodynamics|date=1966|journal=Int. J. Engng Sci.| volume=4|issue=6|p ...

{{Continuum mechanics|cTopic=fluid}} ...at deformations are reversible—or they require a certain initial [[stress (mechanics)|stress]] before they deform (see [[Plasticity (physics)|plasticity]]). ...

In [[solid mechanics]], a '''bending moment''' is the [[Reaction (physics)|reaction]] induced in ...oment created by external forces/moments must be balanced by the [[Couple (mechanics)|couple]] induced by the internal loads. The resultant internal couple is c ...

{{Continuum mechanics|cTopic=[[Solid mechanics]]}} ...aterial's ''elastic limit'' or [[yield strength]] is the maximum [[Stress (mechanics)|stress]] that can arise before the onset of plastic deformation. Its SI un ...

'''Stiffness''' is the extent to which an object resists [[Deformation (mechanics)|deformation]] in response to an applied [[force]].<ref>{{cite journal ...dy to deformation. For an elastic body with a single [[Degrees of freedom (mechanics)|degree of freedom]] (DOF) (for example, stretching or compression of a rod ...

{{quantum mechanics}} This article summarizes [[equation]]s in the theory of [[quantum mechanics]]. ...

Centre of gravity for a continuum of mass: <br /> *[[List of equations in classical mechanics]] ...

**[[Astrodynamics]] – application of [[ballistics]] and celestial mechanics to the practical problems concerning the motion of [[rocket]]s and other [[ ** [[Celestial mechanics]] - the branch of theoretical astronomy that deals with the calculation of ...

{{Classical mechanics|cTopic=Core topics}} ...ments]] exerted on it. A rigid body is usually considered as a [[continuum mechanics|continuous distribution]] of [[mass]]. ...

...rning [[physical law]]s to solve physical problems; for example in [[fluid mechanics]] the [[Pipe flow|flow of a fluid in a pipe]], in [[solid state physics]] t ...or.<ref name=Truesdell>{{cite book |title=The Non-linear Field Theories of Mechanics |author=Clifford Truesdell & Walter Noll; Stuart S. Antman, editor |page=4 ...

...>. For instance, these are gauge theory of [[dislocation]]s in [[continuum mechanics|continuous media]] when <math>X=\mathbb R^3</math>, the generalization of [ ...

===Charge continuum=== [[File:Lorentz force continuum.svg|200px|thumb|Lorentz force per spatial volume '''f''' on a continuous [[ ...

{{short description|Branch of fluid mechanics that studies fluids at rest}} {{Continuum mechanics|cTopic=fluid}} ...