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- Aeroacoustic_analogy abstract "Acoustic analogies are applied mostly in numerical aeroacoustics to reduce aeroacoustic sound sources to simple emitter types. They are therefore often also referred to as aeroacoustic analogies.In general, aeroacoustic analogies are derived from the compressible Navier–Stokes equations (NSE). The compressible NSE are rearranged into various forms of the inhomogeneous acoustic wave equation. Within these equations, source terms describe the acoustic sources. They consist of pressure and speed fluctuation as well as stress tensor and force terms.Approximations are introduced to make the source terms independent of the acoustic variables. In this way, linearized equations are derived which describe the propagation of the acoustic waves in a homogeneous, resting medium. The latter is excited by the acoustic source terms, which are determined from the turbulent fluctuations. Since the aeroacoustics are described by the equations of classical acoustics, the methods are called aeroacoustic analogies.The Lighthill analogy considers a free flow, as for example with an engine jet. The nonstationary fluctuations of the stream are represented by a distribution of quadrupole sources in the same volume. The Curle analogy is a formal solution of the Lighthill analogy, which takes hard surfaces into consideration.The Ffowcs Williams–Hawkings analogy is valid for aeroacoustic sources in relative motion with respect to a hard surface, as is the case in many technical applications for example in the automotive industry or in air travel. The calculation involves quadrupole, dipole and monopole terms.".
- Aeroacoustic_analogy wikiPageExternalLink koe2000-1.pdf.
- Aeroacoustic_analogy wikiPageExternalLink koe2004_3.pdf.
- Aeroacoustic_analogy wikiPageID "6916790".
- Aeroacoustic_analogy wikiPageLength "4157".
- Aeroacoustic_analogy wikiPageOutDegree "18".
- Aeroacoustic_analogy wikiPageRevisionID "680729835".
- Aeroacoustic_analogy wikiPageWikiLink Analogy.
- Aeroacoustic_analogy wikiPageWikiLink Approximation.
- Aeroacoustic_analogy wikiPageWikiLink Approximations.
- Aeroacoustic_analogy wikiPageWikiLink Category:Acoustics.
- Aeroacoustic_analogy wikiPageWikiLink Category:Analogy.
- Aeroacoustic_analogy wikiPageWikiLink Category:Fluid_mechanics.
- Aeroacoustic_analogy wikiPageWikiLink Category:Numerical_analysis.
- Aeroacoustic_analogy wikiPageWikiLink Cauchy_stress_tensor.
- Aeroacoustic_analogy wikiPageWikiLink Compressibility.
- Aeroacoustic_analogy wikiPageWikiLink Computational_aeroacoustics.
- Aeroacoustic_analogy wikiPageWikiLink Dipole.
- Aeroacoustic_analogy wikiPageWikiLink James_Lighthill.
- Aeroacoustic_analogy wikiPageWikiLink John_Ffowcs_Williams.
- Aeroacoustic_analogy wikiPageWikiLink Michael_James_Lighthill.
- Aeroacoustic_analogy wikiPageWikiLink Monopole_(mathematics).
- Aeroacoustic_analogy wikiPageWikiLink Navier–Stokes_equations.
- Aeroacoustic_analogy wikiPageWikiLink Quadrupole.
- Aeroacoustic_analogy wikiPageWikiLink Variable_(mathematics).
- Aeroacoustic_analogy wikiPageWikiLink Wave_equation.
- Aeroacoustic_analogy wikiPageWikiLinkText "Aeroacoustic analogy".
- Aeroacoustic_analogy wikiPageWikiLinkText "aeroacoustic analogy".
- Aeroacoustic_analogy hasPhotoCollection Aeroacoustic_analogy.
- Aeroacoustic_analogy wikiPageUsesTemplate Template:Reflist.
- Aeroacoustic_analogy subject Category:Acoustics.
- Aeroacoustic_analogy subject Category:Analogy.
- Aeroacoustic_analogy subject Category:Fluid_mechanics.
- Aeroacoustic_analogy subject Category:Numerical_analysis.
- Aeroacoustic_analogy type Acoustic.
- Aeroacoustic_analogy type Algorithm.
- Aeroacoustic_analogy type Dynamic.
- Aeroacoustic_analogy type Liquid.
- Aeroacoustic_analogy type Mechanic.
- Aeroacoustic_analogy comment "Acoustic analogies are applied mostly in numerical aeroacoustics to reduce aeroacoustic sound sources to simple emitter types. They are therefore often also referred to as aeroacoustic analogies.In general, aeroacoustic analogies are derived from the compressible Navier–Stokes equations (NSE). The compressible NSE are rearranged into various forms of the inhomogeneous acoustic wave equation. Within these equations, source terms describe the acoustic sources.".
- Aeroacoustic_analogy label "Aeroacoustic analogy".
- Aeroacoustic_analogy sameAs Akustische_Analogie.
- Aeroacoustic_analogy sameAs m.0gwyg9.
- Aeroacoustic_analogy sameAs Q423985.
- Aeroacoustic_analogy sameAs Q423985.
- Aeroacoustic_analogy wasDerivedFrom Aeroacoustic_analogy?oldid=680729835.
- Aeroacoustic_analogy isPrimaryTopicOf Aeroacoustic_analogy.