1947
DOI: 10.1121/1.1916640
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High Frequency Absorption in Air and Other Gases

Abstract: The absorption coefficients were measured for gases: (A) O2; (B) N2; (C) O2+N2 in normal air proportions; (D) O2+N2+CO2 in normal air proportions; (E) O2+N2+CO2 in normal air proportions, plus H2O vapor at 37 percent Rel. Hum. at 26.5°C; (F) O2+N2 in normal air proportions, plus a CO2-content varied from zero to 1.15 percent by volume. Let R denote the ratio of the measured absorption coefficient to that computed from the Stokes-Kirchhoff equation. For gases (A), (B), (C), and (D), R is roughly 1.5. For gas (E… Show more

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Cited by 36 publications
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“…First, a classical attenuation coefficient shows the attenuation of wave energy by the thermal conduction and viscosity of air, and an empirical formula has been presented by Sivian: 27)…”
Section: Principle Of Acoustic Hygrometermentioning
confidence: 99%
“…First, a classical attenuation coefficient shows the attenuation of wave energy by the thermal conduction and viscosity of air, and an empirical formula has been presented by Sivian: 27)…”
Section: Principle Of Acoustic Hygrometermentioning
confidence: 99%
“…The latter are made by applying an alternating force to a given small area of the ground, then measuring the vertical ground amplitude at various distances r from the source. Typical data 8 …”
mentioning
confidence: 99%
“…Other information on wave propagation in the ground, in this case over very short ranges, comes from dynamic tests on soils 8 3 , 8 4. The latter are made by applying an alternating force to a given small area of the ground, then measuring the vertical ground amplitude at various distances r from the source.…”
mentioning
confidence: 99%
“…Todavia, foi desenvolvido um modelo matemático por Stokes e Kirchoff, que é baseado na temperatura e fricção interna. Dessa forma, o coeficiente de absorção ‫ܣ‬ de uma onda sonora é dado conforme a equação (2.23) (SIVIAN, 1947). Mesmo se tratando de um modelo aproximado, algumas particularidades são consideradas na equação (2.23).…”
Section: Fonte: Adaptado De Lundgaard (1992)unclassified