The mean pressure and density in a strongly nonlinear plane acoustic wave
スポンサーリンク
概要
- 論文の詳細を見る
Exact expressions are presented for a time-averaged pressure and density at a fixed point in a strongly nonlinear plane acoustic wave radiated into an inviscid ideal gas of semi-infinite extent by a harmonic oscillation of an infinite plate. By making use of the exact solution of simple wave, the time averages of pressure and density are obtained up to the time of shock formation, in complete forms involving the hypergeometric functions. ©1996 Acoustical Society of America.
- American Institute of Physics (The Acoustical Society of America)の論文
American Institute of Physics (The Acoustical Society of America) | 論文
- The mean pressure and density in a strongly nonlinear plane acoustic wave
- Turbulent acoustic streaming excited by resonant gas oscillation with periodic shock waves in a closed tube
- Weakly nonlinear waves radiated by pulsations of a cylinder
- Weakly nonlinear waves generated by vibration of a spherical body