Accession Number : AD0727012
Title : Numerical Calculation of the Near Field for Spherically Symmetric Nonlinear Acoustic Flows in an Unbounded Ideal Gas.
Descriptive Note : Technical rept. 1 Jun 67-31 Jan 70,
Corporate Author : STANFORD RESEARCH INST MENLO PARK CALIF
Personal Author(s) : Muller,George M.
Report Date : 01 APR 1971
Pagination or Media Count : 184
Abstract : An implicit finite-difference method has been developed for calculating spherically symmetric nonlinear acoustic flows generated by a high-intensity periodic source. This method makes it possible to match the conditions prescribed at the source to a low-amplitude solution (in Blackstock's sense) valid at large distances from the source. Numerical computations have been made for piston-like and siren-like sources of three different periods and several source amplitudes. Extensive graphs of the results are presented in this report, together with estimates of the errors associated with the method of computation. The numerical results have also been used to show that, in some instances, a low-amplitude solution may be matched directly to a given source even though the conditions for validity of that solution are not satisfied near the source. (Author)
Descriptors : (*SOUND TRANSMISSION, FLOW FIELDS), GAS FLOW, WAVE FUNCTIONS, HYDRODYNAMICS, PARTIAL DIFFERENTIAL EQUATIONS, DIFFERENCE EQUATIONS, FOURIER ANALYSIS, NUMERICAL ANALYSIS, NONLINEAR DIFFERENTIAL EQUATIONS
Subject Categories : Acoustics
Distribution Statement : APPROVED FOR PUBLIC RELEASE