Petrov–Galerkin’s method hybrid with finite element into the Helmholtz equation solution. Part I

Autor: Itzala Rabadan Malda, Jose Angel Ortega Herrera, Emigdio Salazar Cordero
Rok vydání: 2002
Předmět:
Zdroj: The Journal of the Acoustical Society of America. 112:2218-2218
ISSN: 0001-4966
Popis: This work proposes a hybridization between Petrov–Galerkins numeric method and finite element method (FEM) to resolve Helmholtz equation when dominion is an open or semiopen tube‐shaped configuration and with determinate number of holes over cylindrical surface. It’s pretended to solve these kind of cavities, thereby it allows us to obtain very important design parameters like: cavity length, quantity, size and distance between toneholes, form and size of mouthpiece or outlet. These parameters are design basis into acoustic and musical instrumentation: baffles outlet pipes, diffusers, silencers, flutes, oboes, saxophones, trumpets, quenas, and many more. In this way it’s expected to determine advantages of this numeric method above another using actually.
Databáze: OpenAIRE