Pulsed parabolic equation model of acoustic transmission (PPEMAT)

Authors

Alicia Gonzalez Acebo, Florida International University

Document Type

Thesis

Degree

Master of Science (MS)

Major/Program

Computer Science

First Advisor's Name

Robert C. Fisher

First Advisor's Committee Title

Committee Chair

Second Advisor's Name

Toby Berk

Third Advisor's Name

John C. Comfort

Fourth Advisor's Name

Linda M. Lawson

Keywords

Underwater acoustics, Computer programs, Data processing

Date of Defense

4-8-1986

Abstract

Underwater sound is very important in the field of oceanography where it is used for remote sensing in much the same way that radar is used in atmospheric studies. One way to mathematically model sound propagation in the ocean is by using the parabolic-equation method, a technique that allows range dependent environmental parameters. More importantly, this method can model sound transmission where the source emits either a pure tone or a short pulse of sound. Based on the parabolic approximation method and using the split-step Fourier algorithm, a computer model for underwater sound propagation was designed and implemented. This computer model differs from previous models in its use of the interactive mode, structured programming, modular design, and state-of-the-art graphics displays. In addition, the model maximizes the efficiency of computer time through synchronization of loosely coupled dual processors and the design of a restart capability. Since the model is designed for adaptability and for users with limited computer skills, it is anticipated that it will have many applications in the scientific community.

Identifier

FI13101517

Recommended Citation

Acebo, Alicia Gonzalez, "Pulsed parabolic equation model of acoustic transmission (PPEMAT)" (1986). FIU Electronic Theses and Dissertations. 1084.
https://digitalcommons.fiu.edu/etd/1084