TITLE:
Designing Physics Problems with Mathematica Example II
AUTHORS:
Haiduke Sarafian
KEYWORDS:
Physics of Sound, Time-Dependent Sound Level, Computer Algebra System, Mathematica
JOURNAL NAME:
American Journal of Computational Mathematics,
Vol.12 No.3,
July
21,
2022
ABSTRACT: Customarily in the physics of sound,
static-acoustic-related topics are addressed. For instance, the change in the
sound level vs discrete change in the distance. In dynamic cases, e.g. the
Doppler shit although the relative motion of the components, i.e. the source and the sensor are essential, the movements are limited to uniform motions. In
this investigating report, scenarios departed from these limitations are considered. For the former case, time dependent sound level and for the latter case,
nonuniform motions are analyzed. Aside from light long-hand mathematical
formulations, the majority of the analysis is carried out utilizing a Computer
Algebra System (CAS) specifically Mathematica. The
analysis and format of the development are crafted flexibly conducive
opportunities for furthering quests for the “what if” scenarios.