|
Teaching GuideTerm Faculty of Computer Science |
| Mestrado Universitario en Matemática Industrial (2013) |
 Subjects |
| Acoustics |
| Contents |
|
|
|
| Identifying Data | 2020/21 | |||||||||||||
| Subject | Acoustics | Code | 614855209 | |||||||||||
| Study programme |
|
|||||||||||||
| Descriptors | Cycle | Period | Year | Type | Credits | |||||||||
| Official Master's Degree | 2nd four-month period |
First | Optional | 6 | ||||||||||
|
||||||||||||||
| Topic | Sub-topic |
| Lesson 1. Continuous modelling. | 1.1. Introduction. Harmonic oscillator. 1.2. Basic elements of Algebra, Vector and Tensor Calculus. 1.3. Kinematics. 1.4. Mass and momentum. 1.5. Constitutive laws. 1.6. Lineal models. 1.7. Vibrations in continuum media. 1.8. Elements of structural acoustics (vibro-acoustics). |
| Lesson 2. Acoustic propagations in one dimension. | 2.1. One-dimensional models 2.2. Wave equation in 1D. 2.3. Harmonic regime. 2.4. Coupling boundary conditions. Thin layer models. 2.5. Time-harmonic wave propagation in a multilayered. |
| Lesson 3. Elements of applied acoustics | 3.1. Sound thresholds. Decibels. Pressure, intensity, and power levels 3.2. Reflection. Absorption and transmission coefficients. 3.3 Total absorption and surface or volume averages. |
| Lesson 4. Acoustic propagation in three dimensions. | 4.1. Three-dimensional wave equation 4.2. Time-harmonic solutions. Three-dimensional Helmholtz equation. |
| Lesson 5. Numerical solutions. | 5.1. Helmholtz problems in bounded domains. 5.2. Structural-acoustic problems 5.3. Helmholtz problems in bounded domains. |
|
