1. Oscillations - examples of harmonic oscillations, harmonic oscillator, damped oscillator, forced oscillations and resonances.
2. Linear differential equation of oscillation and its solution.
3. Real pendulum – nonlinear differential equation and its solution.
4. Corrugation - Transverse and longitudinal corrugation. Gradual and standing waves. Interference, diffraction.
5. Derivation of the string wave equation.
6. Waves of an infinite and semi-infinite string, solution using D'Alembert's formula.
7. Waves of a finite string and its solution using Fourier series.
8. Sound as waves, types of sound, propagation of sound (absorption, reflection, bending), Doppler phenomenon.
9. Properties of sound (pitch, color, volume). Infrasound, ultrasound.
10. Sound analysis, Fourier transform and discrete Fourier transform.
11. Physiological acoustics.
12. Musical acoustics.
13. Building acoustics and electroacoustics.
2. Linear differential equation of oscillation and its solution.
3. Real pendulum – nonlinear differential equation and its solution.
4. Corrugation - Transverse and longitudinal corrugation. Gradual and standing waves. Interference, diffraction.
5. Derivation of the string wave equation.
6. Waves of an infinite and semi-infinite string, solution using D'Alembert's formula.
7. Waves of a finite string and its solution using Fourier series.
8. Sound as waves, types of sound, propagation of sound (absorption, reflection, bending), Doppler phenomenon.
9. Properties of sound (pitch, color, volume). Infrasound, ultrasound.
10. Sound analysis, Fourier transform and discrete Fourier transform.
11. Physiological acoustics.
12. Musical acoustics.
13. Building acoustics and electroacoustics.