Wave equation

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Analysis
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Differential Equations: Speed Variation Analysis

Covers the analysis of speed variation using differential equations and small time intervals.

Electromagnetic Waves: Basics and Equations

Explores electromagnetic waves, wave equations, solutions, polarization, and energy transport in waves.

Wave Propagation: Basics

Introduces the basics of wave propagation, covering longitudinal and transverse waves, superposition, reflection, d'Alembert equation, Fourier decomposition, and wave surfaces.

Parametric Pendulum: Equations and Solutions

Analyzes a parametric pendulum using Lagrange method, Mathieu equation, and Ince method to find solutions.

Waves in Fluids: Basic Properties and Equations

Covers the properties of waves in fluids, focusing on surface waves and their mathematical representation.

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Nonlinear Equations: Fixed Point Method

Covers the topic of nonlinear equations and the fixed point method.

Tangent Plane to Implicit Function

Explores the tangent plane to implicit functions, emphasizing equations and graphical representations.

Electromagnetic Waves: Basics and Applications

Explores the basics of optics, Maxwell's equations, wave propagation, and electromagnetic wave energy.

Sound Field Reconstruction at Low Frequencies

Explores sound field reconstruction at low frequencies in rooms, emphasizing room modes, modal decomposition, and numerical validation.