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Découvrez comment n'importe quel signal périodique complexe peut être décomposé en une somme de sinusoïdes parfaites grâce à la Série de Fourier ! 🧠✨ Dans cette vidéo, nous explorons étape par étape la démonstration mathématique derrière la décomposition de Fourier. Nous verrons comment l'orthogonalité des fonctions trigonométriques permet d'extraire les coefficients a0, an et bn d'une fonction périodique. Nous étudierons ensuite l'exemple concret d'un signal créneau (signal carré) avec la visu
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🎵 Séries de Fourier -2 🔁 A Séries de Fourier: representar funções como soma de ondas suaves. 📊 Quanto mais termos (k) você adiciona: ▫️ Mais detalhes aparecem ▫️ Mais precisa fica a forma original ⚠️ Mas cuidado: podem surgir ondulações perto de saltos bruscos — o famoso fenômeno de Gibbs. #Fourier #SérieDeFourier #Ondas #MatemáticaVisual #Manim #FourierBorel #Ciência #Sinal #AnimaçãoMatemática, #matemática, #brasil , #uberlandia, #uberlandiamg
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