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Home > Art, Film & Photography > Filtre: Filtre Passe-Bas, Filtre de Kalman, Filtre Particulaire, Filtre En Peigne, Filtre Passe-Haut, Peigne de Frequence Opti
Filtre: Filtre Passe-Bas, Filtre de Kalman, Filtre Particulaire, Filtre En Peigne, Filtre Passe-Haut, Peigne de Frequence Opti

Filtre: Filtre Passe-Bas, Filtre de Kalman, Filtre Particulaire, Filtre En Peigne, Filtre Passe-Haut, Peigne de Frequence Opti


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About the Book

Ce contenu est une compilation d'articles de l'encyclopedie libre Wikipedia. Pages: 31. Non illustre. Chapitres: Filtre passe-bas, Filtre de Kalman, Filtre particulaire, Filtre en peigne, Filtre passe-haut, Peigne de frequence optique, Filtre de Butterworth, Filtre numerique, Stabilite des filtres lineaires, Filtre passe-bande, Bande passante, Filtre lineaire, Filtre elliptique, Filtre de Tchebychev, Filtre a reponse impulsionnelle finie, Filtre a reponse impulsionnelle infinie, Filtre a capacites commutees, Transformateur FI, Filtre actif, Filtre de Legendre, Filtre de Bessel, Filtre ceramique, Tuner, Filtre anti-harmonique, Synthese en cascade, Filtre de Gabor, Filtre anticrenelage, Synthese des filtres lineaires, Multitaper, Frequence de coupure, Filtre coupe-bande, Algorithme des moindres carres recursifs, Filtre de Kalman d'ensemble. Extrait: Un filtre est un circuit electronique qui realise une operation de traitement du signal. Autrement dit, il attenue certaines composantes d'un signal et en laisse passer d'autres. Un exemple connu du grand public est l'egaliseur audio. Un filtre modifie (ou filtre) certaines parties d'un signal d'entree dans le domaine temps et dans le domaine frequence. D'apres la theorie de Fourier, tout signal reel peut etre considere comme compose d'une somme de signaux sinusoidaux (en nombre infini si necessaire) a des frequences differentes; le role du filtre est de modifier la phase et l'amplitude de ces composantes. Un filtre lineaire est caracterise par l'existence d'une fonction h(t) telle que la reponse du filtre a tout signal d'entree e(t) soit: Il s'agit bien du produit de convolution des fonctions h et e que l'on peut aussi noter: h est appelee la reponse impulsionnelle du filtre. La connaitre permet de caracteriser totalement le filtre. On peut classer les filtres a partir de la forme de leur fonction de transfert ou par le comportement des elements passifs qui...


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Product Details
  • ISBN-13: 9781159470708
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 126
  • Spine Width: 2 mm
  • Weight: 77 gr
  • ISBN-10: 1159470707
  • Publisher Date: 01 Oct 2012
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Sub Title: Filtre Passe-Bas, Filtre de Kalman, Filtre Particulaire, Filtre En Peigne, Filtre Passe-Haut, Peigne de Frequence Opti
  • Width: 189 mm


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