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172 Émilie Legendre – Audray Langbach – Anaïs Schneider[PDFcv1] Equation de la corde vibrante et équation d’onde,http ://web2.uqat.ca/lerene/webcours/gen-0135/manuel/m39-0135.pdf[PDFcv2] Modélisation de la corde vibrante, M. Laforest, A. Saucier, E. Chan-Tave,http ://www.genie-des-maths.polymtl.ca/exemples/equations differentielles/ex15/ex15.pdf[PDFcv3] Equation de la corde vibrante,http ://www.latp.univ-mrs.fr/ rau/Tdteleman/corde.pdf[PDFio] Propagation des ondes sonores,http ://www.audiocontact.fr/guides fiches/propagation des ondes sonores part1.pdf[PDFon] Qu’est-ce qu’une onde ?http ://www.ulg.ac.be/sciences/pedagogique/dossierpds2003/Post01.pdf[PIE83] Le son musical : musique, acoustique et informatique, John R Pierce, Belin, 1983,Metz technopôle, 534.3 PIE[SPI93] Analyse de Fourier et application aux problèmes de valeurs aux limites, Murray RSpiegel, MC Graw-Hill Editeurs, 1993, BU Saulcy, 515,243,SPI[WIKcp] Comma Pythagoricien, Wikipédia,http ://fr.wikipedia.org/wiki/Comma pythagoricien[WIkcq] Cycle des quintes, Wikipédia,http ://fr.wikipedia.org/wiki/Cycle des quintes[WIKcs] Cent et savart, Wikipédia, http ://fr.wikipedia.org/wiki/Cent et savart[WIKeo] Wave equation, Wikipédia, http ://en.wikipedia.org/wiki/Wave equation[WIKgp] Gamma pythagoricienne, Wikipédia,http ://fr.wikipedia.org/wiki/Gamme pythagoricienne[WIKgt] Gamme tempérée, Wikipédia,http ://fr.wikipedia.org/wiki/Gamme tempérée[WIKio1] Tuyau d’orgue, Wikipédia, http ://fr.wikipedia.org/wiki/Tuyau d’orgue[WIKio2] Onde stationnaire dans un tuyau, Wikipédia,http ://fr.wikipedia.org/wiki/Onde stationnaire dans un tuyau[WIKti] Tempérament inégal, Wikipédia,http ://fr.wikipedia.org/wiki/Tempérament inégal
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Travail d’initiative personnelle
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Table des matièresOphélie Cinarel
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8 Ophélie Cinarelli - Emanuelle Cl
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10 Ophélie Cinarelli - Emanuelle C
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Page 28 and 29:
26 Cédric MollIntroductionLes hami
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28 Cédric MollFig. 3 - Le pendule
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30 Cédric Moll2. La fonction hamil
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32 Cédric MollRevenons alors à la
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34 Cédric MollConclusionLe systèm
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36 Cédric Mollou est-ce qu’elles
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38 Cédric MollDémonstration. Comm
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40 Cédric Moll2. On calcule l’é
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42 Cédric Molld’où finalement :
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44 Cédric Molld’oscillation auto
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46 Paul MonnotIntroductionTout comm
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48 Paul MonnotUn graphe est dit com
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50 Paul Monnot[Meny, J-C Fou, Koh]
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52 Paul MonnotA B C D E F G H I J
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54 Paul MonnotVersion finale sur sc
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56 Paul Monnot(a) Cas où le nombre
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58 Paul MonnotExemples :On veut pro
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60 Paul Monnot[Koh] Koh, K. M. Khee
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62 Geoffrey NichilPrésentationIntr
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64 Geoffrey NichilFig. 1 - Principe
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66 Geoffrey NichilFig. 3 - Exemple
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68 Geoffrey Nichilultérieure avec
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70 Geoffrey NichilLorentz illustra
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72 Geoffrey Nichil1 Quelques défin
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74 Geoffrey NichilFig. 10 - Orbite
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76 Geoffrey NichilDéfinition 5.Un
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78 Geoffrey Nichil- si r ∈]1 , 24
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80 Geoffrey Nichilde ces systèmes.
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82 Geoffrey Nichil- B = [k2 −n−
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84 Geoffrey Nichild’un système d
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86 Geoffrey Nichiltiroir après l
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88 Geoffrey Nichil- ’→’On sup
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90 Geoffrey Nichil1. (a) Montrons t
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94 Geoffrey NichilOr : ‖f(ϕ n )
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96 Geoffrey Nichil∫D N kf ∗ dµ
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98 Geoffrey NichilD’après le th
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100 Geoffrey NichilFig. 18 - Shaker
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102 Geoffrey Nichil3 Approche topol
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104 Geoffrey NichilDéfinition 19.S
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106 Geoffrey Nichil4 Aspects géom
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108 Geoffrey NichilLa jacobienne de
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110 Geoffrey Nichil2. On utilise en
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112 Geoffrey NichilFig. 26 - Densit
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114 Geoffrey NichilAnnexe 2 : Le pr
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116 Geoffrey NichilAnnexe 3 : ”Ca
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118 Geoffrey NichilAnnexe 4 : ”De
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120 Geoffrey NichilF : résultante
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Page 130 and 131: 128 Geoffrey NichilCorollaire 4.Soi
Page 132 and 133: 130 Geoffrey NichilAnnexe 8 : Mesur
Page 134 and 135: 132 Geoffrey NichilRéférences[01]
Page 136 and 137: 134 Émilie Legendre - Audray Langb
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