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Modélisation de la dynamique du canal de propagation Terre ...

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(7∃7∋(/∂∃57∋(6&∃5∃&7(5,67,48(6∋7ΛΠΡΩΚ∴ΗΩ∆Ο≅ Κ∆ΨΗ ΠΡΓΗΟΟΗΓ ΩΚΗ &&∋) ΡΙ Ι∆ΓΗ ςΟΡΣΗ ΛΘ ΓΛΙΙΗΥΗΘΩ ΛΘΩΗΥΨ∆Ος ΡΙ<br />

∆ΩΩΗΘΞ∆ΩΛΡΘ<br />

ζ ( 3 ) = ∆ ΟΘ 3 + Ε <br />

ΖΚΗΥΗ3ΛςΩΚΗΩΛΠΗΣΗΥΦΗΘΩ∆ϑΗΩΚ∆ΩΩΚΗςΟΡΣΗΛςΗ[ΦΗΗΓΗΓ∆ΘΓ<br />

∆ ±∆ΘΓΕ ∃Γ%<br />

∆ ±∆ΘΓΕ ∃Γ%<br />

∆ ±∆ΘΓΕ ∃Γ%<br />

∆ ±∆ΘΓΕ ∃Γ% <br />

∆ ±∆ΘΓΕ ∃!Γ% <br />

7ΚΛςΗ[ΣΥΗςςΛΡΘΦ∆ΘΕΗΛΘΨΗΥΩΗΓ<br />

( − Ε) ∆<br />

3 ζ = Η ζ <br />

( )<br />

%ΗΦ∆ΞςΗΡΙΩΚΗΗ[ΣΗΥΛΠΗΘΩ∆ΟΓ∆Ω∆ΙΥΡΠΖΚΛΦΚΛΩΚ∆ςΕΗΗΘΓΗΥΛΨΗΓΩΚΛςΠΡΓΗΟΛςΘΡΩΗ[ΣΗΦΩΗΓΩΡ<br />

ΕΗΨ∆ΟΛΓΙΡΥ!Γ%ς<br />

7ΚΛςΠΡΓΗΟΓΡΗςΘΡΩΓΗΣΗΘΓΡΘΩΚΗΩΛΠΗΟ∆ϑ∆ΩΕΗΦ∆ΞςΗΩΚΗΦΡΗΙΙΛΦΛΗΘΩςΚ∆ΨΗΕΗΗΘ∆ςςΗςςΗΓΙΡΥ<br />

∆ΙΛ[ΗΓ∆Ω/ΛΝΗΖΛςΗΛΩΚ∆ςΕΗΗΘΗΠΣΛΥΛΦ∆ΟΟ∴ΓΗΨΗΟΡΣΗΓΦΡΘςΛΓΗΥΛΘϑ∆ϑΛΨΗΘΟΡΖΣ∆ςςΙΛΟΩΗΥΩΡ<br />

ςΗΣ∆Υ∆ΩΗΥ∆ΛΘ∆ΩΩΗΘΞ∆ΩΛΡΘ∆ΘΓςΦΛΘΩΛΟΟ∆ΩΛΡΘ

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