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La lettre E signifié Entity. -# Exercice 1 -## Question -Dessinez un premier diagramme de classe qui montre les différentes couches de votre système et leurs classes respectives. Esquissez les dépendances. -## Réponse -```plantuml -@startuml -Application.AppE .-down-> Network.NWE -Network.NWE .up-> Application.AppE - -Network.NWE .-down-> RTX.RTXE -RTX.RTXE .up-> Network.NWE - -@enduml -``` - -# Exercice 5 -## Question -Dessinez maintenant un nouveau diagramme de classes avec tous les paquets et toutes les classes, interfaces et méthodes. -## Réponse -```plantuml -@startuml -class AppE { - + dataIndication() - + advIndication() - + connIndication() - + connConfirmation() - + discIndication() - + discConfirmation() - - + setNWE(NWE*) -} - -class NWE { - + dataRequest(Data*) - + advRequest(Advertise*) - + connRequest(Connection*) - + connResponse(Connection*) - + discRequest(Connection*) - + discResponse(Connection*) - + receive() - - + subscribe(NWE*) - + setRTX(RTX*) -} -@enduml -``` -![img_1.png](img_1.png) - -![img.png](img.png) \ No newline at end of file From d9c1dfa147ee5fea8784277428407c68f11837ab Mon Sep 17 00:00:00 2001 From: Klagarge Date: Thu, 1 Feb 2024 18:54:13 +0100 Subject: [PATCH 2/2] update transmission process --- infotro/SDi/medias/density_graph.png | Bin 0 -> 14162 bytes infotro/SDi/transmission_process.md | 60 ++++++++++++++++++++++----- 2 files changed, 50 insertions(+), 10 deletions(-) create mode 100644 infotro/SDi/medias/density_graph.png diff --git a/infotro/SDi/medias/density_graph.png b/infotro/SDi/medias/density_graph.png new file mode 100644 index 0000000000000000000000000000000000000000..923ee15b5293b6d2eb32dd8800f80ece3e0be09c GIT binary patch literal 14162 zcmdUWWmuHm6ZaxWml%k2g9->Lu#y7Oow5kHN(e|xr;;iuB@!#rjfCWafGEAvy)+9F zOE1lP*5`Tt@7MS1`@y{~?|beubLLF^&dl&uTT_XO{02D$0-;h-R?vk&2r4A%9N>DUEsWtzJK)5nrK5H~ApkFb@qx`O(` z5;h1VP~0PA9B`y{q;&_sxc`rSrNy1+h^G8-Q?K@hjPzz(LOPt8_V^*R4@o5g)z+$~ z{WG7`y69|7*5>PGt5&`o6T!cP<6pk`6~!EX*IKhPhMkaE#y^#q^1AG!cURb3?+oT% zkR@VYg9v8aHZK2-#G%!4Y&x5u3+0wwipe6DU+gEo@uP?Xl^>20JmDBBFvtuzKc2q# z{AWbvx8Y)wf!Bm2%WrwpKbttzhFlXe^Bp&W$Y!yDm9( zt25!2()l4O;6-OV|4KR`;ubGqu+7=nQ5c1mzP7^yQ^A0 z*B}Q}aFR_LE?(X)Xl;>kMFBU|JPGP*HC_gnuiKXkAy=8X?}(N(m4FvBkTw-adyT>-2$&eABcy!Xt0;B&8eU#lDQ4lu{C21!(!q02zb5#E@3KUapeals zZ3t+PyMagjDkv_m4cf8V&K(?uHsxMASO`|Bcuo)h-f zeH&9453VNXc}24NSWcw^?r`|X?C}Dwda1#uVdV|#ck~77vavk?Bn2^ds`d4c3x~RblC1p zt0GY)S_o-dvS%?!JAse_3^!7PpJP3^68b9+nLZUC)micP8{Za+8kbSGmHtNp469a_6nmEbDYHMf=dlaFZ;Y?-XOflNkR;6iZo537?>sa7v02!OVft zo>uXpREz~Zw1iCSTq~yLU$hgLu9)p$ZiM8zQaj*U9P|l+(uv_DGn{5kC1yx(+q()- zX(j7d-l3J_)p1D644CHg^SXA5dN27QI=sRHqf463yj4|IbyL{iLBnt#3^COGDU({g z>3g=&w9S5JI`{pbwYFqmC|jt%D=~;zd>*f|E9{|dlS?T7kmyMW4Or7vvo5pR-)eC< zzxFTlO!Z`uG`EYc;by~|FxvrhktT=RaHS)a|6T(>)qeKu%Q&TT%fX3!zwKm}sQeW< zpa(vaZ!h($Yz?Xy=7Q17X8nH_jZ)ajfp7c%DCCO2ZLDh_D&CCQms9b`@A+#a(sfIp z?3UN7rwvosHD5%&Ye#z0o&w{MZhi&dipF%_^KQubckPAczDzoI<_E8|)o6L;$e_xO z+kxYhcnh7mY_^clS_16fmTXQT&z7a%BnhbFFW+)_D=}F;yL@OKclc$O`NLR0pi*|A zH?73m#vE{5kJxk`HzfQH{)rVTT>viTcl4_2%0O!7amOc_)Cl$=zJ|k6UKQeS9=tKA zr;6*eIG`K6Z27ISHGOYKYl(bVI?JyTlJA|B`lCnig&e4v*SCuxj2X8%_Zn&)7@UgU zCnFa^sQ02HEu!q$?QfLQI_-MwsX@LF<7o*=sN>5f8oVlC@1(54<@PpsifweNw7D2%fNOMn7MC%p^*?-y=i?fQeVCD?oks)z_P+EA4a!dkdOXtb^6AZ|09!< z{p&7DppZDtv;kz6!mJt$jhsaCtliy>3ZXUa2jy_q$+P88+}Ni+f7Nd*YXhqrnHcs}(U@25x&p zGa|CUMzZ`*kLcVbm8@S3I^hM($#-YpBS^u2kus@){rf+e0v)_i2v zyOZ{X{g@5lk}vxmN{`J>%hg(#Mn2$U)bOI0h&S?~cUKty!v636y>Z*Ao2~Ind39IJ zdT{DM~!zo-7gAc zow1x@<4k(H*J$EEa1d*ICA79*gu5_z`{2)ycv~-v$FywtIO^;2i`hf_X9UC0(#L1i z1+quEmW$X7^5k~(Jrv`1p?P?BUnF0HJ5RE_-G{#89zD#2NS8L3Y$ZPaW%(X%#|xQD zS3z?=`k^_H^LpDJJycNXuw0y{)cPEiG=|%Vf4IT8)t$W9Vm` zPI702nD0IlxRKeY@MFtjq&H*A_U;b|-uFLz_<#@M`YF%frDo1k=$(zKz%qS=md|Q; 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+$S$ : Symbole rate $\left[ \frac{symbol}{s} \right]$
+$B_{Ba}$ : Baseband bandwidth $[Hz]$ - Largeur de la plage de fréquence du signal avant modulation
+$B_{Br}$ : Broadband bandwidth $[Hz]$ - Largeur de la plage de fréquence totale disponible pour la modulation (ou du signal modulé)
+ + +## AM - ASK Modulation de l'Amplitude ![transmission_process-transmission_radio-am.png](medias%2Ftransmission_process-transmission_radio-am.png) -## FM +$$\begin{align} +B_{Ba} &= \frac{1}{2}\left[ \frac{Hz}{\frac{symbol}{s}} \right] *S\left[ \frac{symbol}{s} \right]\\ +B_{Br} &= 2*B_{Ba} +\end{align}$$ + +## FM - FSK Modulation de la Fréquence ![transmission_process-transmission_radio-fm.png](medias%2Ftransmission_process-transmission_radio-fm.png) -## PM +$\beta$ : Index de modulation
+$f_{c}$ : Fréquence de la porteuse
+$f_{0}$ : Fréquence pour le symbole `0`
+$f_{1}$ : Fréquence pour le symbole `1`
+ +$$\begin{align} +B_{Ba} &= \frac{1}{2}\left[ \frac{Hz}{\frac{symbol}{s}} \right] *S\left[ \frac{symbol}{s} \right]\\ +\beta &= \frac{2\Delta f}{S} \\ +f_{0} &= f_{c}-\Delta f \\ +B_{Br} &= 2*B_{Ba} + 2*\Delta f = (1+\beta)*S +\end{align}$$ + +## PM - PSK Modulation de la Phase ![transmission_process-transmission_radio-pm.png](medias%2Ftransmission_process-transmission_radio-pm.png) + +$$\begin{align} +B_{Ba} &= \frac{1}{2}\left[ \frac{Hz}{\frac{symbol}{s}} \right] *S\left[ \frac{symbol}{s} \right]\\ +B_{Br} &= 2*B_{Ba} +\end{align}$$