From 846b33ad437921b449ffbf23ef57a9462f163f54 Mon Sep 17 00:00:00 2001 From: Berack96 Date: Fri, 18 Apr 2025 23:00:27 +0200 Subject: [PATCH] Update README.md with additional comparison data and images for JMT simulation results --- README.md | 16 +++++++++++++--- image/README/1744966407854.png | Bin 89577 -> 99674 bytes image/README/1745009420186.png | Bin 0 -> 83138 bytes 3 files changed, 13 insertions(+), 3 deletions(-) create mode 100644 image/README/1745009420186.png diff --git a/README.md b/README.md index d4ed00f..9bdb7c5 100644 --- a/README.md +++ b/README.md @@ -65,6 +65,8 @@ Le distribuzioni usate hanno tutte la stessa media μ e sono state create con qu - Erlang(5, 5/μ) - Iperesponenziale(p=\[0.5, 0.5\], e=\[1/(μ\*0.5), 1/(μ\*1.5)\]) +--- + ### Primo esempio ![1741862746304](image/README/1741862746304.png)\ `example1` è una rete con una fonte di clienti (Source) che arrivano con tasso esponenziale (λ=0.222, media 4.5) e un centro di servizio (Queue) con tasso di servizio distribuito come una normale (μ=3.2, σ=0.6).\ @@ -80,6 +82,8 @@ Modificando la distribuzione di servizio del nodo "Queue", si osservano variazio Di seguito si può vedere il cambiamento del tempo medio di attesa, il numero medio della coda e l'utilizzazione al variare del numero di clienti nel sistema.\ ![1742556358341](image/README/1742556358341.png) +--- + ### Secondo esempio ![1741863043733](image/README/1741863043733.png)\ `example2` è una rete con una fonte di clienti (Source) che arrivano con tasso esponenziale (λ=1.5, media 0.666), un centro di servizio (Service1) con tasso esponenziale (λ=2.0, media 0.5) e un altro centro di servizio (Service2) con tasso esponenziale (λ=3.5, media 0.2857) e un tempo di indisponibilità distribuito esponenzialmente (λ=10.0, media 0.1) con probabilità 10%.\ @@ -95,14 +99,20 @@ Anche in questo caso, modificando la distribuzione di servizio del nodo "Service Una particolarità di questa rete è il basso valore atteso per il tempo di servizio. Questo, in concomitanza con il resample in caso di valori negativi, fa si di aumentare la media della Distribuzione Normale. Nei grafici seguenti è stata inclusa la Normale solo nell'ultimo per mostrare la differenza rispetto le altre distribuzioni.\ ![1742632017987](image/README/1742632017987.png) -### Confronto con JMT +## Confronto con JMT -Il tool JMT con le stesse reti di base (ovvero senza cambiare la Distribuzione) ottiene risultati simili al simulatore. Le reti usate per fare il confronto si possono trovare dentro la cartella delle [risorse di test](https://github.com/Berack96/upo-valpre/tree/main/src/test/resources). I risultati ottenuti dal simulatore e da JMT si possono trovare al seguente [link](https://docs.google.com/spreadsheets/d/1yM1fvlpc2mIIpRe8M7_ry8m3DC3ZxNA204mM60O2hoQ/edit?usp=sharing) nei fogli colorati di blu (example1, example2, Riassunto) oppure direttamente dalla seguente tabella:\ +Il tool JMT con le stesse reti di base (ovvero senza cambiare la Distribuzione) ottiene risultati simili al simulatore. Le reti usate per fare il confronto si possono trovare dentro la cartella delle [risorse di test](src/test/resources). I risultati ottenuti dal simulatore e da JMT si possono trovare al seguente [link](https://docs.google.com/spreadsheets/d/1yM1fvlpc2mIIpRe8M7_ry8m3DC3ZxNA204mM60O2hoQ/edit?usp=sharing) nei fogli colorati di blu (example1, example2, Riassunto) oppure direttamente dalla seguente tabella:\ ![1744966407854](image/README/1744966407854.png) Si possono notare due note messe nella tabella che servono ad indicare da dove vengono presi alcuni dati: La response, l'utilization% e l'unavailable% di Service2.\ Infatti essi si possono derivare da alcuni dati presenti dentro il simulatore JMT: - Response: è il totale dato da Queue2 + Busy2 dato che il primo indica l'attesa della coda, mentre il secondo indica il tempo medio di servizio. -- Utilizazion%: è il valore preso dal numero medio di customer di Busy2. In questo caso indica proprio quanto la stazione (essendo single server) è occupata. +- Utilization%: è il valore preso dal numero medio di customer di Busy2. In questo caso indica proprio quanto la stazione (essendo single server) è occupata. - Unavailable%: è il valore preso dal numero medio di customer di Calibration. In questo caso indica proprio quanto la stazione (essendo single server) è ferma e non può servire i clienti. +--- + +Per quanto riguarda il confronto con l'aumentare dei clienti nel sistema, JMT non permette di fermare la simulazione una volta elaborati N clienti, perciò è stata solo modificata la distribuzione e sono stati salvati i dati. Il risultato è la seguente tabella:\ +![1745009420186](image/README/1745009420186.png) + +Notare che, le osservazioni precedenti per la rete2, valgono anche in questo caso per il calcolo del tempo di risposta. \ No newline at end of file diff --git a/image/README/1744966407854.png b/image/README/1744966407854.png index 3142ff236422325a4a1a9cff37e1cd4b1b158876..7310710eb77802c1ec5146302b7ec4cde62fc1cf 100644 GIT binary patch literal 99674 zcmb@tWmFtNx3D`va8Gb|cV`Ih?jGENyK8_zf)m``-JQYR-JRg>ekboaXMO8C>;AYu z?yTM;f z07^!db}mc`;%X$EOsq`Y;R_GE;53b9TGHmy(sTeg@C`Ho4+0th0S?K4PyGK5gKGnz zfq?o?JR~^G3IPc~17CH(r)B7;|HNB?!~cHQZV-S&sQ+{QUxfm|k78f}pTH?u*w|Sh zvi~dBeJYNQ2uIm0@Jy1?b;9~y2>b?R4n}Pd(Hz&Dq+G(oAp$4BT ztzvlkML-9`gb5K#Ck`grwGxa3ZG~;a61gg_90c4oZda_U9M74y? zobMt+LVILXR3+0b0lw(HThsX8{d^f^K{KHUHUqUwX_v zrhB73@A)T~$e!`s_w^N~yege8<8$bYpc{KbJaAUIg3pXyaV_R4K512-A z@n<#uth2ell@(`wOHqw&=gG{7jAc(1t}>gETU!QwFC7cNGjk|p=#RfaB4(YVU3(TO zsZiSiSM&Iw)PIA!IC)$c^XF>N;d>I{A*dB_Uz)6$xapL9>z;FShMv#u 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