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@@ -953,7 +953,7 @@ Ispitivanje smične čvrstoće bit će izvedeno uzorkom s V-utorom na linearnim
\end{table} \end{table}
\noindent Napravimo li iz tablice \ref{tab:parametri_smičnog_testa} broj kombinacija koje postoje metodom potpune faktorske analize, imamo pet parametara sa tri varijacije \noindent Napravimo li iz tablice \ref{tab:parametri_smičnog_testa} broj kombinacija koje postoje metodom potpune faktorske analize, imamo pet parametara sa tri varijacije
što nam ukupno daje \textbf{234} potrebne epruvete. Opet ćemo upotrijebiti Taguchijevu metodu ortogonalnih matrica kako bi smanjili broj uzoraka, te je sljedeći što nam ukupno daje \textbf{243} potrebne epruvete. Opet ćemo upotrijebiti Taguchijevu metodu ortogonalnih matrica kako bi smanjili broj uzoraka, te je sljedeći
korak pronaći najbliži standardni ortogonalni niz koji zadovoljava naš slučaj. U ovome je slučaju to jednostavno, jer imamo $3^5$ kombinacija, te to direktno korak pronaći najbliži standardni ortogonalni niz koji zadovoljava naš slučaj. U ovome je slučaju to jednostavno, jer imamo $3^5$ kombinacija, te to direktno
odgovara matrici L27 koja sadržava pet faktora po tri razine, te zahtjeva 27 eksperimenata. U tablici \ref{tab:taguchi_l27} nalazi se raspisana matrica eksperimenata.\\ odgovara matrici L27 koja sadržava pet faktora po tri razine, te zahtjeva 27 eksperimenata. U tablici \ref{tab:taguchi_l27} nalazi se raspisana matrica eksperimenata.\\
@@ -1882,24 +1882,21 @@ Za svaki rezultat izračunat je S/N omjer (pripadajući za taj slučaj) prema kr
Faktor & Razina & $\bar{S/N}$ [dB] & $\bar{\sigma}$ [MPa] & $\Delta$ (S/N) & Optimalna kombinacija S/N \\ \hline Faktor & Razina & $\bar{S/N}$ [dB] & $\bar{\sigma}$ [MPa] & $\Delta$ (S/N) & Optimalna kombinacija S/N \\ \hline
%\textbf{Faktor} & \textbf{Razina} & \textbf{Srednji S/N [dB]} & \textbf{Srednja čvrstoća [MPa]} & $\Delta$ (S/N$_\text{max}$ - S/N$_\text{min}$) & \textbf{Optimalna kombinacija S/N} \\ \hline %\textbf{Faktor} & \textbf{Razina} & \textbf{Srednji S/N [dB]} & \textbf{Srednja čvrstoća [MPa]} & $\Delta$ (S/N$_\text{max}$ - S/N$_\text{min}$) & \textbf{Optimalna kombinacija S/N} \\ \hline
Orijentacija & Orijentacija 1 & 30.5954 & 35.226 & \multirow{3}{*}{2.1171} & 1 \\ Orijentacija & Orijentacija 1 & 30.5954 & 35.226 & \multirow{3}{*}{2.1171} & \\
& Orijentacija 2 & 29.3624 & 29.771 & & \\ & Orijentacija 2 & 29.3624 & 29.771 & & 1\\
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Visina sloja [mm] & 0.08 & 28.6997 & 28.382 & \multirow{6}{*}{1.3449} & \\ Visina sloja [mm] & 0.08 & 28.6997 & 28.382 & \multirow{3}{*}{1.3449} & \\
& 0.14 & 29.6917 & 31.545 & & \\ & 0.14 & 29.6917 & 31.545 & & 0.28\\
& 0.28 & 30.0447 & 32.651 & & 0.28 \\ & 0.28 & 30.0447 & 32.651 & & \\ \hline
& 0.40 & 28.1514 & 26.314 & & \\ Širina ekstruzije [mm] & 0.4 & 28.1518 & 26.3142 & \multirow{3}{*}{2.2376} & \\
& 0.60 & 29.8948 & 32.329 & & \\ & 0.6 & 29.8948 & 32.3299 & & 0.8 \\
& 0.80 & 30.3895 & 33.934 & & \\ \hline & 0.8 & 30.3895 & 33.9340 & & \\ \hline
Širina ekstruzije [mm] & 0.20 & 27.1819 & 23.679 & \multirow{3}{*}{2.2376} & \\ Postotak ispune [\%] & 20 & 27.1819 & 23.6788 & \multirow{3}{*}{3.5043} & \\
& 0.55 & 30.6862 & 34.774 & & 55 \\ & 55 & 30.6862 & 34.7743 & & 55 \\
& 0.85 & 30.5679 & 34.125 & & \\ \hline & 85 & 30.5679 & 34.125 & & \\ \hline
Postotak ispune [\%] & 20 & 28.7524 & 27.998 & \multirow{3}{*}{3.5043} & \\
& 55 & 29.1244 & 30.152 & & 55 \\
& 85 & 30.5593 & 34.427 & & \\ \hline
Broj slojeva stijenke & 2 & 28.7524 & 27.998 & \multirow{3}{*}{1.8068} & \\ Broj slojeva stijenke & 2 & 28.7524 & 27.998 & \multirow{3}{*}{1.8068} & \\
& 4 & 29.1244 & 30.152 & & \\ & 4 & 29.1244 & 30.152 & & 6\\
& 6 & 30.5593 & 34.427 & & 6 \\ \hline & 6 & 30.5593 & 34.427 & & \\ \hline
\end{tabular}} \end{tabular}}
\label{tab:snr_faktori_smik} \label{tab:snr_faktori_smik}
\caption*{\textit{Izvor: autor}} \caption*{\textit{Izvor: autor}}