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
Calitate în orice detaliu
Abordarea calității se bazează pe filizofia Jikotei Kanketsu care semnifică „prevenirea strictă a apariției defectelor la producere și asigurarea că acestea nu sunt transmise procesului următor”. Scopul principal este demararea „zero defecte” în toate procesele de producție. Principiul dat este observat în sistemul de producție Toyota, în care fiecare membru al echipei se responsabilizează pentru munca sa.
Acest lucru implică faptul că oricine identifică o problemă la o piesă sau la un proces poate lansa o alertă, uneori poate chiar opri linia de producție, permițând identificarea și aplicarea unei soluții rapide. Această abordare contribuie la menținerea unei calități înalte la etapele fiecărui proces.