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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.