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![Intelligent and Transformative Production in Pandemic Times]( "Intelligent and Transformative Production in Pandemic Times")
Intelligent and Transformative Production in Pandemic Times241,99 €![Thickness determining of the thin layers formed by selective transfer]( "Thickness determining of the thin layers formed by selective transfer")
Thickness determining of the thin layers formed by selective transfer23,99 €![Three times Value Analysis]( "Three times Value Analysis")
Three times Value Analysis29,99 €![Intelligent and Transformative Production in Pandemic Times]( "Intelligent and Transformative Production in Pandemic Times")
Intelligent and Transformative Production in Pandemic Times241,99 €![A novel micro-mechanical model for prediction of multiaxial high cycle fatigue at small scales]( "A novel micro-mechanical model for prediction of multiaxial high cycle fatigue at small scales")
A novel micro-mechanical model for prediction of multiaxial high cycle fatigue at small scales39,00 €![High Cycle Fatigue of Al and Cu Thin Films by a Novel High-Throughput Method]( "High Cycle Fatigue of Al and Cu Thin Films by a Novel High-Throughput Method")
High Cycle Fatigue of Al and Cu Thin Films by a Novel High-Throughput Method41,00 €![Experimental Investigation of Crack Initiation in Face-Centered Cubic Materials in the High and Very High Cycle Fatigue Regime]( "Experimental Investigation of Crack Initiation in Face-Centered Cubic Materials in the High and Very High Cycle Fatigue Regime")
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Scope of this work is to determine cycle time formulas for packing in distribution centres. No such formulas exist today, even if it is the second most important process after picking. Based on examining packing, morphological boxes showing time influencing parameters are derived. The most significant parameters are identified using analysis of variance (ANOVA). Cycle times are determined and applied to cases. These prove that the formulas can be used to calculate the time required for packing.