Decision Support Model to Select Cushioning Material for Dynamics Hazards During Transportation
Journal Title: Acta Technica Jaurinensis - Year 2015, Vol 8, Issue 2
Abstract
Designing a product-packaging system is a complex challenge for engineers. Building a suitable and sustainable system the packaging engineers have to take into consideration many aspects, demands and requirements. To protect the product by packaging-system from physical events during transportation, handling and warehousing the cushioning has got a significant role, because this means the primary protection. This paper aims to give a model help to decide the applicability of different cushioning materials based on their protective, sustainable and economical attributions. This model ranks the different types of packaging materials choosing the final optimal solution. Our study also introduces a determinant, which is in connection with the mechanical characteristic (cushion curve) of the material on different environmental factors.
Authors and Affiliations
Á. Mojzes, P. Böröcz
Preliminary Assessment of Polycyclic Aromatic Hydrocarbons Associated to Airborne PM10 in Győr, Hungary
The aim of this study was to assess the ambient concentrations of polycyclic aromatic hydrocarbons (PAHs) associated to the PM10 aerosol fraction in an urban site of Győr, Hungary in 2011. The levels of total PAHs and th...
Gamified Solutions in Healthcare - Testing Rehabilitation Games in Finland and Asia
This paper presents a comprehensive summary of the Gamified Solutions in Healthcare (GSH) research project, which is a joint research project between Turku University of Applied Sciences and the University of Turku. The...
Determination of Load for Quasi-static Calculations of Railway Track Stress-strain State
When calculating the railway track stress-strain state one usually assumes that total strains are brought immediately from applied load and the process dynamics is taken into account by the respective levels of design fo...
Overview of the Finite Element Method
By using scalar and vector potentials, Maxwell's equations can be transformed intopartial differential equations. Generally, the partial differential equations can be solved by numerical methods. One of these numerical m...
Finite Element Analysis of Glass Vacuum Windows of the “COMPASS” Tokamak in Prague
In this paper is described the mechanical stress analysis of glass vacuum windows of the "COMPASS" tokamak using Finite Element Method. As a reference test problem the problem of uniformly loaded glass vacuum window wit...