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Design and AM of a medical face shield
           with  x ,  where  i  =  1÷10.  Based  on  the  results   Thus, market research considered different types
                 Fi
           obtained from the valuation matrix, the following   of materials  and their  individual  characteristics,
           percentage  values  were  obtained:  x   =  8.181%,   costs, life span, recycling procedures, production
                                              F1
           x   =  6.0%,  x   =  12.0%,  x   =  12.545%,  x  =   volumes, and other particular features of the face
            F2
                                                       F5
                                      F4
                        F3
           11.091%,  x   =  7.091%,  x   =  10.909%,  x  =     shield and of the production process. The research
                                                      F8
                      F6
                                      F7
           9.455%, x  = 9.455%, x  = 13.273%.                  team  selected  material  extrusion  (MEx,  also
                    F9            F10                          referred to as Fused Deposition Modeling [FDM]
           2.4 Economic dimensioning of the functions          or Fused Filament Fabrication) as the primary AM
           For the  second  step  of  TFA, economic            process to produce the redesigned face shield. PLA
           dimensioning of the functions was conducted in      material was selected due to the ease of printing
           accordance  with  thorough  benchmarking  in  the   and  an  advantageous  cost-performance  ratio.
           medical device sector. Costs were estimated based   Considering that singlepart weighs an average of
           on Ruffo et al. (2006) and Hopkinson and Dicken’s   20 g (weight of reference products) and it can be
           (2003)  models [20,21] ,  in  which  they  propose  that   manufactured in 60 min from medium grade PLA
           the  total  cost (C) is the  sum of the  cost  of the   filament with a price of 170 monetary units per
           raw materials and the indirect costs, as shown in   kilogram, the total cost of manufacturing one face
           equation (1). The indirect cost of hourly activities   shield  structure  is  32.48  monetary  units.  Based
           is shown in Table 2.                                on  the  findings  of  the  market  analysis,  the  total
                                                               calculated costs were assigned by a TFA specialist,
                         C   P g M  P g T             (1)    as presented in Table 3. Each function participates
                                      ind
                              mat
                                                               in the total cost with a percentage value, noted with
             where  P   is  the  price  of  the  raw  material,   y , i = 1÷10. For the redesign of a face shield, the
                                                                Fi
                      mat
           measured in monetary units per kilogram;            percentage values of the functions participation in
             M is the mass of the 3D printed product,          the total costs are: y  = 9.852%, y  = 6.958%,
                                                                                                  F2
                                                                                   F1
           measured in kilograms;                              y   =  13.793%,  y   =  15.763%,  y   =  10.160%,
                                                                F3
                                                                                F4
                                                                                                F5
             P   cost  rate,  measured  in  monetary  units/   y   =  5.849%,  y   =  7.758%,  y   =  9.236%,
                                                                                                 F8
                                                                                F7
                                                                F6
               ind
           hours;                                              y  = 8.312%, y  = 12.315%.
                                                                F9
                                                                             F10
             T is  the total production time of one part,        Economic     dimensioning     addresses    the
           measured in hours.                                  comparison between the functions value and cost
             TFA is usually applied to existing products to    weightings,  aimed  at  the  identification  of  three
           increase their value or lower their costs, through   main function status: A function is too expensive
           redesign  strategies.  In  the  case  of  the  face   in  relation  to  other  functions;  a  function  is  too
           shield,  economic  dimensioning  was  based  on     expensive  compared  to  its  contribution  in  the
           the  hypothesis of evaluating the  average  values   products’  value;  a  function  is  too  expensive  in
           of  the  main  characteristics,  which  can  include   relation  to  the  existing  manufacturing  technical
           product weight, product performance, direct and     possibilities. To accurately analyze the relationship
           indirect costs, and manufacturing time. After TFA   between function costs and value, four diagrams
           is deployed, these  average  values  are  stated  as   are plotted (Figure 4).
           final requirements and metrics with ideal values.
                                                               2.5 Diagrams
           Table 2. The indirect cost of activities.             At  this  stage,  the  smallest  squares  method  is

           Activity               Cost/hour (monetary units)   used to plot the diagrams necessary for TFA. To
           Production work/time             7.99               properly deploy the smallest squares method, the
           machine                                             following parameters need to be calculated:
           Machine costs                   14.78               •  The regression line:
           Fixed and variable costs         5.9
           Administrative costs             0.41                                   y = axg   (2)

           38                          International Journal of Bioprinting (2020)–Volume 6, Issue 4
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