Page 94 - Engineering Plastics Handbook
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68   Introduction

        plastics processing equipment, according to the company. It provides real-
        time controls in milliseconds. The company’s Moldwatcher complements
        its XTREEM. The University of Massachusetts-Lowell, Plastics Engineering
        Department, has HPM, Battenfeld, and other injection molding models.
          The University of Massachusetts-Amherst [8] polymer and plastics
        research facilities include the Silvio O. Conte National Center for Polymer
        Research and the Polymer Science and Engineering Department with (1)
        a Center for UMassachusetts/Industry Research on Polymers (CUMIRP)
        which links industry and government agencies, established by the National
        Science Foundation, and (2) a Materials Research Science and Engineering
        Center sponsored by the National Science Foundation.
          Virginia Tech has (1) a National Science Foundation, Science and
        Technology Center for High Performance Polymers,  Adhesives, and
        Composites and (2) a Polymer Materials and Interface Laboratory [9].
          Injection molding processes using Stat-Ease Inc. response surface meth-
        ods for process optimization are developed with design of experiments
        (DOE) and a multifactor linear constant (MLC) [10].
          Injection molding pressure is determined by the hydraulic pressure,
        hydraulic cylinder area, and plasticating screw cross-sectional area [3]

                                           A 
                                   P =  P   h
                                    i   h   
                                           A 
                                            s
        where P = injection pressure, MPa (psi)
                i
              P = hydraulic pressure, MPa (psi)
               h
                                               3
                                                  3
              A = area of hydraulic cylinder, mm (in )
               h
                                                     3
                                                 3
              A = cross-sectional area of screw, mm (in )
                s
          The injection molding clamp force is directly proportional to the pro-
        jected area of the part, or to the empirical pressure or viscosity factor.
        Clamp force can be related to melt flow length and part thickness [3] by
                                     F =ƒ A
                                          η
                                      c
        where F = clamp force, N (tons)
                c
              ƒ = empirical pressure of viscosity factor
               η
                                          2
                                              2
               A = projected area of part, cm (in )
          When actual or estimated peak cavity pressure P max  is used,
                                      = P   A
                                    F c  max
          When clamp force is a function of melt flow length and part thickness,
                                      F =  L
                                       c
                                          H
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