1972
DOI: 10.1002/pen.760120408
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The injection molding of thermoplastics part I: Theoretical model

Abstract: A mathematical model is proposed for the quantitative treatment of the injection molding of thermoplastics as it relates to the behavior of polymer in the cavity. The model is based on setting up the equations of continuity, motion, and energy for the s stem during each of the stages of the injection molding cycle klling, packing and cooling) and the coupling of these equations with practical boundary conditions. The treatment takes into consideration the non-Newtonian behavior of the melt, the effect of tempe… Show more

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Cited by 173 publications
(75 citation statements)
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“…Simplzjied Set of Equations -Substitution of these simplifications in the constitutive eqs (21)- (23), (40), (41) and subsequent substitution in the equations of balance, results in the following system of equations: (46) where the mould is assumed to be rigid. This implies that the cavity dimensions are set and are not coupled with the pressure field.…”
Section: Thin Film Approximationmentioning
confidence: 99%
“…Simplzjied Set of Equations -Substitution of these simplifications in the constitutive eqs (21)- (23), (40), (41) and subsequent substitution in the equations of balance, results in the following system of equations: (46) where the mould is assumed to be rigid. This implies that the cavity dimensions are set and are not coupled with the pressure field.…”
Section: Thin Film Approximationmentioning
confidence: 99%
“…Kamal and Kenig, 1972) introducen un modelo matemático, basado en la conjunción de las ecuaciones de continuidad, cantidad de movimiento y energía en fluidos. Dicha aproximación determina con gran fiabilidad el comportamiento del material durante las tres fases del ciclo de inyección, para su aplicación sobre geometrías básicas no complejas.…”
Section: Cox Y Mentzer ([1]unclassified
“…El empleo de modelos matemáticos ha supuesto una buena aproximación para la resolución de casos sencillos, ligados normalmente a geometrías de molde muy simples [8][9][10][11] , pero se han mostrado muy limitados cuando se han considerado geometrías convencionales o complejas.…”
Section: El Estudio Y Análisis Del Moldeo Por Inyección De Materialesunclassified
“…Kamal y Kenig [8] introducen un modelo matemático, basado en la conjunción de las ecuaciones de continuidad, cantidad de movimiento y energía en fluidos, que determina con gran fiabilidad el comportamiento del material durante las tres fases del ciclo de inyección para su aplicación sobre geometrías básicas no complejas.…”
Section: El Estudio Y Análisis Del Moldeo Por Inyección De Materialesunclassified
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