Abstract:In recent years, increased attention has been paid to the design of cooling systems in injection molding, as it became clear that cooling affects both productivity and part quality. In order to systematically improve the performance of a cooling system in terms of rapid, uniform, and even cooling, the designer needs a CAE analysis tool. For this, a computer simulation has been developed for three-dimensional mold heat transfer during the cooling stage of an injection molding process. In this simulation, mold h… Show more
“…Technically, if the cooling channels are modeled in this associative feature form, CAE analysis for cooling effect evaluation can be easily integrated because the cooling guiding path can be used as the circuit mesh [19]. For example, those logical rules that are connected with mold design CAE analysis in [25,27,28] can be implemented with certain query and execution methods.…”
Section: Potential Integration With Other Applicationsmentioning
confidence: 99%
“…However, when potential geometrical collision between cooling channels and other features being checked, 3D cooling channel geometry must be considered. For cooling effect analysis, CAE tools also require cooling circuit mesh representation [19]. This paper uses cooling channels as the illustration case; its associative nature will be introduced in detail in the following sections.…”
Section: The Concept Of Associative Featuresmentioning
confidence: 99%
“…In this case, because each circuit is designed mainly to cover one impression, therefore the cooling effect can be better controlled to satisfy heat-transfer requirements. This is especially recommended for complex moldings where the cooling effect analysis has been carried out with some simulation packages [19,28].…”
Section: Dealing With Balanced and Unbalanced Cooling Circuitsmentioning
confidence: 99%
“…Certain geometrical entities are grouped with specific characteristics. These entity groups can be identified as core and cavity inserts [17], sub-inserts and electrode [18], cooling channels [19,20], and machining set-ups [21]. Let us analyze such geometrical entities briefly.…”
Section: The Concept Of Associative Featuresmentioning
confidence: 99%
“…However, this system was not integrated with a CAD system; initial design parameters are input by the user via a command line interface. Wang and his co-workers [19,28] had developed a computer-aided mold design system. They suggested a design strategy with three-stages, initial design with one-dimensional (1D) approximation, two-dimensional design with optimization, and three-dimensional design with cooling effect analysis.…”
“…Technically, if the cooling channels are modeled in this associative feature form, CAE analysis for cooling effect evaluation can be easily integrated because the cooling guiding path can be used as the circuit mesh [19]. For example, those logical rules that are connected with mold design CAE analysis in [25,27,28] can be implemented with certain query and execution methods.…”
Section: Potential Integration With Other Applicationsmentioning
confidence: 99%
“…However, when potential geometrical collision between cooling channels and other features being checked, 3D cooling channel geometry must be considered. For cooling effect analysis, CAE tools also require cooling circuit mesh representation [19]. This paper uses cooling channels as the illustration case; its associative nature will be introduced in detail in the following sections.…”
Section: The Concept Of Associative Featuresmentioning
confidence: 99%
“…In this case, because each circuit is designed mainly to cover one impression, therefore the cooling effect can be better controlled to satisfy heat-transfer requirements. This is especially recommended for complex moldings where the cooling effect analysis has been carried out with some simulation packages [19,28].…”
Section: Dealing With Balanced and Unbalanced Cooling Circuitsmentioning
confidence: 99%
“…Certain geometrical entities are grouped with specific characteristics. These entity groups can be identified as core and cavity inserts [17], sub-inserts and electrode [18], cooling channels [19,20], and machining set-ups [21]. Let us analyze such geometrical entities briefly.…”
Section: The Concept Of Associative Featuresmentioning
confidence: 99%
“…However, this system was not integrated with a CAD system; initial design parameters are input by the user via a command line interface. Wang and his co-workers [19,28] had developed a computer-aided mold design system. They suggested a design strategy with three-stages, initial design with one-dimensional (1D) approximation, two-dimensional design with optimization, and three-dimensional design with cooling effect analysis.…”
A special boundary integral formulation had been proposed to analyse many engineering problems of conduction heat transfer in complex three-dimensional geometries (closely spaced surface and circular hole in infinite domain or simple modification of it) by Rezayat and Burton. One example of such geometries is the mold sets in the injection molding process. In this paper, an efficient and accurate approach for the design sensitivity analysis (DSA) is presented for these kinds of problems in the similar complex geometries using the direct differentiation approach (DDA) based on the above special boundary integral formulation. The present approach utilizes the implicit differentiation of the boundary integral equations with respect to the design variables (radii and locations of circular holes) to yield the sensitivity equations. A sample problem (heat transfer of injection molding cooling system) is solved to demonstrate the accuracy of the present sensitivity analysis formulation. Although the techniques introduced here are applied to a particular problem in heat transfer of injection molding cooling system, their potential application is quite broad.KEY WORDS: special boundary integral formulation; design sensitivity analysis (DSA); direct differentiation approach (DDA); three-dimensional conduction heat transfer
SUMMARYA methodology is presented to simulate the three-dimensional heat transfer within a mold during the injection molding process. The mold cooling analysis assists cooling channel design and paves the way for part shrinkage and warpage analysis. The transient temperature distributions in the mold and the polymer part are simultaneously computed by Galerkin Finite Element Method (GFEM) using a matrix-free Jacobi Conjugate Gradient (JCG) scheme. The numerical method presented here is efficient and has shown to require a fraction of the memory and computing time required by conventional methods. The matrix-free algorithm is initially validated using an injection mold designed to produce a plaque with a molded-in hole. Subsequently, the method is further applied to a representative automotive plastic component.
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