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Thermal Models For Copper-alloyed Dies In Pressure Die Casting

机译:压铸铜合金模具的热模型

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A recent innovation in pressure die casting is the use of copper-alloyed dies suitably protected with a thermally sprayed steel layer. The thermal response of copper-alloyed dies is dictated principally by the deposited layer, the cooling arrangement and the casting geometry. This paper is concerned with the development of efficient numerical models for the prediction of both steady-state and transient thermal behaviour of the new die designs. Die temperatures are cyclic but useful information is obtained from a steady-state model, which provides for time-averaged temperatures and energy fluxes. The modelling strategy presented in the paper involves the indirect determination of transient temperatures. A perturbation approach is adopted, where a model for the difference between transient and steady-state temperature is developed. It is shown that this approach can be utilised to determine transient temperature efficiently once steady-state information is available with the transient perturbation model only involving surfaces where a significant variation in temperature occurs.rnThe die-thermal models are founded on the boundary element method as die surface temperatures are of primary importance in pressure die casting. The finite element method is used to model casting solidification, where the formulation adopted provides for accurate energy transport. The dies form a multi-domain environment for thermal predictions making it necessary to utilise a suitably constructed coarse preconditioner to enhance numerical stability and provide for efficient computation. A multiplicative Schwarz method is presented that enables a parameter matrix accelerated GMRES method to be applied on each domain. Numerical experiments are performed to demonstrate the computational effectiveness of the approach. Predicted temperatures are compared with thermocouple readings obtained from a copper-steel die on a commercial die casting machine.
机译:压铸的最新创新是使用铜合金压模,并适当地用热喷涂钢层保护。铜合金模具的热响应主要由沉积层,冷却装置和铸造几何形状决定。本文关注有效数值模型的发展,以预测新模具设计的稳态和瞬态热行为。模具温度是周期性的,但有用的信息是从稳态模型获得的,该模型提供了时间平均温度和能量通量。本文提出的建模策略涉及间接确定瞬态温度。采用摄动法,建立了瞬态和稳态温度之间的差异模型。结果表明,一旦瞬态摄动模型可以获得稳态信息,该方法可以有效地确定瞬态温度,瞬态摄动模型仅涉及温度发生显着变化的表面。模具表面温度在压铸中至关重要。有限元方法用于模拟铸件凝固,采用的配方可提供精确的能量传输。模具形成用于热预测的多域环境,因此有必要利用适当构造的粗调预处理器来增强数值稳定性并提供有效的计算。提出了一种乘性Schwarz方法,该方法使参数矩阵加速GMRES方法可以应用于每个域。进行数值实验以证明该方法的计算效率。将预测温度与从商用压铸机上的铜钢模具获得的热电偶读数进行比较。

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