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A turbocharger unsteady performance model for the GT-Power internal combustion engine simulation.

机译:用于GT-Power内燃机仿真的涡轮增压器非稳态性能模型。

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Turbochargers are utilized in a wide variety of applications, including heavy duty diesel engines involved in over-the-road transportation. Historically, turbocharger design has relied heavily on steady and quasi-steady flow design principles to determine performance and sizing. With the wide spread usage of pulse turbochargers, these steady and quasi-steady methods have been shown to be invalid due to the large fluctuations in exhaust gas properties entering the turbine portion of the turbocharger. Models created to determine unsteady turbocharger performance have relied heavily on steady performance maps, or have simplified the problem to the extent that the driving physics behind the unsteady flow has been adversely affected.; To address the need for an accurate unsteady prediction tool for turbocharger performance and design, the unsteady Euler equations will be utilized to create a model which includes the effects of fluid inertia. The model creates a series of 1-D problems linked together to simulate the various components that comprise the turbocharger. For rotating components, the governing equations are transformed into the rotating reference frame to preserve the 1-D character of the model, while still allowing the full unsteady representation of the flow. The Euler equations are solved using an upwinded explicit finite volume method, with a 4th order Runge-Kutta time integration algorithm. Losses are included in the model, but are determined based on the steady performance values since the inviscid model cannot determine actual operating losses. The resulting model will be incorporated into the GT-Power engine simulation code to predict on-engine performance.
机译:涡轮增压器广泛用于各种应用中,包括涉及公路运输的重型柴油发动机。从历史上看,涡轮增压器设计在很大程度上依赖于稳定和准稳定的流量设计原理来确定性能和尺寸。随着脉冲式涡轮增压器的广泛使用,由于进入涡轮增压器的涡轮部分的排气特性的大波动,这些稳定和准稳定方法已被证明是无效的。确定不稳定涡轮增压器性能的模型在很大程度上依赖于稳定性能图,或者已将问题简化到不稳定流动背后的驱动物理受到不利影响的程度。为了满足对用于涡轮增压器性能和设计的精确非稳态预测工具的需求,非稳态Euler方程将用于创建一个模型,该模型包括流体惯性的影响。该模型创建了一系列链接在一​​起的一维问题,以模拟构成涡轮增压器的各种组件。对于旋转组件,将控制方程式转换为旋转参考系,以保留模型的一维特征,同时仍然允许完整的非稳态流动表示。欧拉方程采用逆向显式有限体积法和4阶Runge-Kutta时间积分算法求解。损失包括在模型中,但由于稳定的性能值而确定,因为无粘性模型无法确定实际的运行损失。生成的模型将被合并到GT-Power引擎仿真代码中,以预测引擎性能。

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