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Computer support type modeling method in order the modeling to do behavior of the steel volume which has the volume surface

机译:计算机支持类型建模方法,以使建模能够对具有体表的钢体积进行建模

摘要

The computer (4), steel volume (1) present start state (ZA) with through the volume surface, steel volume (1) result state (ZF) calculates vis-a-vis it operates the present time when at least one influence quantity (W) with of on the basis, solving with conduction of heat equation and phase change equation by steel volume (1). The aforementioned state (ZA and ZF), local density distribution of the movable movable alloy element (K) with, the modeling of the steel the local component of the phase which is done (p1, p2 and p3) with, the quantity which displays the local energy balance of the steel (H) with it includes inside the steel steel volume (1) one volume element (9) vis-a-vis at least. Phase the austenite and other phase, usually includes with ferrite or the cementite. Inside range of the aforementioned transfer equation, which density of movable alloy element (k1 and k3; It calculates whether k2 and k4) the boundary with the o stonite and other phase (11,12) there are on both sides. Furthermore, whether or not density distribution of the movable alloy element (K) has changed the volume element which is the observation object by solving Stefan problem, (9) in the austenite territory, it calculates and, how it has changed, the boundary (11,12) has displaced at the same time whether or not with that, it calculates and, some (x' and x) it has displaced. The local component of phase (p1, p2 and p3) it calculates next, the boundary (11,12) on the basis of position.
机译:计算机(4),钢体积(1)的当前开始状态(ZA)具有通过体积表面的状态,钢体积(1)的结果状态(ZF)根据至少一个影响量时的当前时间来计算(W)基于的基础上,用钢体积(1)求解热方程和相变方程的传导。在上述状态(ZA和ZF)下,可移动可移动合金元素(K)的局部密度分布,通过对钢的相的局部成分(p1,p2和p3)进行建模,并显示钢(H)的局部能量平衡在钢内部(1)内至少包括一个体积元素(9)。奥氏体相和其他相,通常包括铁素体或渗碳体。在上述传递方程的范围内,活动合金元素的密度(k1和k3;计算k2和k4)是否在与菱铁矿和其他相(11,12)的边界处。进而,可动合金元素(K)的密度分布是否通过求解Stefan问题(9)而改变了作为观察对象的体积元素,并在奥氏体区域中算出了边界( 11,12)是否同时移位了,它计算并计算了一些(x'和x)移位了。接下来,它会根据位置计算相位的局部分量(p1,p2和p3),即边界(11,12)。

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