The KPP 16/32t transshipment crane finite element model for transshipment of goods in river and sea ports

Nadezhda Valerievna Dulger, Anatoliy Victorovich Korablin
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Abstract

Transshipment cranes of the checkpoint of the Lenpodyemtransmash plant are widely used in river and sea ports, at industrial enterprises for grappling transshipment of bulk cargo and for working with piece loads or containers, as well as for transshipment of scrap metal and rolled metal using lifting electromagnets. It is proposed to eliminate the uncertainties caused by the incompatibility of one-dimensional (rod) and two-dimensional (plate) finite elements having a different number of degrees of freedom, 12 and 20, when developing digital twins of portal cranes of the Lenpodyemtransmash plant on the example of the CHECKPOINT 16/32t crane by approximating axisymmetric shells of the portal head with rod finite elements. The method is based on the equality of the potential shear energy of the finite element model of the plate and the potential energy of the approximating rod model, the elements of which work on tension/compression, which made it possible to move from the finite element model of the GEARBOX 16/32t reloading crane, built on the basic finite elements of Kirchhoff plates, to the finite element model of the crane based on the core base finite elements. A mathematical model of a matrix equation of static equilibrium with many degrees of freedom is proposed, the numerical solution of which by the Gauss method allows us to proceed to six-component internal forces in each finite element due to the corresponding vector of external loads reduced to the degrees of freedom of the calculated finite element model. The possibility of inter-pretation of bearing elements of spatial metal structures of portal cranes by both one-dimensional rod and two-dimensional plate finite elements is investigated, a re-evaluation of traditional views on the computational analysis of the stress-strain state of metal structures of portal cranes in the field of reliable determination of their bearing capacity during operation in ports, especially in the field of assessing post-repair risk analysis and the resource of reloading cranes is proposed, those who have completed the standard service life in the port and have undergone capital repairs. A calculated rod finite element idealized model of a PPC 16/32t gantry crane for transshipment of cargo in river and sea ports is constructed, demonstrating the transition from a real design to a calculation model based on geometric principles of discretization of both rod and continuum elements by the basic rod end elements of the crane, as a result of which the digital calculation model should be detailed and complex, like a system with many degrees of freedom. The algorithm of application of the digital calculation model of the crane is given on the example of static finite element calculation analysis of the KPP 16/32t crane.
用于江海港口货物转运的 KPP 16/32t 转运起重机有限元模型
连波捷姆转运站的转运起重机广泛应用于河港、海港、工业企业,用于抓取转运散装货物、处理零散货物或集装箱,以及利用起重电磁铁转运废金属和轧制金属。以 CHECKPOINT 16/32t 起重机为例,建议在开发 Lenpodyemtransmash 工厂门式起重机的数字孪生模型时,通过使用杆状有限元对门式起重机头部的轴对称壳体进行近似,消除一维(杆状)和二维(板状)有限元(自由度数分别为 12 和 20)不相容所造成的不确定性。该方法的基础是板有限元模型的剪切势能和近似杆模型的势能相等,杆模型的元素作用于拉伸/压缩,这使得从基于基尔霍夫板基本有限元建立的 GEARBOX 16/32t 重载起重机有限元模型到基于核心基础有限元的起重机有限元模型成为可能。我们提出了一个具有多个自由度的静态平衡矩阵方程数学模型,通过高斯方法对其进行数值求解,可以在每个有限元中求得六分量内力,这些内力是由于相应的外部载荷矢量减小到计算有限元模型的自由度而产生的。研究了用一维杆有限元和二维板有限元对门式起重机空间金属结构的承载元素进行相互解释的可能性,重新评估了在可靠确定门式起重机在港口运行期间的承载能力领域,特别是在评估修复后风险分析和重装起重机资源领域,对门式起重机金属结构应力-应变状态进行计算分析的传统观点。构建了用于江海港口货物转运的 PPC 16/32t 龙门起重机的计算杆有限元理想化模型,展示了从实际设计到计算模型的过渡,该模型基于几何原理,通过起重机的基本杆端元素将杆元素和连续元素离散化,因此数字计算模型应详细而复杂,就像一个具有多个自由度的系统。以 KPP 16/32t 起重机的静态有限元计算分析为例,给出了起重机数字计算模型的应用算法。
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