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Aiming at the issues in quick processing and modeling design of drawing special-shaped tube die, by Conformal Mapping Theory and the numerical trigonometry method of interpolation between odd points and even points, the conformal mapping function is obtained. As the result, three-dimension drawing forming were converted into that of two-dimension problems, and the plastic stream function was analyzed, die cavity modeling and its optimized function were set up. Combining with modern processing technology, NC program and CAM of die cavity can be realized. Taking the drawing forming of hexagon tube with arc radii r and ellipse-shaped tube as instances, the drawing die cavity optimization of special-shaped tube was achieved, as well as, the changing principle of wall thickness was analyzed. 相似文献
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基于最小二乘支持向量机的变压器油中气体浓度预测 总被引:5,自引:1,他引:5
目前变压器油中气体浓度预测普遍采用灰色模型,但灰色模型的使用存在一定局限性。为提高预测的精度和可靠性,应用最小二乘支持向量机(least squares support vector machine,LS-SVM)理论建立了同时预测变压器油中7种主要特征气体(氢气、甲烷、乙烷、乙烯、乙炔、一氧化碳和二氧化碳)的预测模型。该模型既综合考虑了气体之间的相互影响,又充分发挥了LS-SVM解决有限样本问题的优势, 具有较高的预测精度和泛化能力。实例分析验证了该模型的有效性。 相似文献
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By conformal mapping theory, a trigonometric interpolation method between odd and even sequences in rectangle boundary region was provided, and the conformal mapping function of rectangle-plate with arc radius between complicated region and unite dish region was carried out. Aiming at calculating the vibrating fundamental frequency of special-shaped, elastic simple-supported rectangle-plates, in the in-plane state of constant stress, the vibration function of this complicated plate was depicted by unit dish region. The coefficient of ftmdamental frequency was calculated. Whilst, taking simple-supported elastic rectangle-plates with arc radius as an example, the effects on fundamental frequency caused by the concentrated mass and position, the ratio of the length to width of rectangle, as well as the coefficient of constant in-plane stress were analyzed respectively. 相似文献
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椭圆异型挤压塑性成形及模腔映射优化 总被引:5,自引:0,他引:5
针对非轴对称金属异型挤压塑性流动及模腔研究的理论课题,借助于近代共形映射数学理论研究成果,利用法线收敛法,建立了映射函数解析方法。将三维金属异型材挤压塑性成形问题转化为二维轴对称成形问题,求解椭圆异型挤压金属塑性成形连续流动场和应变速度场的数学解析模型,并应用金属塑性成形理论,建立了精密挤压异型材优化模腔的数学模型,同时为精密快速地实现挤压模腔的CAD/CAM一体化目标提供了技术支持。 相似文献
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