• 假定波浪正弦波利用曲线积分级数展开推导出板公差

    Provided that the buckle as the sine-wave, the shape tolerance can be deduced by using the power series expansion as well as the curve integration.

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  • 第三种方法级数基本初等函数级数展开表示出来;

    The third one is to let series be expressed by basic elementary function's power series expansion;

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  • 级数展开得到了求解圆柱形梯度自由振动精确公式

    The 3d exact equations to solve free vibration of the cylindrical shell were obtained by using power series expansion method.

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  • 级数展开研究具有两种温度绝热离子尘埃等离子体体系的集体行为

    The power series expansion method is utilized to study the collective behavior in dusty plasma consisting of cold dust particles and two-temperature isothermal ions.

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  • 基于展开级数展开原理提出一种频响函数灵敏度分析模态展开

    Based on the theory of modal superposition and power series expansion, a modal superposition method for the sensitivity analysis of FRF is proposed in this paper.

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  • 本文提出一种基于展开级数展开混合方案用于简化结构凝聚刚度计算

    A mixed scheme based on fixed mode expansion and power series expansion is suggested to simplify the calculation of the condensed dynamic rigidity of a structure.

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  • 提出连续系统混合展开表达式,它的前面几项模态展开,其余各项是幂级数展开

    In this paper a mixed expansion expression for dynamic flexibility of continuous systems is derived.

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  • 提出一种连续系统柔度混合展开表达式,它的前面模态展开其余各项是级数展开

    In this paper a mixed expansion expression for dynamic flexibility of continuous systems is derived. The frist few terms of the expression are a sum of modes, the other terms are power series.

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  • 本文根据均匀磁化原理利用级数展开方法,对“线圈代替型”线圈代替型平头四极透镜场形进行了分析。

    According to the principle of "Uniform magnetization", the field-shape of plane head quadrupole of "coil replacement" and "Quasi coil replacement" is analysed by means of series expansion.

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  • 就此讨论一类等比级数级数函数以及函数展开幂级数时的应用

    In this paper, we discuss how to use the geometric series to find the sums of power series and to represent functions by power series.

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  • 就此讨论一类等比级数级数函数以及函数展开幂级数时的应用

    In this paper, we discuss how to use the geometric series to find the sums of power series and to represent functions by power series.

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