- 更多网络例句与极坐标曲线相关的网络例句 [注：此内容来源于网络，仅供参考]
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The influences of decay coefficient of the cavity and the intensity of the field on the phase distribution as well as its fluctuation are discussed.The results show:if there is absence of the phase damping,the phase distribution oscillates with the period π/λ.It presents single leaf at t=nπ/λ,but it splits into multi-leaf construction during the evolution period due to the interaction between the field and the atoms.
结果表明：当腔不存在损耗时，光场相位分布概率以π/λ作周期性振荡；且在t=nπ/λ时刻，光场和原子是退纠缠的，相位分布概率曲线在极坐标图中呈单叶型结构；但在演化周期内，由于光场与原子的相互作用相位分布概率曲线会劈裂为多叶型结构。
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Third,argument-polar radius curve of polar coordinate system whose pole is geometric gravity is formed,and maximum and minimum value points are searched.
然后以重心为极点，对边缘点极坐标化，形成幅角-极径曲线，在该曲线上寻找局部极大极小值点。
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There are fourteen chapters, including introduction, plane stress and plane strain, two-dimensional problems in rectangular coordinates, two-dimensional problems in polar coordinates, photoelastic and moire experimental methods, two-dimensional problems in curvilinear coordinates, analysis of stress and strain in three dimensions, general theorems, torsion, bending of bars, axisymmetric stress and deformation in a solid of revolution, thermal stress, the propagation of waves in elastic solid media, at last there is an appendix on the application of finite-difference equations in elasticity.
全书共十四章，包括绪论、平面应力和平面应变、直角坐标中的二维问题、极坐标中的二维问题、光弹性与云纹实验方法、曲线坐标中的二维问题、三维应力和应变问题、一般定理、简单的三维弹性问题、扭转、杆的弯曲、回转体中的轴对称应力和变形、热应力、弹性固体介质中波的传播，最后有一附录，讲述差分方程在弹性理论中的应用。
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This paper studies the curvilinear integral ∮ L[xn-1yn-1]/[x2n+k2y2n]where L is a sectioned smooth and no multiple points closed curve, n is some natural number, k is some positive number.
本文研究曲线积分x~(n-1y~(n-1)/x~(2n+k~2y~(2n)，其中L是公段光滑无重点的闭曲线，n为某一自然数，k为某一正数。首先利用极坐标变换将曲线积分化简，然后对n、L不同情况给出相应结果
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First, in the horizontal positioning accuracy aspect of total-station instrument, point out the importance of direction, distance to correct calculation and coordinates to convert, give coordinates calculated formula of single intersection point of non-symmetry type of horizontal curve, deduce to square–error's calculated formula of horizontal coordinates and point space by polar coordinates positioning methods, and analyze the main influence factor of square–error.
首先，在全站仪的平面定位精度方面，指出方向、距离归化计算和坐标转换的重要性，给出单交点非对称型平曲线坐标的计算公式，导出极坐标定位法平面坐标和点位中误差的计算公式，并分析中误差的主要影响因素。
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The formation of tooth face is analyzed based on the theory of original curve and area as well as the logarithmic spiral polar coordinates equation.
提出了一种新型锥齿轮-对数螺旋线齿锥齿轮传动形式，并以基曲线和基曲面滚动原理为基础，结合对数螺旋线极坐标方程，分析了对数螺旋线以及对数螺旋线齿锥齿轮齿面的形成过程，建立其了齿面方程。
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If the plane curve is given by ,where is continuous on ,then
如果曲线是由极坐标方程所给出的，其中在上连续，则
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An analysis of living example was carried out by the use of C language programming and obtained the tangential polar coordinates equation of the optimal pitch curve of noncircular chain wheel.
探讨了非圆链轮传动中，基于理论松弛量的非圆链轮节曲线的优选，建立了在最小理论松弛量时，非圆链轮节曲线优选的数学模型，并利用C语言编程进行了实例分析，得出了最优非圆链轮节曲线的切线极坐标方程。
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Firstly, the basic character of the remote filed eddy current is simulated and analyzed in case of two-dimension axial symmetry which approves the existence of remote filed eddy current phenomenon; the full circumferential defect model is investigated to approve the feasibility of using the RFEC techniques to detect the position and depth of defect; the pit corrosion、circumferential and axial crack models are simulated, and the defect character based on voltage plane polar plot and the changes of phase and amplitude are analyzed to supply the standard for defect reconfiguration.
首先，在二维轴对称情况下仿真与分析了远场涡流的基本特性，证实了远场涡流现象的存在；对全周向缺陷的远场涡流检测进行了详细研究，证实了远场涡流检测缺陷位置和深度的可行性；对点状腐蚀、轴向与周向裂纹三种非轴对称缺陷进行三维有限元仿真，利用相位差和幅值变化曲线与电压平面极坐标图对缺陷特征进行分析，为缺陷形状重构提供了依据。
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According to road designing data of mileage,coordinate,azimuth angle of tangent or straight line,curve radius,the length of spiral line from main point of curve or straight line starting point,we can calculate the coordinates of center line points and boundary line point s in any form of road under the same coordinate system.
根据线路设计资料提供的曲线主点里程、坐标、切线方位角、曲线半径、缓和曲线长度的已知数据，计算出任意线形的中桩、边桩在线路统一坐标系中的坐标，利用全站仪极坐标放样程序，以线路附近的控制点或加密点为测站，准确、快速放样各点。
- 更多网络解释与极坐标曲线相关的网络解释 [注：此内容来源于网络，仅供参考]
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poisson integral formula：泊松积分公式,泊松积分公式
poison 中毒 | poisson integral formula 泊松积分公式,泊松积分公式 | polar curve 极坐标曲线
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plotting：绘图
lot3 ezpolar ezsurf ezsurfc fplot 绘图(Plotting) 绘图( ) 画等位线 画填色等位线 绘制网格图 绘制含等高线的网格图 绘制曲线 绘制 3 维曲线 采用极坐标绘图 画曲面图 画带等位线的曲面图 画函数曲线图 6.8 6.8 6.8 6.8 6.8,
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polar conic：极圆锥曲线
polar circle 极圆 | polar conic 极圆锥曲线 | polar coordinate chart 极坐标图
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polar coordinate chart：极坐标图
polar conic 极圆锥曲线 | polar coordinate chart 极坐标图 | polar coordinate paper 极坐标图
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in polar coordinates：极坐标表示之面积
between curves :曲线间之面积 | in polar coordinates :极坐标表示之面积 | of a sector of a circle :扇形之面积
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in polar coordinates：极坐标暗示之面l六年级算术题积
between curves :曲线间之平面或物体表面的大 | in polar coordinates :极坐标暗示之面l六年级算术题积 | of a sector of a circle :扇形之平面或物体表面的大
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polar curve：极坐标曲线
polar coordinates 极坐标 | polar curve 极坐标曲线 | polar diagramm 极坐标图
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polar curve：配极曲线
"极坐标","polar coordinates" | "配极曲线","polar curve" | "极图","polar diagram"
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polar curve：极曲线
"极坐标","polar coordinater" | "极曲线","polar curve" | "极线图","polar diagram"
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polar response curve：极坐标响应曲线
polar relay 极性继电器=>有極継電器 | polar response curve 极坐标响应曲线 | polar ring 极环