- 更多网络例句与菲涅耳积分相关的网络例句 [注：此内容来源于网络，仅供参考]
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This paper makes use synthetically of series expansion and asymptotic expansion of complex argument Fresnel integral and the connections of the two expansions are found and analyzed. The computing of Fresnel integral in whole complex plane is so solved perfectly.
本文综合运用了复宗量菲涅耳积分的小宗量级数展开和大宗量渐近展开，并且找到了大宗量展开与小宗量展开的衔接部，圆满地解决了菲涅耳积分在整个复平面内的计算机计算问题。
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At present no mathematical tables could be utilized and no detail characteristics could be known. This paper makes use synthetically of Taylor series expansion and asymptotic expansion of complex argument Fresnel integral and argument transition function and the connections of the two expansions are analysized and found.
本章综合运用了小宗量级数展开和大宗量渐近展开，并且找到了小宗量和大宗量的衔接部，圆满地解决了复宗量菲涅耳积分和复宗量过度函数在整个复平面上的计算机计算问题。
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The Fresnel integral can be computed on the basis of geometrical properties of the Cornu spiral .
利用科纽卷线的几何特性，可以计算菲涅耳积分。
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For the diffractive optical element realizing beam shaping in the fractional Fourier transform domain,the transform matrix calculated by the discrete sampling points was compared with that calculated by the Fresnel integral,and the discretization error of the intensity distribution on the output plane was qualitatively obtained.
针对分数傅里叶变换衍射光学光束整形器件，比较了按离散点与按菲涅耳积分计算得到的变换矩阵间的差距，从中分析得出按离散点计算的变换矩阵引入的离散化误差与分数傅里叶变换系统参数的关系。
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Therefore the Fresnel integral should be used to obtain the true intensity distribution on the output plane.
为了在输出面上得到真实的光强分布，应采用菲涅耳积分计算其变换矩阵。
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Computing complex argument Fresnel integral is a difficult problem meeting in electromagnetic scattering of lossy dielectric wedges.
摘要复宗量菲涅耳积分的计算，是有耗介质劈电磁散射中遇到的一个难题。
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The computing precision with this method is high, which is higher than 10〓 in whole complex plane and is higher than 10〓 in great majority of the complex plane. In addition, the symmetry relations of the two functions and complex zeros of Fresnel integral are studied also.
此外，本章还研究了菲涅耳积分和过度函数在复平面上的对称性、零点、变化规律等，绘出了复平面上的三维立体图和二维等值线图，使人们对这两个特殊函数在复平面上有一个清晰的直观的认识。
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In addition, the symmetrical relations and complex zeros of Fresnel integral are studied also. Three-dimensional figure and two-dimension contour lines of Fresnel intergral in the complex plane are given.
此外，本文还研究了菲涅耳积分在复平面上的对称性、零点等性质，给出了菲涅耳积分在复平面上的三维立体图和二维等值线图。
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Chapter 4 The Computation of Complex Argument Fresnel Integral and Complex Ar gument Transition Function and Their Properties The computation of complex argument Fresnel integral and complex argument transition function is a difficult problem meeted in electromagnetic scattering of lossy dielectric wedges.
第四章 复宗量Fresnel积分和复宗量过渡函数的计算及其性质复宗量菲涅耳积分的计算和复宗量过渡函数的计算是有耗介质劈电磁散射中遇到的一个难题，目前无表可查，对其性质也知之不详。
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The main contents are as follows:(1) Based on Fresnel transformation and its fast algorithm by FFT, the principle of numerical reconstruction of digital lensless Fourier transform hologram and the spatial resolution, as well as the lateral resolution of the reconstructed images plane are elaborated.
其主要内容包括：(1)从处理衍射问题的菲涅耳变换法出发，根据菲涅耳衍射积分的快速数值解法，讨论了数字无透镜傅里叶变换全息图数值再现的相关过程和理论，以及再现像平面的空间分辨率和横向分辨率问题。
- 更多网络解释与菲涅耳积分相关的网络解释 [注：此内容来源于网络，仅供参考]
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frequency theory of probability：概率的频率论
frequency polygon 频数多边形 | frequency theory of probability 概率的频率论 | fresnel integral 菲涅耳积分
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Fresnel diffraction integral：菲涅耳衍射积分
波浪折射、绕射:wave diffraction and reflection | 菲涅耳衍射积分:Fresnel diffraction integral | 曲面:surface
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fresnel integral：菲涅耳积分
frequency theory of probability 概率的频率论 | fresnel integral 菲涅耳积分 | friction 摩擦
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Fresnel diffraction integral formula：菲涅耳衍射积分公式
惠更斯-菲涅耳原理Huygens- Fresnel principle | 菲涅耳衍射积分公式Fresnel diffraction integral formula | 菲涅耳-基尔霍夫公式Fresnel-Kirchhoff formula
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Fresnel integrals：菲涅耳积分
Fresnel hologram 菲涅耳全息图 | Fresnel integrals 菲涅耳积分 | Fresnel knife-edge test 菲涅