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array patterning in Chinese

Pronunciation:
How to pronounce "array patterning""array patterning" in a sentence

Translationmobile phoneMobile

  • 陣列圖象形成

Examples

  • Microsoft s . net also recognizes this wrapped array pattern and generates friendly c code
    Net也認(rèn)可這種包裝的數(shù)組模式，并且生成友好的c #代碼。
  • It ' s necessary to take mutual coupling of arrays into account in the research of array pattern synthesis
    摘要在天線陣綜合的實(shí)際情況中，考慮陣元間的互耦影響是十分必要的。
  • Simulation and experiments show that for point array or hole array patterns with the same sizes maskless interference photolithography is much simple than the traditional photolithography
    模擬和實(shí)驗(yàn)結(jié)果表明，對(duì)點(diǎn)陣或孔陣圖形，在同樣的圖形尺度下，無(wú)掩模干涉光刻比傳統(tǒng)光刻簡(jiǎn)單得多。
  • Until standards bodies recognize and map this wrapped array pattern appropriately , this solution is something you should apply only if you really must distinguish a null array from an empty array
    只有在標(biāo)準(zhǔn)組織適當(dāng)?shù)卣J(rèn)可和映射這個(gè)包裝的數(shù)組模式之后，您才能應(yīng)用這一解決方法（如果您確實(shí)需要區(qū)別零數(shù)組和空數(shù)組的話） 。
  • On the base of above it , this paper discuss the synthesis of optimum distributed arrays by nonuniform spacing in the sense of dolph - chebyshev . having derived the equations of optimum element distribution , we analyze the exponentially spaced array , which are optimum when the elements are isotropic and equally weighted , and the array by general raised cosine function . the formulate for estimating the sidelobe envelope , beamwidth of the array pattern and clean region width are obtained
    推導(dǎo)了最佳陣元分布方程,分別對(duì)陣元無(wú)方向性和等加權(quán)時(shí)的最佳分布式陣列? ?指數(shù)間隔陣列和采用廣義升余弦加權(quán)的最佳分布式陣列進(jìn)行了分析,推導(dǎo)了天線方向圖旁瓣包絡(luò)、波束寬度,干凈掃描區(qū)寬度的估計(jì)公式,給出了近軸旁瓣電平與陣列參數(shù)的關(guān)系。
  • The main tasks finished in this paper include : 1 . this thesis deduces circular arrays and line arrays pattern ’ s synthesis function and compares their performance and characteristics according to simulation results . also the influence of amplitude and phase quantification is analyzed in array signal
    本文主要完成的工作: 1 .推導(dǎo)圓形陣列和線形陣列方向圖綜合函數(shù),根據(jù)仿真結(jié)果分析并比較了圓陣和線陣的性能和特點(diǎn),并在此基礎(chǔ)上分析了幅相量化在陣列信號(hào)處理中產(chǎn)生的影響。
  • In chapter 4 , a chebyshev method beamforming for uniform circular arrays ( ucas ) is proposed based on dolph - chebyshev method for uniform linear arrays ( ulas ) . this method is that it computationally efficient which makes it eminently suitable for real - time beamforming and beamstearing applications . we describe the new approach for synthesizing array patterns with guaranteed least sidelobe levels for any look direction
    我們對(duì)基于均勻線陣dolph - chebyshev波束合成方法進(jìn)行研究，提出了基于均勻圓陣dolph - chebyshev波束合成算法，即期望信號(hào)在任意入射角度時(shí)，均能保證同樣的主瓣寬度和最小旁瓣電平的陣列方向圖合成算法。
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