svea 中文意思是什麼
svea
解釋
斯韋亞-
The two movies, sjoman ' s " alfred " and eriksson ' s " the shark who knew too much " were made before swedish broadcasting laws allowed commercial stations to interrupt movies with advertisements, and the svea court of appeals upheld a lower court ruling saying the station violated the directors " integrity and copyright, since they had not given permission for the breaks
瑞典一家法庭曾就此事做出過判決，認為第4電視臺在播放影片時並未得到可以插播廣告的授權，所以它實際上已經構成了對于兩位導演作品的藝術完整性和版權的侵犯。這一判決目前已得到斯維亞上訴法庭的明確支持。 -
The two movies, sjoman s " alfred " and eriksson s " the shark who knew too much " were made before swedish broadcasting laws allowed commercial stations to interrupt movies with advertisements, and the svea court of appeals upheld a lower court ruling saying the station violated the directors integrity and copyright, since they had not given permission for the breaks
瑞典一家法庭曾就此事做出過判決，認為第4電視臺在播放影片時並未得到可以插播廣告的授權，所以它實際上已經構成了對于兩位導演作品的藝術完整性和版權的侵犯。這一判決目前已得到斯維亞上訴法庭的明確支持。 -
The condition, under which the paraxial approximation is valid, is given. 4. starting from the rayleigh diffraction integral, the propagation equation of ultrashort pulsed beams in dispersive media has been derived without making the paraxial approximation and slowly varying envelope approximation ( svea ), which allows for relatively large angles
從瑞利衍射積分公式出發，未作慢變振幅近似和近軸近似的條件下，導出了等衍射長度超短脈沖高斯光束在色散介質中非近軸傳輸方程，可用來處理色散介質較大角度的傳輸。 -
In particular, based on the complex analytical signal theory, the solutions for the components of a pulsed gaussian - like beam in rectangular symmetry are derived and compared with those derived from slowly - varying - envelop - approximations ( svea )
本部分給出了時間波形為gauss 、 hyperbolicsecant和lorentz的脈沖光束奇異性的計算模擬，並給出了解決這些奇異性的復解析信號（ complexanalyticalsignal ）解。 -
But the complex analytical signal ( cas ) theory can erase this spatial sigu - larity. in this section, gauss, hyperbolic and lorentz pulsed gaussian beam have been derived and compared svea and cas solution by numerical simulatio n. in section 3, by using fourier transform technique and applying the paraxial approximation in frequency domain, we derive an integral solution for the transverse and longitudinal components of the light field propagating in free space
接著，考慮了幾種特殊的脈沖gauss光束（ pulsedgaussianbeam ） ，結果顯示，在此情況下緩變包絡近似（ slowly - varyingenvelopeapproximation ）理論已不再有效，其失效的原因是，該理論導致了脈沖光束解的空間奇異性，並使脈沖光束不再具有符合物理意義的光束行為，而通過復解析信號的分析方法可以消除這種空間奇異性。 -
The corresponding numerical investigations are carried out and show that for the pulses as short as sub - cycle, svea will cause the spatial singularity for both transverse and longitudinal components of the light field
在第三節里，我們考慮了超短脈沖光束在傍軸近似下的矢量傳輸特性，並且得到了橫向場和縱向場傳輸的積分解。
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