D - dinger 中文

dinger n.〔美俚〕1.非常奇特的事物。2.鐵路車站站長。

dingey
Thirdly , the paper researchs the application of single electron transistor and the synthesis theory of cicuit based on quantum dot cellular automata by synthesis example of quantum cellular neural network based on build schr ? dinger equation of coupling quantum dot . at last , the paper researchs digital integrated circuit design based on quantum dot cellular automata and design a 8 - bit quantum dot cellular adder by qcadsign based on a method of majority logic reducetion for quantum cellular automata , it prove this designer of 8 - bit quantum dot cellular adder is correctly Dinger )方程為基礎的量子點細胞自動機電路綜合理論,本文以量子細胞神經網絡為綜合實例,建立耦合量子點的薛定鄂( schr ? dinger )方程組,通過化簡得到類似細胞神經網絡的非線性電路方程。最后研究了基于量子點細胞自動機數字集成電路設計,通過建立邏輯方程,簡化邏輯方程,并設計基于精簡qca擇多邏輯門8位加法器,并用qcadesign進行了仿真,實驗證明設計正確性。
According to the nonlinear schr ? dinger equations , by which propagation of optic lattice soliton is governed , the moment method is applied to deduce the evolution equations of lattice soliton ’ s primary parameters . and conditions of formation and stable transmission of lattice soliton are found by further analysis 根據三階非線性光學格子孤子傳輸所遵循的偏微分方程,利用矩方法推導出了格子孤子主要參量的演化方程,進一步分析得出了格子孤子的形成與穩定傳輸的條件。
This paper , along the development of historical clue , traces systematically back the evolution of schr ? dinger ' s realistic conception , expatiates his special comprehension of the traditional philosophical problems , such as causality , subject and object , and realism and so on , and shows schr ? dinger ' s philosophical position of quasi - realist . this article consists of three parts : the preface , the text and the concluding remarks . in the preface , the meaning of the article is proposed 本文沿著歷史發展的線索，圍繞薛定諤對因果性、主客體、整體論、實在論等傳統哲學問題的獨特理解，系統地分析了薛定諤的實在觀在三個不同階段的不同表現，闡述了他的“函數即實在”思想的哲學基礎，提出薛定諤是一位準實在論者的觀點。
And the newly developed method of lame function method in solving the multi - order approximate equations of nonlinear evolution equations is also discussed . and following equations are solved in this method : nonlinear schr dinger , bbm equation , zakharov equation , kp equation , boussinesq equation and cubic nonlinear schr dinger 最后介紹在橢圓函數展開法基礎上發展而來的，利用lam函數求解非線性發展方程多級近似解的方法，并且求解了非線性schrdinger方程，非線性bbm方程， zakharov方程， kp方程， boussinesq方程和立方非線性schrdinger方程等方程。
Transmission coefficient of electron tunneling through rectangular barrier has been calculated based on the exact solution of the one - dimensional time - independent schr ? dinger equation with the transfer matrix method ; furthermore , the dependence of the transmission coefficient on the effective masses and parameters of rectangular barrier also has been studied 摘要利用傳遞矩陣方法精確計算了一維定態薛定諤方程，求解出電子穿過矩形勢壘的透射系數，進一步研究了該透射系數與有效質量和矩形勢壘參數的關系。
In this paper , the subband structure in the inversion layer is constructed by solving the self - consistent schr ? dinger equation , thus the carrier effective mass and scattering rate can be obtained . furthermore , taking account for the carrier density in each subband , we establish carrier mobility model in strained - si mosfet 本文通過求解自洽薛定諤方程,確定了應變硅mosfet反型層的子能帶結構,在此基礎上經進一步計算得到子能帶內載流子的有效質量和散射幾率,綜合考慮各子能帶上的載流子的濃度分布,建立了應變硅mosfet載流子遷移率的解析模型。
Finally , by using darboux transformation method , various of darboux matrices are obtained . darboux transformations of the mixed nonlinear schr dinger equation , wki equation and a family of new discrete soliton equations are constructed . furthermore , their exact solutions are derived 最后利用darboux變換方法，通過構造不同的darboux矩陣，分別得到了混合的非線性schrdinger方程的n -波darboux變換， wki方程的darboux變換和一族新的離散孤子方程的darboux變換及精確解。
Klein - gordon - schr ( ? ) dinger ( kgs ) equtions presented itself in duplicate schrodinger field and real klein - gordonfield initially [ 14 ] . it is very important in mathmetics and phisics . many papers studied their periods problem and the problem on bounded field [ 6 ] , [ 7 ] , [ 9 ] Klein - gordon - schrdinger ( kgs )最初出現在復schrdinger場與實klein - gordon場相互作用的孤立子問題中，是數學物理中的一類重要方程，對它的周期問題和有界區域問題已有不少工作。
The time - dependent schr ? dinger equation of realistic hydrogen atom in intense laser field and static electric field is solved by split - operator method , and the abnormal behaviors of high - order harmonic generation ( hhg ) in intense laser field is investigated , which is caused by a static electric field 摘要利用分裂算符方法數值求解了真實氫原子在強激光場和靜電場作用下的含時薛定諤方程，研究了靜電場對強激光場中氫原子產生高次諧波的影響。
As a result , quantum phenomena tend to be associated only with the world of elementary particles and with abstract thought experiments , such as the famous but mysterious schr ? dinger ' s cat , which exists in a quantum state that is simultaneously alive and dead 結果，量子現象常常只和基本粒子的世界以及抽象的想像實驗有關，例如鼎鼎大名卻神秘莫測的薛丁格的貓，它所存在的量子態，可以同時是活著、又是死的。
Based on the nonlinear schr ? dinger equation used to describe the normalized amplitude evolution in the fiber , the influence of the third - order dispersion on the transmission characteristics of super - gaussian optical pulse with different chirps in the fiber is studied numerically 摘要從光脈沖在光纖中傳播所滿足的非線性薛定諤方程出發，研究了三階色散對具有不同啁啾的超高斯脈沖在光纖中傳輸特性的影響。
The positive and negative frequency expressions of quasi - monochromatic optical fields of a pulse in fiber - optic communication and the positive and negative frequency forms of fourier transformations and nonlinear schr ? dinger ( nls ) equations are discussed 摘要討論光通信中脈沖的準單色光光場的正負頻表示，正負頻形式的傅里葉變換，正負頻形式的非線性薛定諤方程及它們之間的關系。
3 ) coupled higher - order nonlinear schr ( ? ) dinger equations ( chnlse ) , governing the evolution of two orthogonal polarization components of ultrashort optical pulse in birefringent fiber , are derived from the dispersion relation 3 )從色散關系出發，推導了描述超短光脈沖不同偏振分量在雙折射光纖中傳輸特性的耦合高階非線性薛定諤方程( chnlse )與用多重尺度法得到的相同。
By using the modified mapping method and the extended mapping method , we derive some new exact solutions of the higher order nonlinear schr ? dinger equation , which are the linear combination of two different jacobi elliptic functions 摘要通過修正的映射方法和推廣的映射方法，我們得到了高階非線性薛定諤方程新的精確解，它們是兩個不同的雅可比橢圓函數的線性組合。
The effect of third - order and fourth - order dispersion on cross - phase modulational instability based on extended nonlinear schr ? dinger equation is investigated with the fiber loss and high - order dispersion considered 摘要在考慮實際光纖損耗及高階色散的情況下，以三、四階色散項的耦合非線性薛定諤方程為基礎，研究高階色散對交叉相位調制不穩定性的影響。
After all , it took many years for the quantum idea , as put forth by max planck , einstein and niels bohr , to be encapsulated into the schr ? dinger equation , and more time still to be made compatible with special relativity 畢竟，普朗克、愛因斯坦、波耳提出的量子論也要隔好多年才有辦法納入薛丁格方程式，又隔了好一陣子才能與狹義相對論相容。
In the third chapter , the non - autonomous schr ? dinger - kdv type equations are considered . the existence of the uniform attractor of the system and the estimate of the uniform attractor ' s hausdorff dimension are obtained Dinger - kdv型藕合方程組，證明了其一致吸引子的存在性并對一致吸引子的hausdorff維數給出了估計
Based on schr ? dinger equation we obtain the vigorous result of phase - coherent electronic transport through a single interface in quasi - one - dimension electron waveguide 本文研究了電子波導中單個雜質原子對電流分布的影響，基于薛定諤方程，得到了電子在準一維電子波導中單個雜質所在界面處的精確的相位相干電子輸運圖像。
We try to give an understanding of the extended schr ? dinger equation . the state vector of a microscopic system may be described by a real two - dimensional vector 摘要將試圖給出關于推廣的薛定諤方程的一個可能的理解。對應到一個滿足薛定諤方程的波函數，存在兩個相互垂直的二維矢量。

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dinger

dinger n.〔美俚〕1.非常奇特的事物。2.鐵路車站站長。

dingey