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线性量子
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  linear quantum
     The Double Wave Description and the Dynamics Description of Probability Fluid to Hamilton Quantity with Time Linear Quantum System
     哈密顿量含时线性量子系统的双波描述与概率流体的动力学描述
短句来源
     For linear quantum systems,our new phase becomes a statistical average of the Berry phases for all eigenstates involved.
     在线性量子系统中,新定义的几何相位是各个本征态Berry相位的权重平均.
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     The energy eigenvalue,eigenfunction,matrix elements of coordinate and momentum operators in energy representation,and evolution operator for a two-dimentional coupled oscillator are presented by using the general linear quantum transformation theory.
     运用广义线性量子变换理论,给出一类二维耦合量子谐振子的能量本征值、本征函数、坐标和动量算符在能量表象中的矩阵元及演化算符.
短句来源
     Based on the generalized linear quantum transformation theory,we present a new method to solve the time-dependent quantum oscillator,and give the formulae to exactly determine the evolution operator,evolution matrix element and wave function.
     在广义线性量子变换理论基础上 ,提出了一种求解含时量子振子的新方法 ,给出了严格确定演化算符、演化矩阵元和波函数的公式
短句来源
     The double wave function quantum theory is applied to describing the Hamilton quantity with time linear quantum system and it is pointed out that the traditional quantum mechanics to describe this quantum system is the statistics of the double wave theory. The statistics is done in the even ensemble of taking the average from the constant phase factor.
     应用双波函数量子理论描述哈密顿量含时线性量子系统 ,指出传统量子力学对这一量子系统的描述是双波理论描述的统计情况 ,并且是在对常相位因子取平均的均匀系综中进行的 .
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  “线性量子”译为未确定词的双语例句
     Optical transmitter uses high linearity MQW-DFB laser, with APC, ATC, laser disable, alarm circuit and pre-distortion compensated circuit, ensures the transmitter specifications efficiently.
     发射机采用高线性量子阱DFB激光器 ,配合APC ,ATC ,激光器关断及状态报警电路 ,加上预失真补偿电路 ,有效地保证了发射机的整体性能指标
短句来源
     Some transformations of quantum information experiment, e.g. swapping, by using the lowering and raising operator in Fock space were studied. And their representation in a new way was obtained.
     我们利用多模Fock空间线性量子变换理论,讨论了量子信息实验,如swapping,提出了一种研究量子信息实验的有效方法,并利用Fock空间升降算符给出了基本实验器件的算符表达式。
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  相似匹配句对
     RESEARCH OF QUANTUM STATE FOR LINER VIBRATOR
     线性谐振子量子状态讨论
短句来源
     Transformation of optical state through linear systems
     线性网络对光场量子态的变换
短句来源
     Quantum control theory
     量子控制论
短句来源
     QUANTUM KEY DISTRIBUTION
     量子密码术
短句来源
     and m which is a linear subspace of Fn,may not be convex.
     F~n的线性子空间(?)
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  linear quantum
General theory of linear quantum transformation of Bargmann-Fock space
      
Linear quantum transformation in multi-mode fermion Fock space and its applications
      
In this paper, we presented a linear quantum transformation theory in the multi-mode fermion Fock space.
      
Calculation of superpropagators in non-linear quantum field theories
      
In the same sense,?-1/2 [(quantum operator) (t) - (classical function) (t)] converges to the solution of the linear quantum mechanical system, which is obtained by linearizing the non-linear Heisenberg equations of motion around the classical orbit.
      
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Packet-like soliton solution of the non-linear Schrdinger's equation has been in-

我们研究了非线性 Schrdmger 方程的波包型的孤子解,发现它可以用于描写粒子的状态,而经典力学中的粒子及线性量子力学中的粒子是它的二种极端情况.我们也求得了一套非厄密算符的双正交基,可用于做微扰展开,发现离散本征值所对应的运动模式相当于“经典”性质的运动,而连续本征值所对应的运动模式则相当于“量子”性质的运动.我们认为表征体系状态的参数 u,可以作为体系具有量子性或经典性的标志.

The changes of properties and natures of microscopic paticles to be acted by non linear interactions or in the non lineaar fields are studied,as compared with one described by linear quantum mechanics.The results studied show that the inherent natures of microscopic particles in the non linear fields are completely different from one in linear fields,in the fore an elementary distinction is that the microscopic particles have evidently localized...

The changes of properties and natures of microscopic paticles to be acted by non linear interactions or in the non lineaar fields are studied,as compared with one described by linear quantum mechanics.The results studied show that the inherent natures of microscopic particles in the non linear fields are completely different from one in linear fields,in the fore an elementary distinction is that the microscopic particles have evidently localized feature,its position and momentum can be determinated simaltaneously,and their motion obeys the classical law,but they have also wave corpuscle double properties.These results obtained necessitate us to establish,of necessity,a new theory of motion of microscopic particals in the non linear fields.Thus the essences and properties of macroscopic quantum effects are studied again,which are obviously different from microscopic quanturm effects described by linear quantum mechanics,and, its relationship with non linear interaction and soliton motion is studied,too.Combined with modern Soliton theory and superconductivity and superfliedity theories,first of all,basic principles and theory of non linear quantum mechanics are introduced,namely,the state of particle in non linear quantum mechanics is described by a wave function concerning the non linear feature;the wave function satisfies generalizing non linear Schrodinger equations in non relativity case or non linear Klein Gordon equations in relativity case.Based on the principles and theory,the theoretical systems of non linear quantum mechanics are established integally and completely and a lot of new results are obtained.Finally the validity and self consistency and application regions of the non linear quantum mechanics are proved. This theory has advanced the development of quantum mechamics from linear region to non linear region,which could solve the serious difficulties and problems of the linear quantum mechanics.And this is a great development and progress of physics.

与线性场的情况相比,微观粒子在非线性作用下的运动特性和本性发生很大变化,这说明在线性作用和非线性场中微观粒子的性质是明显不同的.这启示我们必须建立微观粒子在非线性体系或非线性场中运动规律的新理论.为此研究了与线性量子力学描写的微观量子效应迥然不同的宏观量子效应与非线性作用下的孤立子运动的紧密关系.结合现代孤立子理论和超导与超流理论,首先提出了非线性量子力学的基本原理及在此基础上建立了系统、完整的非线性量子力学理论体系,以及由此理论得出的一些新结论.最后还论证这个理论的正确性和自洽性,理论的运用范围及它的重大意义.

From the generalized linear quantum transformation theory,we obtain the normal product form of evolution operator and the wave function for a time\|dependent oscillator. PACC: 0413; 0411

由广义线性量子变换理论,得到了含时谐振子正规乘积形式的演化算符和波函数的严格表达式.

 
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