• Finally, we apply the theory to study the quantum phase transitions of one-dimensional anisotropic XY quantum spin chain in a transverse field at zero temperature.

    最后我们采用李—杨零点方法对一维横场各向异性XY模型在零温下的量子相变作了较为系统的研究。

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  • Bandgap Reference can provide stable voltage with nearly zero temperature coefficient and larger PSRR, and also are process unrelated.

    带隙基准可提供近似零温度系数和大的电源电压抑制比的稳定电压基准,且与工艺基本无关。

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  • The confinement behavior at finite temperatures is also investigated and shown that color confinement at zero temperature can be melted away at high temperature.

    最后利用有限温度场论,讨论了在高温度下夸克禁闭解除的可能性,并计算出了禁闭解除的可能的转变温度。

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  • Paper analyzes the mechanism of zero temperature coefficient reference, and modifies the classical configuration to deduce the circuit which can be used in practice.

    主要分析了获得零温度系数的参考电压的机理,通过分析修改其经典结构,给出了可以应用于实际的带隙基准源模型。

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  • The quantum phase transition (QPT) occurs at zero temperature when the external parameters of some interacting many-body systems change to reach the critical values.

    在许多多体量子系统中,随着系统某些外部参数达到它的临界值,在零温情况下量子系统会发生量子相变。

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  • Approximate analytical solutions of wave function and energy of vortex in the cylindrical coordinates system are obtained for the near-ideal Bose gases at zero temperature.

    在柱坐标系中,求出了绝对零度情况下近理想玻色气体涡旋态的波函数和能量的近似解析形式。

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  • The biological zero temperature and effective accumulated temperature in sea urchin Strongylocentrous nudus were determined by constant temperature experimentation in a laboratory.

    通过室内试验和数理统计的方法,研究了光棘球海胆受精卵发育的生物学零度及有效积温。

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  • Under the assumptation that the "Pressure Zero Temperature Point" exists, with the corresponding state method, a new vapor pressure equation was established in this thesis.

    在假设存在“压力零点温度”的概念基础上,运用对比态的方法,本文提出了一个新的饱和蒸气压方程。

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  • A new semi-experimentally zero-temperature equation of state with analytical form for ionic crystals is derived in this paper.

    本文导出一种新的半经验的离子晶体的零温物态方程,它具有解析形式。

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  • This algorithm has utility value for curve fit and the TCXO whose operation temperature range is between the two zero-temperature-coefficient points of the crystal resonator.

    该算法对曲线拟合和工作温度范围在晶体谐振器两个零温度系数点之间的TCXO有实际意义。

    youdao

  • This algorithm has utility value for curve fit and the TCXO whose operation temperature range is between the two zero-temperature-coefficient points of the crystal resonator.

    该算法对曲线拟合和工作温度范围在晶体谐振器两个零温度系数点之间的TCXO有实际意义。

    youdao

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