torsion form

torsion form的基本解释

-

挠率形式

与torsion form相关的网络例句 [注：此内容来源于网络，仅供参考]

The thesis is the cognition to the torsion form of architecture first.

本文首先是对建筑扭转形式的认知。

The torsion form composes way peculiarly with the person but give person intense appreciation of the beauty feel.

扭转形式以其特殊的构成方式而给人以强烈的审美感受。

Therefore, the correct cognizance torsion form and rationally applies the person to the architecture creation being the main body of this thesis.

因此，正确认识扭转形式并将其合理地应用于建筑创作之中便是本文的主要内容。

Apply the torsion form rationally being able to help an architect to enrich design language, boost the architecture creation establishing nature and the diversification.

合理地应用扭转形式可以帮助建筑师丰富设计语言，促进建筑形式的原创性和多元化。

The introduction of torsion field can be included in a new meaning to the concept of physical vacuum . All kinds of fields (electromagnetic field, gravitational field and torsion field) can be regarded as the behaviors of physical vacuum under different polarized conditions. If one charged particle in vacuum spins to lead to the charge polarization of the vacuum , it takes the form of electric field ; if the move source is mass, by which the spin leads vacuum to the vertical polarization, it takes the form of gravitational field; If the spin is self-spinning to lead vacuum to the horizontal polarization, it takes the form of torsion field.

挠场的引入从最基本的层次上可以纳入对物理真空这一概念的新的理解上；各种场都可以看作为物理真空在不同极化条件下的表现；如果一个带电粒子存在于真空，作为一种挠动，使物理真空被电荷极化，就表现为电场；如果这种挠动源是质量，物理真空在质量的挠动下引起真空的自旋纵向极化，就表现为引力场；如果这种挠动是由于物体的自旋引起的，那么，真空被横向极化，就表现为挠场。

与torsion form相关的网络解释 [注：此内容来源于网络，仅供参考]

torsion form：挠率形式

torsion coefficient 挠系数 | torsion form 挠率形式 | torsion free group 非挠群