“构造学”视角下书籍装帧设计的二重空间构造研究

目的以构造学为基线,分析书籍装帧设计的空间塑造与形态构造,研究书籍装帧设计的二重空间构造。方法从书籍装帧的外部空间构造和内容编排构造两个方面,阐述二重空间构造在书籍装帧设计中的应用与创新。结论从"构造学"的角度研究书籍装帧的二重空间,会使书籍设计的切入角度具有立体化和空间化的特点,使书籍装帧具有空间感、层次感和多维度的设计效果。在书籍装帧设计中创造空间构造,有利于知识由单向式平面结构向立体多元化的方向传递。

二重空间视阈下村上春树文学世界解读——以《挪威的森林》《僵尸》为例

日本现代作家村上春树的文学作品常常采用二重空间视阈,即在构建小说空间时巧妙地设置现实与虚幻的二元结构。这种二重空间构造有助于塑造更丰富、更有层次的小说人物心理,即潜藏在人物深层性格中的"本我"与"自我"。本文试通过分析小说文本中现实与虚幻的二重空间构造,解读村上春树的文学世界,从而揭示现代人最深层的孤独主题。

真实与荒诞--谈《促织》的二重空间

《促织》可以从人界与神界的空间角度进行解析,此二重空间在文本中交替出现,使小说一波三折,引人入胜,对主旨的彰显起到至关重要的作用。

二维空间重构电流特征轨迹的变压器差动保护判据

在故障电流的影响下,变压器差动保护两侧电流互感器(TA)易发生饱和,使传变的电流波形发生畸变,严重影响变压器差动保护的正确动作。针对TA饱和造成的变压器差动保护误动或拒动的问题,对不同故障类型下变压器两侧电流波形相位关系特性进行对比分析,提出将两侧电流进行二维空间重构,应用重构后的特征轨迹构造变压器差动保护新判据,以识别伴随TA饱和的变压器各类故障。通过仿真和动模试验,验证新判据有较高的可靠性和灵敏性,并且具备较强抗TA饱和的能力。

二重序列空间l_(pq)^-

讨论0<p,q≤+∞时,二重序列空间lpq 的结构及完备性.证明了,当1≤p,q<+∞时,lpq 是Banach空间;当0<p≤1≤q<+∞时,lpq 是p Banach空间;当0<p,q≤1时,lpq 是h Banach空间(h=pq).

舞剧二重空间的构成与表现性——以王玫作品《雷和雨》《洛神赋》为例

空间的运用是舞蹈创作及其理论研究的重要问题之一,它以一定的编舞技术为支撑,服务于作品主题的呈现和表达。二重空间即是其中一种具有强烈表现性的技术手段。本文以王玫的两部舞剧《雷和雨》《洛神赋》为例,分析二重空间的构成要素和技术,并阐述其在舞剧中的表现性,旨在探索二重空间的编创规律及其对深化舞剧文化价值的意义。

二重序列空间l_■的对偶空间(0

研究了当0<p<1,0<q<1时二重序列空间lpq的对偶空间以及当p为区间(0,1)中的序列且q>1时的赋准范二重序列空间的对偶空间,证明了在0<p,q<1时lpq的对偶空间是l∞,∞.而在第二种情况下它的对偶空间是l∞u,其中,u>1,1/q+1/u=1.

博物馆展览二重空间的构建——以扬州中国大运河博物馆“因运而生”展览为例

扬州中国大运河博物馆“因运而生——大运河街肆印象”展览是基于“城市历史景观再现”展览模式的最新探索实践。该展览为观众呈现出一种特殊的空间体验。本文从“城市历史景观再现”展览模式概念入手,阐释了该展览的整体构思以及二重空间构建设计方法,并对展览空间特性展开分析,论述了二重空间构建对展览效果的影响,为策展提供一种新的思路。

Integrability of Nonlinear Equations of Motion on Two-Dimensional World Sheet Space-Time

The integrability character of nonlinear equations of motion of two-dimensional gravity with dynamical torsion and bosonic string coupling is studied in this paper. The space-like and time-like first integrals of equations of motion are also found.

Light and Shadow Postgender Intersubjectivity in The Left Hand of Darkness

The Left Hand of Darkness （abbr. LHD） is composed by Ursula Le Guin as a ＂thought experiment＂ to explore the postgender world on the planet of Gethen. By eradication of sexual difference and embracing the biological fluidity and psychological androgeny, dualism is deconstructed, and a postgender intersubjective space is reconstructed between Genly Ai and Estraven, interluded by cyborg myth and postgenderism culture narratives. Moreover, Le Guin suggests a possible transformation mode ofyin-yang cycle from psychoanalytic light and shadow.

Modeling of Bubble Motion in Two Dimensional Space

The equations of motion of a bubble, expanding adiabatically through an incompressible viscous fluid, are deduced when the centre of the bubble moves in a vertical plane in the presence of gravitational acceleration, acting vertically downwards. The non-linear equations of motion obtained are solved numerically for different values of the various parameters of the problem. The path traced by the centre of the bubble and velocity of the centre, the change of radius R with time, and the influence of the buoyancy force, which is experienced by the expanding bubble for different values of the gravitational acceleration on these quantities, are investigated. The radius R（t） of the bubble is found to vary periodically with time when the acceleration due to gravity is small. But when the acceleration due to gravity increases, this periodicity in the value of R（t） with t is lost. The influence of viscosity in determining the periodicity of the bubble motion is also investigated.

ON THE SECOND GREEDY WEIGHT FOR LINEAR CODES SATISFYING THE FULLRANK CONDITION

The maximum of g2-d2 for linear [n, k, d; q] codes C is studied. Here d2 is the smallest size of the support of 2-dimensional subcodes of C and g2 is the smallest size of the support of 2-dimensional subcodes of C which contains a codeword of weight d. The extra cost to the greedy adversary to get two symbols of information using some algorithm is g2-d2. For codes satisfying the fullrank condition of general dimensions, upper bounds on the maximum of g2-d2 are given. Under some condition we have got code C where g2-d2 reaches the upper bound.

Integrating lattice and gap plasmonic modes to construct dual-mode metasurfaces for enhancing light–matter interaction

Photonic structures with optical resonances beyond a single controllable mode are strongly desired for enhancing light±matter interactions and bringing about advanced photonic devices. However, the realization of effective multimodal photonic structures has been restricted by the limited tunable range of mode manipulation, the spatial dispersions of electric fields or the polarization-dependent excitations. To overcome these limitations, we create a dualmode metasurface by integrating the plasmonic surface lattice resonance and the gap plasmonic modes;this metasurface offers a widely tunable spectral range, good overlap in the spatial distribution of electric fields, and polarization independence of excitation light. To show that such dual-mode metasurfaces are versatile platforms for enhancing light±matter interactions, we experimentally demonstrate a significant enhancement of second-harmonic generation using our design, with a conversion efficiency of 1±3 orders of magnitude larger than those previously obtained in plasmonic systems. These results may inspire new designs for functional multimodal photonic structures.