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1)  Cold dispersion
冷色散
2)  scatter-cold
散冷
3)  cool color
冷色
1.
Blue ,green and purple are called cool colors.
红、橙、黄色常常使人联想到旭日东升和燃烧的火焰 ,有温暖的感觉 ,因此为暖色调 ;蓝、青色常常使人联想到大海、晴空、阴影 ,有寒冷的感觉 ,因此为冷色调。
2.
In the aesthetic standards of the Chinese nation, the traditional poetry and painting have a tendency to cool color, such as blue and green.
中国传统民族审美心理在色彩审美方面有趋于青色等冷色的倾向,这既与民族生理特点、色彩心理效应的潜在影响有关,更是民族生产方式、文化传统和民族性格、思维方式的直观反映;同时,这种色彩审美选择也强化了民族文化和民族性格中阴柔、含蓄的风格。
4)  dispersion [英][dɪ'spɜ:ʃn]  [美][dɪ'spɝʒən]
色散
1.
Analyses of Dispersion Relations of Dynamic Elastic Modulus in the Wood Materials;
木质材料中动弹模量色散关系的分析
2.
Influence of Phonon Dispersion,Magnetic Field and Coupling Strength on Properties of Polaron;
声子色散和磁场对极化子基态的影响
3.
Study of quartz crystal′s birefringence dispersion character from ultraviolet band to near infrared band;
石英晶体双折射率紫外至近红外波段色散特性实验的研究
5)  chromatic dispersion
色散
1.
Manufacture of chromatic dispersion impulse expanding analytic device in optical fiber;
光纤色散脉冲展宽分析仪的研制
2.
The research of chromatic dispersion on solutions with different concentration;
不同浓度下溶液的色散研究
3.
As a precondition , it was presented that the single_mode optical fiber , the dispersion_shift optical fiber and the dispersion_flatten optical fiber can be regarded as the special examples of the index_guiding photonic crystal fiber(PCF) under a determinate condition, when the new step effective index model (SEIM) was used to discuss the chromatic dispersion properties of PCF.
在采用阶跃有效折射率模型研究光子晶体光纤的可行性方面 ,提出了将普通单模光纤、色散位移光纤、色散平坦光纤作为一定极限条件下的折射率引导型光子晶体光纤特例的观点 。
6)  Dispersive [英][dis'pə:siv]  [美][dɪ'spɝsɪv]
色散
1.
Analysis of Nonlinear Dispersive Properties of one Dimensional Photonic Crystals;
一维光子晶体非线性色散特性的分析
2.
The Investigation of Phase Dispersive Characteristics About Phase-only Liquid Crystal Spatial Light Modulator;
液晶空间光调制器相位调制的色散特性研究
3.
<Abstrcat>A study was done on the initial boundary value problem of fourth order nonlinear wave equation with dispersive and dissipation term u_(tt)-Δu-Δu_t-Δu_u=f(x),x∈Ω,t>0,u(x,0)=u_0(x),u_t(x,0)=u_1(x),x∈Ω,((u|_(Ω))=0), where Ω∈R~Nis a boundary domain.
研究四阶色散、耗散非线性波动方程的初边值问题utt-Δu-Δut-Δutt=f(x),x∈Ω,t>0,u(x,0)=u0(x),ut(x,0)=u1(x),x∈Ω,u| Ω=0,其中Ω∈RN为有界域。
补充资料:长春冷弯型钢总厂生产的异形冷弯型钢


长春冷弯型钢总厂生产的异形冷弯型钢


  长春冷弯型钢总厂生产的异形冷弯型钢
  
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