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1)  Third-order dispersion
三阶色散
1.
The study of dark soliton solution with third-order dispersion effect;
三阶色散效应的暗孤子解析解研究
2.
Influence of third-order dispersion on ultrashort optical pulse propagation in the single-mode fiber;
单模光纤中三阶色散对超短光脉冲传输的影响
3.
The influence of the small dielectric loss and third-order dispersion on the soliton-like pulses in the optical fiber;
光纤中小损耗和三阶色散对类明孤子传输特性的影响
2)  Third order dispersion
三阶色散
1.
Influence of the third order dispersion on time delay difference in high birefringent optical fibers;
强双折射光纤中三阶色散对DGD的影响
2.
In this paper, the effects of third order dispersion on characteristic of high speed dispersion managed soliton transmission are studied by split-step fast fourier transformed method.
采用分步快速傅里叶数值计算方法研究三阶色散对高速色散控制孤子传输特性的影响,通过对比不同系统条件下数值模拟的传输演化图,表明色散控制孤子系统比普通孤子系统的传输性能更优越,且对色散控制孤子系统设计具有参考价值。
3.
Properties of second order soliton propagation in optical fibers is studied numerically,including the effect of intrapulse stimulated Raman scatter and third order dispersion.
对光纤中脉冲内部自拉曼散射 ( ISRS)效应及三阶色散效应影响下的二阶孤子传输特性进行了数值模拟 ,比较并分析了二者的时域特性及 Fourier谱特性 ,发现在一定条件下 ,三阶色散效应能抑制 ISRS效应的破坏作用。
3)  the third-order dispersion
三阶色散
1.
Influence of the third-order dispersion on the propagation of dispersion management soliton;
三阶色散对色散管理孤子传输的影响
2.
Based on the nonlinear Schrdinger equation used to describe the normalized amplitude evolution in the fiber,the influence of the third-order dispersion on the transmission characteristics of super-Gaussian optical pulse with different chirps in the fiber is studied numerically.
从光脉冲在光纤中传播所满足的非线性薛定谔方程出发,研究了三阶色散对具有不同啁啾的超高斯脉冲在光纤中传输特性的影响。
3.
In this part, the influence of the third-order dispersion on the super-Gaussian pulse is mainly d.
从而,本文首先对色散效应进行了研究,分析了二阶和三阶色散对光纤中光脉冲波形的影响,其中着重研究了三阶色散对超高斯型光脉冲波形的影响,定性地分析了其与高斯型光脉冲波形演变的不同,并对初始啁啾的影响进行了阐述。
4)  third order dispersive
三阶色散项
1.
We investigate in classes of discontinuous functions for the nonlinear and third order dispersive Degasperis-Procesi equation,get existence and stability results for entropy weak solutions,and prove the well-posedness for the equation.
讨论了在一定的初值条件下带色散项的Degasperis-procesi方程解的长期动力学行为,在广义函数空间中对带三阶色散项的非线性Degasperis-Procesi方程进行了研究,证明了弱解的存在性和唯一性,同时解决了该方程的适定性问题。
5)  negative third-order dispersion
负三阶色散
1.
By utilizing the theory of equivalent-effect, the nonlinear Schrodinger equation of FSDD (Fiber with Slowly-decreasing Dispersion) with the negative third-order dispersion was discussed.
利用等效原理对含有负三阶色散的色散缓变光纤非线性薛定谔方程进行处理 ,发现负三阶色散与色散缓变项存在特定关系 。
6)  Negative third order dispersion
负三阶色散
1.
The enhanced compression of fundamental femtosecond solitons can be obtained by combined effects of negative third order dispersion and Raman self scattering in the fibers.
研究表明 ,在色散缓变光纤中利用拉曼自散射效应与负三阶色散效应的相互作用 ,可以获得更高压缩比的超短光脉
补充资料:七阶──藏教七阶
【七阶──藏教七阶】
  ﹝出天台四教仪集注﹞
  藏教者,即小乘经律论三藏教也。阶者,阶级次第也。谓藏教菩萨修行之次第也。(菩萨,梵语具云菩提萨埵,华言觉有情。)
  [一、四弘誓愿],弘者,大也。誓者,要制其心也。愿者,志求满足也。谓菩萨从初发心,观四谛境,发四弘誓,一、未度者令度,即众生无边誓愿度,此观苦谛境。二、未解者令解,即烦恼无数誓愿断,此观集谛境。三、未安者令安,即法门无量誓愿学,此观道谛境。四、未得涅槃者令得涅槃,即佛道无上誓愿成,此观灭谛境也。(梵语涅槃,华言灭度。)
  [二、三祇修六度],三祇者,三阿僧祇劫也。六度者,布施、持戒、忍辱、精进、禅定、智慧也。度,越也,越生死流,到涅槃岸也。谓菩萨既发心已,必须行六度行,填满本愿,是为三祇修六度。(梵语阿僧祇劫,华言无数时。)
  [三、百劫种相好],劫,梵语具云劫波,华言分别时节。百劫种相好者,一增一减为一小劫;凡历二十番增减,为一中劫;八十番增减,为一大劫。谓菩萨于百劫中,种诸相好。用百福德成一相好,如是至三十二相具足,而身清净也。(人寿从十岁增至八万四千岁,名增劫。从八万四千岁减至十岁,名减劫。如是一增一减,名一小劫。三十二相者,足下安平相,千辐轮相,手指纤长相,手足柔软相,手足缦网相,足跟满足相,足趺高好相,端如鹿王相,手过膝相,马阴藏相,身纵广相,毛孔生青色相,身毛上靡相,身金色相,身光面各一丈相,皮肤细滑相,七处平满相,两腋满相,身如师子相,身端直相,肩圆满相,四十齿相,齿白齐密相,四牙白净相,颊车如师子相,咽中津液得上味相,广长舌相,梵音深远相,眼色如金精相,眼睫如牛王相,眉间白毫相,顶肉髻成相也。)
  [四、六度相满],六度相满者,谓菩萨修行六度之相圆满也。如尸毗王代鸽,即檀度满也。普明王舍国,即戒度满也。羼提仙人被歌利王割截身体,慈忍不动,血变为乳,即忍度满也。大施太子抒海,即精进度满也。尚阇黎鹊巢顶上,即禅度满也。劬嫔大臣分阎浮提为七分,城邑山川均等,故能息诤,即智度满也。如上六人,皆释迦往昔所修之行,是为六度相满。(梵语尸毗,华言与。代鸽者,遍割身肉与鹰以代鸽命,身肉俱尽,不恼不死,自誓真实,感身平复也。梵语羼提,华言忍辱。梵语歌利,华言恶世无道。大施太子求如意珠济贫,得珠堕海,抒海取之,言欲酌海干而取之也。筋骨断坏,终不解废,诸天见而问之,答曰:吾生生不休。诸天愍之,助其抒海,海水减半,龙恐海干,令夜叉送珠还之。尚阇黎者,螺髻仙人,名此人得四禅定,出入息断,鸟谓为木,于髻生卵。定起欲行,恐鸟母不来,即更入定,待鸟飞去,方始出定。梵语阎浮提,华言胜金洲。梵语释迦,华言能仁。)
  [五、兜率降生],梵语兜率,华言知足。降生者,谓菩萨将补佛处,出世度生,即从兜率天降生人间,以补其处,是为兜率降生。(菩萨即释迦佛也。补佛处者,前佛既灭,而此菩萨即补其处也。)
  [六、降神出家],谓菩萨既降神出胎,厌生老病死之苦,而欲脱离,故求出家,入山修道,是为降神出家。
  [七、菩提树下成道],梵语菩提,华言道。谓菩萨自知成道时至,于菩提树下,破诸魔众。魔王败绩,鬼兵退散,菩萨安坐不动,即成佛道,是为菩提树下成道。(菩提树者,谓佛于此树下成道,故名菩提树也。)
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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