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  sign in
     (4)The surface mucosal and nearby mucosal fold of the tumor showed pushing mucosa sign in 6 cases; bull eyes sign in 1 case; displacing mucosa sign in 3 cases and bridging fold sign in 2 cases;
     4肿瘤表面粘膜和邻近粘膜皱襞撑开征 (6例 ) ,牛眼征 (1例 ) ,邻近粘膜推移征 (3例 )和粘膜桥征 (2例 ) ;
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     Results The CT and MRI features showed as follows: the wall thickening sign in 73.7% of CT and 84.6% of MRI; lumen narrowing sign in 55.3% of CT and 69.2% of MRI;
     结果 本组 2 3例肺癌CIMPA的CT/MRI征象为 :管壁增厚征 (CT 73 .7% ,MRI 84.6% ) ,管腔缩窄征 (CT 5 5 .3 % ,MRI 69.2 % )及管周脂肪征 (CT及MRI均为 10 0 .0 % )。
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     3.The shape and the margin of lesions were:circular or ellipse niduses with smooth surface and clear tumor-lung interface in 15 ( 71.4% ) ,irregular-shaped niduses in 6 ( 28.6% ) , with lobulation sign in 3 , spiculae in 2 , pleural indentation,bronchovascular bundles and halo in 1 respectively ;
     ③形态、边缘 :15例 (71.4% )呈圆形或椭圆形且表面光滑 ,界面清楚 ,6例 (2 8.6% )呈不规则形并分别或同时见分叶征 (3例 )、毛刺征 (2例 )、胸膜凹陷征、血管集束征、晕环征 (各 1例 )。
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     In order to investigate the utilizable value of Kehr' sign in patients with splenic rupture, the clinical data of 427 patients with splenic rupture were analysed retrospectively from 1991 to 2001. A study on the clinical significance of Kehr' sign in patients with splenic rupture was carried on, and 3 typical cases were introduced.
     为了探讨尔氏征(Kehr’s sign)对诊断脾破裂的应用价值。 回顾性分析了1991~2001年间收治的427例脾破裂的临床资料。
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  “征(”译为未确定词的双语例句
     there were 18 patients with SAM( + )(52. 9%);
     18例(52.9%)SAM征(+);
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     AC Impedance Characterization for Microwave Dielectric Material BaEu_2Ti_4O_(12)
     微波介质材料BaEu_2Ti_4O_(12)的交流阻抗谱表征(英文)
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     ④vascularnotch sign (54.3%);
     ④血管集束征(54.3%);
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     ③pleural indentation sign (78.3%);
     ③胸膜凹陷征(78.3%);
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     ②spiculatecd sign(87%);
     ②毛刺征(87%);
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     Air-bronchogram
     空气支气管
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     8. sign of "stoue getting to the bottom of the water."
     8.水落石出
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     (4) Inverted image pattern.
     (4)倒影
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     (3) cluster sign;
     (3)“簇集”;
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  sign in
Discovery of the Effect of the Strain Sign in Stress Corrosion Phenomena
      
(4.5) of [1]; there should be a minus sign in front of the third term in the braces).
      
One such case is the two-dimensional flow of a incompressible liquid in an annular region produced by an azimuthal force that changes its sign in the radial direction.
      
Deletion of theAlu-VpA/MycL1 (1p34.3) locus is a negative prognostic sign in human colorectal cancer
      
The linear dichroism signal of TPT bound to DNA was shown to have positive sign in the range 260-295 nm.
      
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1. The Mountain region of Upper Hwangho.

(一)南之决定及目的(二)循化黄河南北之大山(三)大夏河上游(四)洮河择源区探索(五)陇蜀界上之南木 寺(六)江河分水高原一角黄河入岷说

The disease of Verticillium wilt commonly occurs in the cotton growing area of Liaoning province in recent years.Through a series of morphological and physiological studies,the fungus is identified as Verticillium albo—atrum R.et B. The fungus has a better growth on the modified Czapeks' agar medium as well as on the potato—sugar agar medium.After 4 to 5 days,the fungus shows an abundant growth of mycelia,conidia and microsclerotia on the mentioned media. The temperature for the growth of the fungus lies between...

The disease of Verticillium wilt commonly occurs in the cotton growing area of Liaoning province in recent years.Through a series of morphological and physiological studies,the fungus is identified as Verticillium albo—atrum R.et B. The fungus has a better growth on the modified Czapeks' agar medium as well as on the potato—sugar agar medium.After 4 to 5 days,the fungus shows an abundant growth of mycelia,conidia and microsclerotia on the mentioned media. The temperature for the growth of the fungus lies between 17°to 28℃,the optimum being 25℃.The optimum temperature for the germination of coinidia is from 15°to 20℃.The conidia of the fungus have a high germination percentage on the one percent dextrose solution.However,they also germinate well on sterilized water;and hence,it seems to indicate that the requirement of nutrients for the germination of conidia is not strict. From the results of wound inoculation with spore suspension,it is indicated thet the conidia are able to infect the roots and stems of the plants in the seedling, flowering and belling stages.However,a higher percentage of infection can be obtained from the flowering to belling stage in 8 to 16 days.

1.棉黄萎病病原菌,经鉴定后,采用 Verticillium albo-atrum Reinke et Berthold学名。2.最适本病原菌生育的培养基,以改良 Czepek's 组合和马铃薯培养基为最好,在这两种培养基上菌丝生长旺盛,经过4—5天后都能生很多分生孢子,并渐生成小菌核。3.本病原菌的发育温度以17°—28℃较好、其中尤以25℃最好。孢子发芽温度以15°—20℃篇最好、在1%葡萄糖液中发芽最好。但在灭菌水中发芽亦好,对营养的要求并不太高。4.本病原菌自苗期(具四真药)开始直至后期,皆能侵入棉株内部,其中尤以用孢子悬浮液于棉根附近接种的办法,得知在开花期至结铃期皆能显现较高的发病率、根据实验记载,在棉花生育期中,接种后一般8—16天左右即能现出病,此比前人记载期限较早。

In the first part of this paper we consider the partial differential equa-tion as a generalized Euler-Poisson equation:(?) (1.1)where β,β′are constants, and a(x,y),b(x,y),c(x,y),d(x,y)are all regularfunctions in Hadamard's sense.Therefore x=y is the singular line of thecoefficients.The behaviors of the solutions of(1.1)in the neighborhood ofthe singular line x=y are described by introducing the concepts of“index”and the“regular part”:Let ρ be a constant and υ(x,y)be a regularfunction(υ(x,x)≠0)such thatu(x,y)=(x-y)~ρυ(x,y)is...

In the first part of this paper we consider the partial differential equa-tion as a generalized Euler-Poisson equation:(?) (1.1)where β,β′are constants, and a(x,y),b(x,y),c(x,y),d(x,y)are all regularfunctions in Hadamard's sense.Therefore x=y is the singular line of thecoefficients.The behaviors of the solutions of(1.1)in the neighborhood ofthe singular line x=y are described by introducing the concepts of“index”and the“regular part”:Let ρ be a constant and υ(x,y)be a regularfunction(υ(x,x)≠0)such thatu(x,y)=(x-y)~ρυ(x,y)is a solution of(1.1),then the constant ρ is said to be the“index”andρ(x,y)the“regular part”of the solution.It is shown that all the possibleindexes must satisfy the indicial equation(?)and if F(ρ+1)≠0,then the normal derivative of the regular part on thesingular line x=y is determined completely by the value itself,i.e.(?)The regular part υ(x,y)satisfies the equation of a particular form of(1.1),in which γ=0,and therefore it is sufficient to study the equation of theform(?) (?) (3.2)We define the singular Cauchy prob em as follows:to find a functionυ(x,y)continuous together with its first derivatives and twice differentiablein the region ACBD(cf.figure 1 p.518),and satisfying the equation(3.2)in the region ACBD,except the singular line AB,on which it takes anygiven regular funtion u_0(2x)as its initial value.We give the existence proof of such singular Cauchy problem in thegeneral case(β+β′≠0),and it follow that,the solution of the equation(1.1)may,in general,be expressed as.(?)where ρ_1 and ρ_2 are different roots of the indicial equation;or(?)where ρ_1 is the double root of indicial equation.The second part of this paper,deals with the singular equation in spa-ce,especially the equation of the following form:(?) (15.5)where A_σ is any linear operator which (?)epends only on the variables σ==(σ_1,…,σ_n),such that,the Cauchy problem for the associated regular equation(?) (15.6)and the initial data(?)has a unique soluion υ(x,σ_,…,σ_n).The solution of singular Cauchy pro-blem for equation(15.5),with initial data(?)can be expressed by υ(x,σ_1,…,σ_n)in the form(?)where K(τ,t)is a kernel well defined by the operator(?)For example,the kerne for Euler-Poisson-Darboux opera-tor(?)is(?). The same method can be applied to solve the Cauchy problem for thegeneralized Chapligin equation(?)(where K(t)is an increasing function,and K(0)=0),with initial data(?)The solution is given explicitly by(17.12).(p.550).

本文的第一部分研究了含奇线方程的解在奇线附近的性质;引进了“指数”的概念,从而给出了关于这类方程的“奇型郭西问题”的正确提法;并且通过一种特殊的积分-分方程的研究,证明了这种“奇型郭西问题”的解的存在性,并且给出其近似解法;最后,就一般的情形,给出了方程一般解的表达式,从而说明了在β+β′<0时,郭西问题的多解性。本文的第二部分研究了空间含奇面方程(?)其中 A_σ是任一祇与变元σ=(σ_1…,σ_n)有关的算子,并且关于(15.5)的奇型郭西问题的解可以用关于方程(不合奇面)(?)(15.6)的郭西问题的解表示出来。同样的方法可用来解决空间却普里金方程(17.1)的郭西问题。

 
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