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  p
     Alterations of the p14~(ARF) Gene in Non-Small Cell Lung Cancer and the Correlation of Its Expression with p16~(INK4a), p53 Protein
     非小细胞肺癌中p14~(ARF)基因的异常及其与p16~(INK4a)、p53蛋白表达相关性的研究
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     Regulation Mechanism of Substance P and the Intervention of Drugs in Cutaneous Allergy Reaction
     皮肤变态反应中P物质的调控机制及药物作用研究
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     Deletion and Mutation of p16/mts1 Gene in Human Gastric Cancer of Different Period
     不同时期胃癌中p16基因缺失和突变的研究
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     Study on the Effects and Mechanism(s) of Substance P in Human Hyperplastic Scar
     增生性瘢痕中P物质的效应与机制研究
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     Expression, Mutation, and Methylation of P33~(ING1b) in Sporadic Colorectal Carcinoma
     散发性结直肠癌中P33~(ING1b)的表达、突变及甲基化研究
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  expression of p
     EXPRESSION OF p53 PROTEIN AND PROLIFERATING CELL NUCLEAR ANTIGEN IN
     口腔粘膜癌前病变中P~(53)蛋白和增殖细胞核抗原的表达
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     Expression of P53 protein in carcinogenesis of human esophageal squamous cell carcinoma
     人食管鳞状上皮细胞癌变过程中P53基因蛋白产物的表达
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     Expression of p53 Protein and Proliferating Cell Nuclear Antigen (PCNA) in Bronchial Cancerous Lesions
     肺鳞癌发生过程中p53蛋白和增殖细胞核抗原的表达
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     Expression of p62~_(c-myc) in hepatocellular carcinoma tissues and its significance
     肝癌组织中p62~(c-myc)表达及其意义
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     THE STUDY ON EXPRESSION OF P21,CEA AND AGNOR COUNT IN COLONIC ADENOCARCINOMA OF RATS INDUCED BY DMH
     二甲肼诱发大鼠结肠癌中P21、CEA的表达及AgNOR计数的研究
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  “中p”译为未确定词的双语例句
     Joint Inversion of P-wave NMO Velocities and VSP Traveltimes in 3D TI Media
     三维TI介质中P波NMO速度及VSP走时联合反演
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     Significance of Polarographic Analysis of Urine P-Wave Substance in Malignancy Diagnosis
     尿中P波物质的极谱分析及其在恶性肿瘤诊断上的意义
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     An Investigation of the Optimal Parameters of P-type Ge Element in Photon Drag Infrared Detector
     红外光子牵引探测仪中P型锗元件最佳参数的研究
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     Generalized Ray Method and Physical Model Experiment for P-SV Waves in Dipping Viscoelastic Layer
     倾斜粘弹性覆盖层中P-SV波的广义射线法及物理模型实验
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     CONTROL OF INTERFACE REACTIONS BETWEEN P-55 FIBERS AND ALUMINIUM ALLOY MATRICES DURING PRESSURE INFILTRATION PROCESSING
     压力浸渍过程中P-55纤维和铝合金界面反应的控制
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  p
In this paper, we prove the degenerations of Schubert varieties in a minusculeG/P, as well as the class of Kempf varieties in the flag varietySL(n)/B, to (normal) toric varieties.
      
Well known wonderfulG-varieties are those of rank zero, namely the generalized flag varietiesG/P, those of rank one, classified in [A], and certain complete symmetric varieties described in [DP] such as the famous space of complete conics.
      
In this paper we compute the cohomology with trivial coefficients for the Lie superalgebraspsl(n, n), p (n) andq(2n); we show that the cohomology ring ofq(2n+1) is of Krull dimension 1 and we calculate the ring forq(3) andq(5).
      
As a corollary we obtain af·g·p·d·f subgroup of SLn(?) (n ≧ 3.
      
More generally, we prove that if Γ is an irreducible arithmetic non-cocompact lattice in a higher rank group, then Γ containsf·g·p·d·f groups.
      
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  expression of p
Further, manzamine A (50 μM) substantially down regulated the expression of p53 while sarcophine (50 μM) slightly induced the level of p21.
      
In conclusion, the present results show that the host-vector system used is suitable for high-level functional expression of P-45017α and further application of enzymatic properties of this protein to perform specific steroid biotransformations.
      
Enhanced expression of p73 mRNA in tumor tissue compared with normal bronchogenic epithelium was found in 28 of 34 (82.4%) NSCLC patients.
      
Expression of p73 in NSCLC cells showed correlation neither with deletions of one of the alleles, nor with any parameter reflecting clinical pathology.
      
Transcriptional activity and expression of p53 proved to depend on the proportion between p53 and GSE22.
      
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in his book 'Linear differential operators', has discussed the asymtotlcdistribution of eigenvalues of linear differential operators of the so called normal boundary con-ditions and the broken down boundary conditions in the sense ofLet(?) the linear differential eguation which satisfies the following boundary conditions:in which y_0~((j)), y_1~((j))express y~((j))(0), y~((j))(1). By normal boundary conditions we mean that By broken down conditons we mean thatBoth (3)and (4)are narrow conditions on the coefficients,...

in his book 'Linear differential operators', has discussed the asymtotlcdistribution of eigenvalues of linear differential operators of the so called normal boundary con-ditions and the broken down boundary conditions in the sense ofLet(?) the linear differential eguation which satisfies the following boundary conditions:in which y_0~((j)), y_1~((j))express y~((j))(0), y~((j))(1). By normal boundary conditions we mean that By broken down conditons we mean thatBoth (3)and (4)are narrow conditions on the coefficients, In this paper, a broader condition hasbeen discussed, the only restriction upon the coefficients in the formula (2) being that when v isfixed, not all α_(vj) egual zero. and also not all β_(vj) egual zero. This is called non-degenerated con-dition and includes the normal condition. Under this condition the following result has beencstablished.Theorem. Let the differential equation beof which the coefficients p2(x), p3(x),…pn(x)are continuous on the interval[0, 1], and satisfythe following boundary conditions:(for fixed V not all α_(vj) equal zero, also not all β_(vj) equal zero). When n is an odd number, theeigenvalues of(5)can be expressed in the following form:where a_0, b_0 are constants depending upon the coefficients α_(vj), β_(vj), and m1, m2 are positiveintegers ≤n(n-1), k is any sufficiently large integers and ω_μ is a root of x~n+1=0,When n is an even number, the following two cases may occur:where a_0, b_0, k have the same meaning as above, and m_1, m_4 are positive integers≤n(n-1).

本文讨论了微分方程, 在下列边界条件下的特征值分布问题。 当v固定时,系数α_(vj)不全是零,β_(vj)也不全是零。 方程式(1)中P_2(x),P_3(x),…P_n(x)在[0,1]连续,得到下列结果:当n为奇数时则其特征值的分布为式中ω_μ为x~n+1=0的—个根,a_0/b_0为一常数,(m_1-m_2)为固定的整数,k为任意充分大的整数。 当n为偶数时则特征值分布有下列两种情况可能出现。式中(?),ω_(μ+1)表示x~n+1=0,的根,m_4,m_1表示固定整数,a_0/b_0为一常数,k为充分大的整数。

In this paper author develop the Stodola iteration method of calculating the

本文把斯托杜垃(Stodola)渐近法推广,用来计算考虑剪切变形后,变截面樑的一阶及二阶弯曲振动,得到振动弹性线后,应用瑞利(Rayleigh)法求得频率。由于计算二阶振动时,需对一阶部份振型及弯矩“清除”,在文中导出了计入剪切变形后振型及弯矩的正交关系式。同时对一阶振型及弯矩一併进行“清除”,使收敛迅速。当不计切力影响的弯曲振动频率pb已知,而仅要求出切力对频率的影响,不要求振动弹性线。则可简便地由下式求得:式中p_s为只计切力作用的振动频率。

The solubility of hydrogen in molten iron, nickel, iron-copper and iron-copper-nickel alloys has been studied. Methods for solubility determination and deoxidizing conditions of specimens have been examined and comparison of experimental results with thermodynamic calculations shows that insufficient deoxidation of melts may lead to inaccurate results.Experimental results obtained with helium argon and molybdum methods are compared, and the helium method appears to be the most reliable. In the present investigation,...

The solubility of hydrogen in molten iron, nickel, iron-copper and iron-copper-nickel alloys has been studied. Methods for solubility determination and deoxidizing conditions of specimens have been examined and comparison of experimental results with thermodynamic calculations shows that insufficient deoxidation of melts may lead to inaccurate results.Experimental results obtained with helium argon and molybdum methods are compared, and the helium method appears to be the most reliable. In the present investigation, all determinations except the hydrogen solubility in nickel were made with the helium method.Addition of copper to molten iron increases the solubility of hydrogen up to 25% Cu, the solubility appears to decrease with further addition. The addition of nickel to liquid Fe-Cu alloys up to 7% Ni has no appteciable effect on the solubility of hydrogen.

根据試驗結果和热力学計算,分析了液态金属氧含量与平衡氫压力、气相中P_(H_2O)/P_(H_2)之比值与平衡氫压力相互之間的关系,以及它們对測量准确度的影响,并且指出,氧越高,則平衡氫压力越低,倘若測量压力超过平衡压力,則消耗的氫将并非完全由于溶解而是部分消耗于生成水汽浣Y果必然导致气相成分不純与水汽凝結于炉壁現象,因而使溶解度数据偏高。在用純铁标定方法时,比較了氩、氦、钼三种測热体积方法,結果表明,在其它試驗条件相同时,由于氬的导热率远泜于氫、固态钼的导热性能远低于熔鉄,都导致溶解度数据偏低。唯有用导热率与氫极为接近的光譜純氦測热体积,才能获得滿意的結果。除純鎳用氩法外,純铁、铁-銅及鉄-銅-鎳合金均应用氦法測氫溶解度。铁-銅合金中,当銅含量小于25%,随着銅含量的上升,氫溶解度显著上升;超过此浓度,氫溶解度又有下降之趋势。在铁-銅液态合金中加入鎳,当镍含量不超过7%时,加入鎳能使合金氫溶解度略微降低而无显著影响。

 
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