自补码,self-complementing code,在线英语词典,英文翻译,专业英语

1) self-complementing code

自补码

2) selfcomplementary

自补

This paper gives an enumeration formula W(n) about nonisomorphic and selfcomplementary tournaments,and corrects a falsity on existence of selfcomplementary tournaments.

给出了不同构自补竞赛图的计数公式Ｗ（ｎ），并且纠正了一个关于自补竞赛图存在性的错误结论。

3) self-reinforcement

自补强型

4) self-compensation

自补偿

In the Presented paper the uncertainty caused by measure principle of the cylinder method for measuring the thermal conductivity of thermo-insulating materials with heating of self-compensation is analyzed with a numerical method.

本文对测定保温材料导热系数的自补偿圆管法的原理误差进行了分析。

A self-compensation method is proposed based on digital closed-loop control technology that eliminates the influences of the factors such as working conditions,circuitry parameters and so on.

提出一种基于数字闭环控制技术的时栅自补偿方法,消除了工作条件、电路参数变化等因素的影响。

Based on a self-compensation model involving the deep donor MGaVN,we calculate the hole concentration as a function of magnesium doping concentration NA,w.

考虑施主型缺陷MGaVN的自补偿作用,计算了空穴浓度随掺杂浓度变化的曲线关系。

5) self-reinforced

自补强

This method was used for preparing SiC whiskers which distributed homogeneously in the matrix of Si_3N_4 powder, and then Si_3N_4 composites with SiC whisker reinforcement were prepared, Since no additional whiskers are needed, this kind of materials may be referred to as "self-reinforced ceramic-based composites".

本工作研究了SiO_2与C反应法合成SiC晶须的条件及机理;藉此法在Si_3N_4基体粉末内合成了均匀分布的SiC晶须,并制备出SiC晶须补强的Si_3N_4复合材料(因不用任何外加晶须,这类材料可称为“自补强陶瓷复合材料”)。

6) self-complementary graph

自补图

In this paper,we studied the problem of L(2,1)-labeling on self-complementary graphs and proved that λ(G)≤2Δ for self-complementary graphs.

研究自补图G的L(2,1)-标号问题,证明了自补图的L(2,1)-标号数满足λ(G)≤2Δ。

The(edge) covering number and (edge) independence number of the self-complementary graph are discussed.

主要讨论了自补图的边独立数和边覆盖数，给出了点独立数的严格上、下界：，其中是的点色数，分析并证明了点独立数取得上、下界的自补图的存在性。

参考词条

自补性自补偿膜自补偿法自补偿作用自补偿模型磨损自补偿温度自补偿增益自补偿偏振自补偿 2-重自补图有向自补图标定自补图环氧乙烷气体灭菌 ~（34）S

补充资料：自调自净自度

【自调自净自度】

　（术语）同自调项。

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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1) self-complementing code 自补码 2) selfcomplementary 自补 1. This paper gives an enumeration formula W(n) about nonisomorphic and selfcomplementary tournaments,and corrects a falsity on existence of selfcomplementary tournaments. 给出了不同构自补竞赛图的计数公式Ｗ（ｎ），并且纠正了一个关于自补竞赛图存在性的错误结论。 3) self-reinforcement 自补强型 4) self-compensation 自补偿 1. In the Presented paper the uncertainty caused by measure principle of the cylinder method for measuring the thermal conductivity of thermo-insulating materials with heating of self-compensation is analyzed with a numerical method. 本文对测定保温材料导热系数的自补偿圆管法的原理误差进行了分析。 2. A self-compensation method is proposed based on digital closed-loop control technology that eliminates the influences of the factors such as working conditions,circuitry parameters and so on. 提出一种基于数字闭环控制技术的时栅自补偿方法,消除了工作条件、电路参数变化等因素的影响。 3. Based on a self-compensation model involving the deep donor MGaVN,we calculate the hole concentration as a function of magnesium doping concentration NA,w. 考虑施主型缺陷MGaVN的自补偿作用,计算了空穴浓度随掺杂浓度变化的曲线关系。 5) self-reinforced 自补强 1. This method was used for preparing SiC whiskers which distributed homogeneously in the matrix of Si_3N_4 powder, and then Si_3N_4 composites with SiC whisker reinforcement were prepared, Since no additional whiskers are needed, this kind of materials may be referred to as "self-reinforced ceramic-based composites". 本工作研究了SiO_2与C反应法合成SiC晶须的条件及机理;藉此法在Si_3N_4基体粉末内合成了均匀分布的SiC晶须,并制备出SiC晶须补强的Si_3N_4复合材料(因不用任何外加晶须,这类材料可称为“自补强陶瓷复合材料”)。 6) self-complementary graph 自补图 1. In this paper,we studied the problem of L(2,1)-labeling on self-complementary graphs and proved that λ(G)≤2Δ for self-complementary graphs. 研究自补图G的L(2,1)-标号问题,证明了自补图的L(2,1)-标号数满足λ(G)≤2Δ。 2. The(edge) covering number and (edge) independence number of the self-complementary graph are discussed. 主要讨论了自补图的边独立数和边覆盖数，给出了点独立数的严格上、下界：，其中是的点色数，分析并证明了点独立数取得上、下界的自补图的存在性。参考词条自补性自补偿膜自补偿法自补偿作用自补偿模型磨损自补偿温度自补偿增益自补偿偏振自补偿 2-重自补图有向自补图标定自补图环氧乙烷气体灭菌 ~（34）S 补充资料：自调自净自度【自调自净自度】　（术语）同自调项。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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