combinatory

简明释义

英[/kəmˈbɪnəˌtɔri/]美[/kəmˈbɪnəˌtɔri/]

adj. 有结合力的；结合的

n. 组合

英英释义

单词用法

同义词

反义词

例句

1.The operation principle of the power supply is demonstrated, and the parameters of the charging current are analyzed. The key points of combinatory application of the power supply are discussed.

阐述了它的工作原理，分析了充电电流的参数，讨论了组合应用时的注意事项。

2.Then a fit combinatory for the variables corresponding to component 1of the vectors in each set are carried out.

然后在每类点集中对取1的分量实施适当的组合；

3.In addition, other building blocks such as 4-hydroxy-quinoline, quinoline, and ferrocene were incorporated into group A for our combinatory library design, alternativly.

此外，在保证重要药效特征的基础上，还选择了4-羟基-喹啉、喹啉和二茂铁类作为芳环A端的构建单元。

4.In this paper a design method of a combinatory CAM mechanism is stated, which is composed by offset translation CAM and oscillation CAM.

本文阐述了由偏置直动凸轮与摆动凸轮组成的联动机构的设计方法。

5.The operation principle of the power supply is demonstrated, and the parameters of the charging current are analyzed. The key points of combinatory application of the power supply are discussed.

阐述了它的工作原理，分析了充电电流的参数，讨论了组合应用时的注意事项。

6.Post sorting machine is a kind of large-scale, combinatory equipment with mechanics, electric and computer technologies.

邮政分拣机是一种大型的机、电、计算机一体化设备。

7.The chef is known for his combinatory 组合的 approach to flavors in his dishes.

这位厨师因其对菜肴风味的组合的处理而闻名。

8.The research focused on the combinatory 组合的 effects of different drugs on cancer treatment.

这项研究集中于不同药物对癌症治疗的组合的效果。

9.The combinatory 组合的 nature of the software allows users to customize their experience.

该软件的组合的特性允许用户自定义他们的体验。

10.In mathematics, combinatory 组合的 principles help solve complex problems.

在数学中，组合的原理有助于解决复杂问题。

11.Her work in combinatory 组合的 design has won multiple awards.

她在组合的设计方面的工作获得了多个奖项。

作文

In the realm of mathematics and computer science, the concept of combinatory (组合的) systems plays a crucial role in problem-solving and algorithm development. The study of combinatory (组合的) structures helps us understand how different elements can be arranged or combined to form new solutions. For instance, when tackling optimization problems, we often need to explore various combinations of variables to find the most efficient outcome. This exploration is not just limited to numbers; it extends to various fields including biology, chemistry, and even social sciences.One of the most fascinating aspects of combinatory (组合的) systems is their application in genetic research. In genetics, the combination of alleles can lead to different traits in organisms. By studying these combinatory (组合的) patterns, scientists can predict the likelihood of certain characteristics being passed on to offspring. This has profound implications for fields such as agriculture, where understanding the combinatory (组合的) nature of plant traits can lead to the development of more resilient crops.Moreover, in the field of computer science, combinatory (组合的) logic is foundational for designing circuits and algorithms. Boolean algebra, which is fundamentally a combinatory (组合的) system, allows engineers to create complex logical operations using simple true/false values. This principle is essential in programming, where developers often rely on combinatory (组合的) functions to manipulate data efficiently.In everyday life, we encounter combinatory (组合的) choices regularly. Whether it’s deciding on a meal from a menu or planning a trip with various destinations, we are constantly making decisions based on combinations of available options. Understanding the principles of combinatory (组合的) logic can enhance our decision-making skills by allowing us to weigh the potential outcomes of different combinations.Furthermore, the concept of combinatory (组合的) creativity is gaining traction in artistic fields. Artists and musicians often experiment with different combinations of styles, techniques, and mediums to produce unique works. This combinatory (组合的) approach encourages innovation and pushes the boundaries of traditional art forms. For example, a musician might blend genres like jazz and hip-hop to create a new sound that resonates with diverse audiences.In conclusion, the significance of combinatory (组合的) systems extends far beyond academic disciplines. It influences various aspects of our lives, from scientific advancements to everyday choices and creative expressions. By appreciating the power of combinatory (组合的) thinking, we can harness its potential to solve complex problems, make informed decisions, and foster creativity in our personal and professional endeavors.