plication

简明释义

英[plaɪˈkeɪʃən]美[plaɪˈkeɪʃən]

n. 褶皱，皱纹

英英释义

单词用法

同义词

反义词

例句

1.Some commonly used media servers are analyzed and ap-plication scenario of streaming media is briefly described.

对流媒体技术进行了简单介绍，并分析了几种常用的媒体服务器，最后概述了流媒体的应用方案。

2.Therefore, the PANI acetylene black composition is a credible alternative to hole conductor in ap plication of solid DSSC.

因此，聚苯胺乙炔黑复合电解质可以作为有效的空穴导体材料，应用到固态染料敏化太阳能电池中。

3.This article guides you through making the most out of Rails applications in WebSphere Ap-plication Server.

本文将指导您在WebSphere Application Server中充分利用Rails应用程序的功能。

4.The essay expatiated concept, systematic structure and key technology of virtual prototype as well as ADAMS and its steps of ap-plication.

这里阐述了虚拟样机技术的概念、体系结构和关键技术，并对ADAMS软件及应用步骤进行了介绍。

5.Cardiac perforation with intramural deposition of contrast agent is a severe com-plication of selective angiocardiography.

心脏穿孔和壁间造影剂沉积是选择性心血管造影严重并发症之一。

6.Objective:To Summarize the experience of the new technique of endo-laparoscopic ureterotomy and renal plication in the treatment of ureteral stone with giant hydronephrosis.

目的：总结腹腔镜下经腹输尿管切开取石加肾折叠术治疗输尿管结石并重度肾积水的经验。

7.The paper briefly introduces the form of sound amplifying system of National Stadium, its design index and the ap- plication of line array loudspeakers in the project design.

本文简要介绍国家体育场扩声系统的组成、设计指标及线阵列扬声器在本次设计中的应用。

8.The architect discussed the plication of materials in the new building design.

建筑师讨论了新建筑设计中材料的应用。

9.The plication of this theory can be seen in various scientific fields.

这一理论的应用可以在多个科学领域中看到。

10.In mathematics, we often use plication to simplify complex equations.

在数学中，我们常常使用折叠来简化复杂的方程。

11.The chef demonstrated the plication of different cooking techniques.

厨师展示了不同烹饪技术的运用。

12.The doctor explained the process of skin plication to reduce excess tissue.

医生解释了皮肤褶皱的过程，以减少多余的组织。

作文

In the realm of mathematics and science, the term plication (叠加) often refers to the process of applying a mathematical operation multiple times. This concept is crucial in various fields, such as calculus, where we deal with functions and their behaviors. For instance, when we talk about the plication (叠加) of a function, we are essentially discussing how that function interacts with itself or with other functions through repeated application. This can lead to intriguing results and deeper understanding of mathematical principles.Furthermore, in the context of geometry, plication (叠加) can refer to the layering of shapes or dimensions. When constructing a complex figure, one might need to consider how different shapes overlap and interact. The plication (叠加) of these shapes can create new forms and designs, which can be both aesthetically pleasing and mathematically significant.In computer science, the idea of plication (叠加) is also prevalent, especially in algorithms that require iterative processes. For example, when developing a sorting algorithm, the plication (叠加) of certain steps can lead to more efficient sorting methods. Understanding how to manipulate data through plication (叠加) allows programmers to optimize their code and improve performance.Moreover, in everyday life, we encounter plication (叠加) in various ways. Consider cooking, where ingredients are combined through the plication (叠加) of flavors and textures. Each ingredient adds its unique characteristic, and the final dish is a result of how these elements interact with one another. This culinary plication (叠加) can lead to delightful surprises and innovations in gastronomy.In conclusion, the concept of plication (叠加) permeates many aspects of our lives, from the abstract realms of mathematics and science to the practicalities of daily activities like cooking. By understanding and embracing the idea of plication (叠加), we can enhance our problem-solving skills and creativity across various disciplines. Whether in the classroom, the kitchen, or the office, recognizing the significance of plication (叠加) can lead to greater insights and achievements. Thus, it is essential to grasp this concept fully to apply it effectively in our endeavors.

在数学和科学领域，术语plication（叠加）通常指的是多次应用数学运算的过程。这个概念在微积分等各个领域中至关重要，我们在这里处理函数及其行为。例如，当我们谈论一个函数的plication（叠加）时，我们实际上是在讨论该函数如何与自身或其他函数通过重复应用相互作用。这可能导致有趣的结果以及对数学原理的更深理解。此外，在几何学的背景下，plication（叠加）可以指形状或维度的层叠。当构造复杂图形时，人们可能需要考虑不同形状如何重叠和相互作用。这些形状的plication（叠加）可以创造出新的形式和设计，这在美学上既令人愉悦又在数学上具有重要意义。在计算机科学中，plication（叠加）的概念也很普遍，尤其是在需要迭代过程的算法中。例如，在开发排序算法时，某些步骤的plication（叠加）可以导致更高效的排序方法。理解如何通过plication（叠加）来操作数据使程序员能够优化代码并提高性能。此外，在日常生活中，我们以各种方式遇到plication（叠加）。考虑烹饪，其中成分通过味道和质地的plication（叠加）进行组合。每种成分都增加了其独特的特性，最终的菜肴是这些元素相互作用的结果。这种烹饪上的plication（叠加）可以带来令人愉快的惊喜和美食创新。总之，plication（叠加）的概念渗透到我们生活的许多方面，从数学和科学的抽象领域到烹饪等日常活动的实际性。通过理解和接受plication（叠加）的思想，我们可以在各个领域增强我们的解决问题的能力和创造力。无论是在课堂上、厨房里还是办公室，认识到plication（叠加）的重要性可以带来更大的洞察力和成就。因此，充分掌握这一概念对于在我们的事业中有效应用它至关重要。