telescoping

简明释义

英[ˈtelɪskəʊpɪŋ]美[ˈteləˌskop]

n. 叠生成矿酌；套管式；可伸缩式

adj. 可伸缩的

v. 使叠进；缩短（telescope 的 ing 形式）

英英释义

单词用法

同义词

反义词

例句

1.One of the other pieces of equipment is the telescoping boom for the Aerial Ladder.

另一位件设备是伸缩繁荣，为空中的阶梯。

2.The Portable Telescoping Pivot Grip Suction Grab Bar provides a safety device to grasp while using the bathtub, shower or toilet.

有一个内置可伸缩的便携式抽抓取控制杆轴提供安全装置，掌握，而使用浴缸、淋浴和卫生间。

3.Planes will be fitted with telescoping wings and all-terrain drive system.

飞机将会被安装上叠缩翼和全地形驾驶系统。

4.The Overland basically goes whole hog with navigation, a power tilting-and-telescoping steering wheel, and interior upgrades.

陆路去基本上与导航全猪，电源倾斜和-伸缩的方向盘，和内饰升级。

5.Create your own rods with simple household items: telescoping mop handles, PVC pipes, or a broomstick.

用一些家用的东西就可以做个自己的话筒杆：可以伸缩的墩布把、pv c管材、或者扫帚把。

6.The structure of the derrick is triple-section telescoping structure, substructure is parallelogram structure, can be lifted by hydraulic cylinder.

井架采用三节伸缩式结构，底座采用平行四边形结构，能用液缸整体起升。

7.In construction, telescoping 伸缩 scaffolding allows workers to adjust the height as needed.

在建筑中，telescoping 伸缩脚手架允许工人根据需要调整高度。

8.The telescoping 伸缩 design of the camping tent makes it easy to set up and take down.

这个露营帐篷的telescoping 伸缩设计使得搭建和拆卸变得简单。

9.The telescoping 伸缩 ladder can extend to reach high places while being easy to store.

这款telescoping 伸缩梯子可以延伸到高处，同时易于存放。

10.He demonstrated the telescoping 伸缩 feature of the fishing rod to show how it can be compacted for travel.

他演示了钓鱼竿的telescoping 伸缩功能，以展示它如何可以压缩以便旅行。

11.The telescoping 伸缩 mechanism in this tripod provides stability on uneven ground.

这个三脚架中的telescoping 伸缩机制在不平坦的地面上提供了稳定性。

作文

In the realm of mathematics and physics, the concept of telescoping plays a crucial role in simplifying complex problems. The term telescoping refers to a method where a series of terms can be condensed or simplified, often leading to a more manageable equation or expression. This technique is particularly useful when dealing with infinite series or sequences, as it allows us to eliminate many terms that would otherwise complicate our calculations.For instance, consider the telescoping series given by the sum of fractions: 1/2 - 1/3 + 1/3 - 1/4 + 1/4 - 1/5 + ... + 1/n - 1/(n+1). In this case, you can observe how each positive term cancels out the subsequent negative term, resulting in a simplified expression. The beauty of telescoping lies in its ability to reveal the underlying patterns within a sequence, making it easier for mathematicians and scientists to derive conclusions from their data.Moreover, telescoping is not limited to mathematics; it finds applications in various fields, including computer science and engineering. For example, in algorithm design, telescoping can help optimize recursive functions by reducing the number of calls made during execution. By recognizing repetitive patterns, programmers can streamline their code, resulting in faster and more efficient programs.In addition to its practical applications, telescoping also serves as an excellent metaphor for understanding how we can approach problem-solving in our daily lives. Just as we can simplify a complex mathematical series by canceling out terms, we can tackle our challenges by breaking them down into smaller, more manageable pieces. This approach allows us to focus on one aspect of a problem at a time, ultimately leading to a clearer path toward a solution.Furthermore, telescoping encourages us to look for connections and relationships between different elements of a problem. In many cases, we may find that certain components of a challenge are interrelated, allowing us to eliminate unnecessary steps and streamline our efforts. This mindset can significantly enhance our efficiency, whether we are working on academic assignments, professional projects, or personal goals.As we continue to explore the concept of telescoping, it becomes evident that this technique is not just a mathematical tool but a broader principle that can be applied to various aspects of life. By embracing the idea of simplification and seeking to uncover the essential components of any challenge, we can navigate through complexity with greater ease and confidence.In conclusion, telescoping serves as a powerful reminder of the importance of clarity and simplicity in both mathematics and life. By learning to identify and eliminate unnecessary elements, we can better understand the world around us and make more informed decisions. Whether we are solving equations or facing everyday challenges, the principle of telescoping can guide us toward more effective solutions and a deeper comprehension of the complexities we encounter.

在数学和物理的领域中，telescoping 概念在简化复杂问题方面发挥着至关重要的作用。术语telescoping指的是一种方法，其中一系列项可以被压缩或简化，通常导致更易于管理的方程或表达式。这种技术在处理无限级数或序列时尤其有用，因为它使我们能够消除许多本会使计算复杂化的项。例如，考虑一个由分数构成的telescoping级数：1/2 - 1/3 + 1/3 - 1/4 + 1/4 - 1/5 + ... + 1/n - 1/(n+1)。在这种情况下，你可以观察到每个正项都抵消了随后的负项，从而得出了一个简化的表达式。telescoping的美在于它能够揭示序列中的潜在模式，使得数学家和科学家能够从他们的数据中推导出结论。此外，telescoping不仅限于数学；它在计算机科学和工程等各个领域都有应用。例如，在算法设计中，telescoping可以通过减少执行过程中所做的调用次数来帮助优化递归函数。通过识别重复的模式，程序员可以简化他们的代码，从而实现更快和更高效的程序。除了其实际应用外，telescoping还作为理解我们如何在日常生活中解决问题的优秀隐喻。正如我们可以通过抵消项来简化复杂的数学级数，我们也可以通过将挑战分解为更小、更可管理的部分来应对我们的挑战。这种方法使我们能够一次专注于问题的一个方面，最终导致更清晰的解决方案路径。此外，telescoping鼓励我们寻找问题不同元素之间的联系和关系。在许多情况下，我们可能会发现某些挑战的组成部分是相互关联的，这使我们能够消除不必要的步骤并简化我们的努力。这种心态可以显著提高我们的效率，无论我们是在处理学术作业、专业项目还是个人目标。随着我们继续探索telescoping的概念，显而易见的是，这种技术不仅仅是一个数学工具，而是一个可以应用于生活各个方面的更广泛原则。通过接受简化的理念，并寻求揭示任何挑战的基本组成部分，我们能够更轻松、自信地应对复杂性。总之，telescoping提醒我们在数学和生活中清晰和简单的重要性。通过学习识别和消除不必要的元素，我们可以更好地理解周围的世界，并做出更明智的决定。无论我们是在解决方程还是面对日常挑战，telescoping的原则都可以引导我们朝着更有效的解决方案和对我们遇到的复杂性的更深理解。