positionally

简明释义

英[pəˈzɪʃənəli]美[pəˈzɪʃənəli]

位置的，地位的

英英释义

单词用法

同义词

反义词

例句

1.The primary and secondary RAC nodes are specified positionally in the data source URL.

rac主节点和辅助节点将在数据源url中按位置指定。

2.In a sequence diagram, the sequence of messages is shown positionally: time proceeds down the page, so a message low in the diagram is sent after a message that is above it.

在一个顺序图中，消息的顺序用它们的位置来表示：按照时间顺序从上到下排列，因此排在下面的消息就在排在上面的消息之后发生。

3.In a sequence diagram, the sequence of messages is shown positionally: time proceeds down the page, so a message low in the diagram is sent after a message that is above it.

在一个顺序图中，消息的顺序用它们的位置来表示：按照时间顺序从上到下排列，因此排在下面的消息就在排在上面的消息之后发生。

4.The architect designed the building positionally 在位置上 to take advantage of the natural light.

建筑师positionally 在位置上 设计了这座建筑，以利用自然光。

5.The teacher emphasized the importance of being positionally 在位置上 aware during the group activity.

老师强调在小组活动中保持positionally 在位置上 意识的重要性。

6.To solve the puzzle, you need to think positionally 在位置上 about where each piece fits.

要解决这个难题，你需要positionally 在位置上 思考每个拼图块的适合位置。

7.In the game of chess, understanding how to move pieces positionally 在位置上 is crucial for success.

在国际象棋中，理解如何positionally 在位置上 移动棋子对成功至关重要。

8.The team worked together to ensure that each player was placed positionally 在位置上 to maximize their strengths.

团队合作确保每个球员被positionally 在位置上 放置，以最大化他们的优势。

作文

In the realm of mathematics and physics, the concept of position is often crucial. The term positionally refers to how something is arranged or situated in relation to other objects or within a given framework. This idea can be applied not only to physical objects but also to abstract concepts such as data in computer science or elements in a mathematical equation. Understanding how things are organized positionally can provide deeper insights into their behavior and interactions.For example, consider the arrangement of numbers in a sequence. When we say that a number is 'positionally' significant, we mean that its value is determined by its place in the sequence. In mathematics, the number 5 in the sequence {3, 5, 7} holds a different value than the number 5 in the sequence {1, 2, 5, 4}. This illustrates how the same number can have varying implications depending on its positionally defined context.Similarly, in physics, the position of an object can greatly affect its motion and interaction with other objects. For instance, if two cars are parked positionally close to each other, the likelihood of them colliding increases compared to if they were parked far apart. In this scenario, understanding the positionally defined space between the two vehicles is crucial for assessing risk and ensuring safety.In the digital world, data structures such as arrays rely heavily on positionally defined elements. Each element in an array is accessed via its index, which indicates its position within the structure. This positional significance allows programmers to efficiently manipulate data and perform operations like sorting and searching. For instance, if we want to find a specific value in an array, knowing its positionally defined index allows us to access it directly, saving time and resources.Moreover, in the context of language and communication, the positionally defined placement of words in a sentence can alter meaning. Consider the sentences "The cat chased the mouse" and "The mouse chased the cat." The same words are used, but their positionally defined arrangement leads to entirely different interpretations. This highlights the importance of syntax and grammar in conveying clear messages.In conclusion, the term positionally encompasses a wide range of applications across various fields. Whether in mathematics, physics, computer science, or linguistics, understanding the significance of position can enhance our comprehension of complex systems and improve our problem-solving abilities. By recognizing the positionally defined relationships between elements, we can better navigate the intricacies of both the physical and abstract worlds. Thus, the concept of being positionally aware is not just a technical notion but a fundamental aspect of understanding and interacting with the world around us.

在数学和物理的领域，位置的概念通常至关重要。术语positionally指的是某物相对于其他物体或在给定框架内的排列或位置。这一思想不仅可以应用于物理对象，也可以应用于计算机科学中的抽象概念或数学方程中的元素。理解事物是如何在positionally定义的上下文中组织的，可以为我们提供更深入的洞察力，了解它们的行为和相互作用。例如，考虑数字在序列中的排列。当我们说一个数字是“positionally重要的”时，我们的意思是它的值是由在序列中的位置决定的。在数学中，序列{3, 5, 7}中的数字5与序列{1, 2, 5, 4}中的数字5的意义不同。这说明同一个数字可以根据其在positionally定义的上下文具有不同的含义。同样，在物理学中，物体的位置可以极大地影响其运动和与其他物体的相互作用。例如，如果两辆车停得很近（positionally），它们碰撞的可能性就比停得远时要高。在这种情况下，理解两辆车之间的positionally定义的空间对于评估风险和确保安全至关重要。在数字世界中，数组等数据结构在很大程度上依赖于positionally定义的元素。数组中的每个元素都通过其索引进行访问，该索引指示其在结构中的位置。这种位置的重要性使程序员能够有效地操作数据并执行排序和搜索等操作。例如，如果我们想在数组中找到特定的值，知道其positionally定义的索引可以让我们直接访问它，从而节省时间和资源。此外，在语言和交流的背景下，单词在句子中的positionally定义的放置可以改变意思。考虑句子“猫追老鼠”和“老鼠追猫”。使用了相同的单词，但它们的positionally定义的排列导致了完全不同的解释。这突显了句法和语法在传达清晰信息中的重要性。总之，术语positionally涵盖了各个领域的广泛应用。无论是在数学、物理、计算机科学还是语言学中，理解位置的重要性可以增强我们对复杂系统的理解，并提高我们的解决问题的能力。通过识别元素之间的positionally定义的关系，我们可以更好地驾驭物理和抽象世界的复杂性。因此，具备positionally意识的概念不仅仅是一个技术性的概念，而是理解和与周围世界互动的基本方面。