packing number

简明释义

包装编号

英英释义

例句

1.To track your order, you will need the packing number 包装编号 provided in the confirmation email.

要跟踪您的订单，您需要在确认邮件中提供的packing number 包装编号。

2.Each box has a unique packing number 包装编号 for inventory management.

每个箱子都有一个独特的packing number 包装编号用于库存管理。

3.The delivery service requires a specific packing number 包装编号 for each shipment.

快递服务要求每个货物都有特定的packing number 包装编号。

4.The warehouse manager checked the packing number 包装编号 before loading the truck.

仓库经理在装载卡车之前检查了packing number 包装编号。

5.Please include the packing number 包装编号 on the invoice to avoid confusion.

请在发票上注明packing number 包装编号以避免混淆。

作文

In the field of mathematics and computer science, the concept of a packing number is quite significant. A packing number refers to the maximum number of non-overlapping objects that can fit into a given space or volume. This concept is particularly important in optimization problems, where one seeks to make the best use of available resources. For instance, consider a scenario where a company needs to pack its products into boxes for shipment. The packing number would help determine how many items can be efficiently packed without wasting space. This not only saves costs but also improves efficiency in logistics.The idea of packing number can be applied in various fields, including logistics, manufacturing, and even in everyday life. For example, when packing for a trip, understanding the packing number of your luggage can help you maximize space. By knowing how many items can fit into your suitcase, you can plan accordingly and avoid overpacking or underpacking.Mathematically, the packing number can be calculated using different algorithms, depending on the shapes and sizes of the objects involved. In geometry, for instance, researchers might look at how circles can be packed within a larger circle. The packing number in this context would indicate the maximum number of smaller circles that can fit inside the larger one without overlapping. This problem has fascinated mathematicians for centuries and has led to numerous discoveries in the field of discrete geometry.Moreover, the concept of a packing number is not limited to physical objects. It can also apply to abstract concepts, such as data storage. In computing, the packing number could refer to the optimal arrangement of data blocks on a hard drive. Efficiently utilizing space on a drive can enhance performance and storage capacity, which is crucial in today's data-driven world.In conclusion, the packing number is a versatile and essential concept that finds applications across various domains. Whether in logistics, geometry, or data storage, understanding the packing number allows individuals and organizations to optimize their resources effectively. By mastering this concept, one can improve efficiency and productivity, making it a valuable skill in both professional and personal contexts. As we continue to face challenges related to space and resource management, the importance of the packing number will only grow, highlighting the need for continued exploration and understanding of this fascinating mathematical principle.

在数学和计算机科学领域，packing number的概念非常重要。packing number指的是可以放入给定空间或体积中的非重叠物体的最大数量。这个概念在优化问题中尤为重要，因为人们试图最好地利用可用资源。例如，考虑一个公司需要将产品打包到箱子中进行运输的场景。packing number将帮助确定可以高效打包多少物品，而不会浪费空间。这不仅节省了成本，还提高了物流效率。packing number的想法可以应用于多个领域，包括物流、制造业，甚至日常生活。例如，在旅行时，了解行李的packing number可以帮助你最大化空间。通过知道多少物品可以放入你的行李箱，你可以相应地进行计划，避免过度打包或打包不足。在数学上，packing number可以使用不同的算法进行计算，具体取决于涉及的物体的形状和大小。在几何学中，例如，研究人员可能会研究圆形如何在一个更大的圆形内打包。在这种情况下，packing number将指示可以在不重叠的情况下适合在较大圆内的小圆的最大数量。这个问题几个世纪以来一直吸引着数学家，并导致了离散几何领域的许多发现。此外，packing number的概念并不限于物理对象。它也可以应用于抽象概念，例如数据存储。在计算中，packing number可以指硬盘上数据块的最佳排列。有效利用硬盘上的空间可以提高性能和存储能力，这在当今数据驱动的世界中至关重要。总之，packing number是一个多用途且重要的概念，在各个领域都有应用。无论是在物流、几何还是数据存储中，理解packing number都可以让个人和组织有效地优化资源。通过掌握这一概念，人们可以提高效率和生产力，使其在职业和个人环境中成为一项宝贵的技能。随着我们继续面临与空间和资源管理相关的挑战，packing number的重要性只会增加，突显了继续探索和理解这一迷人数学原理的必要性。