immersed volume

简明释义

浸水容积

英英释义

例句

1.In fluid dynamics, the immersed volume plays a crucial role in determining flow patterns.

在流体动力学中，浸没体积在确定流动模式中起着至关重要的作用。

2.To calculate the buoyancy, we need to know the immersed volume of the object.

要计算浮力，我们需要知道物体的浸没体积。

3.Engineers must consider the immersed volume when designing underwater structures.

工程师在设计水下结构时必须考虑浸没体积。

4.The immersed volume of the boat determines how much weight it can carry safely.

船只的浸没体积决定了它可以安全承载多少重量。

5.The immersed volume of water displaced by the submerged cylinder was measured.

被淹没的圆柱体所排开的水的浸没体积被测量。

作文

Understanding the concept of immersed volume is crucial in various scientific fields, particularly in fluid mechanics and engineering. The term refers to the volume of an object that is submerged in a fluid, which can significantly influence the buoyancy and stability of the object. When an object is placed in a fluid, it displaces a volume of fluid equal to its own immersed volume. This principle is governed by Archimedes' principle, which states that the upward buoyant force experienced by an object submerged in a fluid is equal to the weight of the fluid that the object displaces. To illustrate this concept, consider a simple example of a wooden block floating in water. The portion of the block that is below the waterline represents its immersed volume. If the block is denser than water, it will sink until it reaches a point where the weight of the water displaced equals the weight of the block. Conversely, if the block is less dense than water, it will float with a certain amount of its volume above the water surface, while the submerged part still contributes to the immersed volume. This balance between the weight of the block and the buoyant force acting upon it is essential for understanding how different materials interact with fluids.In engineering applications, calculating the immersed volume becomes vital when designing ships, submarines, or any floating structures. Engineers need to ensure that the vessels have adequate buoyancy to support their weight and maintain stability in various conditions. By accurately determining the immersed volume, they can predict how much cargo a ship can carry without risking capsizing or sinking. Additionally, the immersed volume is essential for calculating the center of gravity and the metacentric height, which are critical parameters in naval architecture.Moreover, the concept of immersed volume is not limited to solid objects; it also applies to gases and liquids. For instance, when a balloon filled with helium is submerged in water, the volume of water displaced by the submerged portion of the balloon represents its immersed volume. This interaction can help us understand how different gases behave when introduced into a fluid environment, which has implications in various scientific and industrial processes.In conclusion, the term immersed volume plays a significant role in understanding the principles of buoyancy and fluid dynamics. Whether it is in the context of designing ships or studying the behavior of different materials in fluids, grasping the concept of immersed volume allows scientists and engineers to make informed decisions. By leveraging this knowledge, we can enhance the efficiency and safety of various applications, from transportation to environmental science. As we continue to explore the interactions between solids and fluids, the significance of immersed volume will undoubtedly remain a cornerstone of our understanding.

理解浸没体积的概念在各个科学领域中至关重要，特别是在流体力学和工程学中。这个术语指的是一个物体浸没在流体中所占据的体积，这会显著影响物体的浮力和稳定性。当一个物体被放置在流体中时，它排开的流体体积等于它自身的浸没体积。这一原理由阿基米德原理支配，该原理指出，浸没在流体中的物体所经历的向上浮力等于物体排开的流体的重量。为了说明这一概念，可以考虑一个简单的例子：一个木块漂浮在水中。水线以下的部分代表了它的浸没体积。如果木块的密度大于水的密度，它将下沉，直到达到一个点，在这个点上排开的水的重量等于木块的重量。相反，如果木块的密度小于水的密度，它将漂浮，其中一部分体积高出水面，而浸没的部分仍然对浸没体积产生贡献。这种木块的重量与作用于它的浮力之间的平衡对于理解不同材料如何与流体相互作用至关重要。在工程应用中，计算浸没体积在设计船只、潜艇或任何漂浮结构时变得至关重要。工程师需要确保船只具有足够的浮力来支撑其重量，并在各种条件下保持稳定。通过准确确定浸没体积，他们可以预测一艘船可以承载多少货物而不冒沉没或倾覆的风险。此外，浸没体积对于计算重心和横倾高度也是至关重要的，这些都是海洋建筑学中的关键参数。此外，浸没体积的概念不仅限于固体物体；它也适用于气体和液体。例如，当一个充满氦气的气球浸没在水中时，气球浸没部分排开的水的体积代表其浸没体积。这种相互作用可以帮助我们理解不同气体在流体环境中引入时的行为，这在各种科学和工业过程中都有重要意义。总之，术语浸没体积在理解浮力和流体动力学原理中起着重要作用。无论是在设计船只还是研究不同材料在流体中的行为，掌握浸没体积的概念使科学家和工程师能够做出明智的决策。通过利用这一知识，我们可以提高各种应用的效率和安全性，从运输到环境科学。随着我们继续探索固体与流体之间的相互作用，浸没体积的重要性无疑将继续成为我们理解的基石。