deflection probability

简明释义

偏移概率

英英释义

例句

1.The simulation showed that the deflection probability 偏转概率 of the missile increased with speed.

模拟显示，导弹的deflection probability 偏转概率随着速度的增加而增加。

2.The deflection probability 偏转概率 of a comet passing near a planet is crucial for predicting its path.

彗星靠近行星时的deflection probability 偏转概率对于预测其轨迹至关重要。

3.In particle physics, the deflection probability 偏转概率 of a particle can determine how it interacts with magnetic fields.

在粒子物理学中，粒子的deflection probability 偏转概率可以决定它如何与磁场相互作用。

4.Engineers must calculate the deflection probability 偏转概率 when designing structures to withstand high winds.

工程师在设计能够承受强风的结构时，必须计算deflection probability 偏转概率。

5.In sports analytics, understanding the deflection probability 偏转概率 of a basketball shot can improve team strategies.

在体育分析中，理解篮球投篮的deflection probability 偏转概率可以提高团队策略。

作文

In the field of physics, particularly in mechanics and materials science, understanding the concept of deflection probability is crucial for predicting how structures behave under various loads. Deflection probability refers to the likelihood that a material or structure will bend or deform when subjected to external forces. This phenomenon is not just limited to large structures like bridges and buildings; it also applies to smaller components such as beams and plates used in engineering applications.When engineers design structures, they must consider the deflection probability to ensure safety and functionality. For example, if a bridge is expected to carry heavy traffic, the engineers would calculate the potential deflection of the bridge under load. A high deflection probability means that the structure could bend significantly, which may lead to structural failure or excessive vibrations that could be uncomfortable for users.The calculation of deflection probability involves various factors, including material properties, cross-sectional geometry, and the type of loading applied. Materials with high stiffness, such as steel, exhibit lower deflection probability compared to more flexible materials like rubber. The geometry of the structure also plays a significant role; for instance, a wider beam will generally have a lower deflection probability than a narrower one under the same load conditions.Furthermore, the type of loading—whether it is static or dynamic—affects the deflection probability. Static loads, such as the weight of a building, are constant over time, while dynamic loads, such as wind or seismic activity, can change rapidly. Structures must be designed to withstand both types of loads, which requires a thorough analysis of their deflection probability.In addition to engineering applications, the concept of deflection probability is relevant in other fields, such as meteorology and astrophysics. For instance, meteorologists might use the idea of deflection probability when studying the paths of storms or tornadoes, as these phenomena can deviate from their expected trajectories due to various atmospheric conditions. Similarly, astrophysicists may analyze the deflection probability of light from distant stars as it passes near massive objects, a phenomenon known as gravitational lensing.Understanding deflection probability is essential for making informed decisions in design and analysis. By accurately predicting how a structure will respond to loads, engineers can create safer and more efficient designs. Moreover, advancements in computational methods and materials science continue to enhance our ability to assess deflection probability, leading to innovations in engineering practices.In conclusion, the concept of deflection probability is a fundamental aspect of structural analysis that has wide-ranging implications across various fields. It is imperative for engineers and scientists to grasp this concept fully to ensure the safety and effectiveness of their designs. As technology evolves, the tools available for analyzing deflection probability will continue to improve, allowing for even more precise predictions and innovative solutions to complex engineering challenges.

在物理学，特别是力学和材料科学领域，理解偏转概率的概念对于预测结构在各种载荷下的行为至关重要。偏转概率指的是材料或结构在受到外部力作用时弯曲或变形的可能性。这种现象不仅限于大型结构，如桥梁和建筑物；它也适用于工程应用中使用的小型组件，如梁和板。当工程师设计结构时，必须考虑偏转概率以确保安全性和功能性。例如，如果一座桥预计将承载重型交通，工程师会计算桥在载荷下的潜在偏转。高偏转概率意味着结构可能会显著弯曲，这可能导致结构失效或过度振动，使用户感到不适。偏转概率的计算涉及各种因素，包括材料特性、截面几何形状和施加的载荷类型。具有高刚度的材料，如钢，在相同条件下表现出较低的偏转概率，而更柔韧的材料如橡胶则表现出较高的偏转概率。结构的几何形状也起着重要作用；例如，在相同载荷条件下，宽梁通常比窄梁具有较低的偏转概率。此外，载荷的类型——无论是静态还是动态——都会影响偏转概率。静态载荷，例如建筑物的重量，是随时间保持不变的，而动态载荷，如风或地震活动，则可能迅速变化。结构必须设计成能够承受这两种类型的载荷，这需要对其偏转概率进行全面分析。除了工程应用外，偏转概率的概念在气象学和天体物理学等其他领域也相关。例如，气象学家在研究风暴或龙卷风的路径时，可能会使用偏转概率的想法，因为这些现象由于各种大气条件可能会偏离预期轨迹。同样，天体物理学家在分析光线从遥远星星经过巨大物体时的偏转概率，这种现象称为引力透镜效应。理解偏转概率对做出明智的设计和分析决策至关重要。通过准确预测结构在载荷下的响应，工程师可以创建更安全、更高效的设计。此外，计算方法和材料科学的进步继续增强我们评估偏转概率的能力，从而推动工程实践的创新。总之，偏转概率的概念是结构分析的基本方面，在各个领域都有广泛的影响。工程师和科学家必须充分掌握这一概念，以确保他们设计的安全性和有效性。随着技术的发展，用于分析偏转概率的工具将继续改进，从而允许更精确的预测和对复杂工程挑战的创新解决方案。