nonuniform field

简明释义

不均匀场

英英释义

例句

1.In electromagnetism, a nonuniform field 非均匀场 can cause charged particles to move in unpredictable ways.

在电磁学中，非均匀场 nonuniform field 会导致带电粒子以不可预测的方式运动。

2.The simulation showed how a nonuniform field 非均匀场 affects the distribution of temperature in a fluid.

模拟显示了< span>非均匀场 nonuniform field 如何影响流体中的温度分布。

3.When analyzing magnetic fields, scientists often encounter a nonuniform field 非均匀场 that varies with position.

在分析磁场时，科学家们经常遇到位置变化的非均匀场 nonuniform field。

4.In the study of materials, a nonuniform field 非均匀场 can lead to stress concentrations that affect material properties.

在材料研究中，非均匀场 nonuniform field 会导致应力集中，从而影响材料特性。

5.The design of sensors requires an understanding of how a nonuniform field 非均匀场 influences readings.

传感器的设计需要理解非均匀场 nonuniform field 如何影响读数。

作文

In the realm of physics and engineering, the concept of a nonuniform field plays a crucial role in understanding various phenomena. A nonuniform field refers to a field in which the strength or intensity varies from one point to another. This is contrary to a uniform field, where the properties remain constant throughout the space. For instance, consider the gravitational field around a planet. The strength of gravity is stronger at the surface and decreases with altitude. This variation exemplifies a nonuniform field in action.The implications of nonuniform fields are significant in multiple applications. In electrical engineering, for example, the electric field generated by a charged object is typically nonuniform. The closer you are to the charge, the stronger the electric field. This characteristic is essential when designing circuits and understanding how charges interact with each other in different regions of space.Moreover, in fluid dynamics, the velocity field of a fluid can also be described as nonuniform when the speed of the fluid changes with position. This nonuniformity can lead to complex flow patterns that are critical to study in order to predict the behavior of fluids in various scenarios, such as in aerodynamics or hydrodynamics.Understanding nonuniform fields is not limited to physical sciences; it extends into other areas such as economics and social sciences. For example, in economics, resource distribution across different regions can be considered a nonuniform field. Wealth, healthcare access, and education quality often vary greatly from one area to another, creating disparities that require targeted policy interventions.In addition to practical applications, the study of nonuniform fields also presents theoretical challenges. Mathematically, analyzing a nonuniform field often involves complex equations and models that account for the variations in intensity or strength. Researchers must employ advanced calculus and differential equations to accurately describe these fields and predict their behavior under various conditions.In conclusion, the concept of a nonuniform field is fundamental across various disciplines, aiding our understanding of natural phenomena and human systems alike. Whether it is in physics, engineering, economics, or beyond, recognizing the characteristics of nonuniform fields allows us to develop better models, make informed decisions, and ultimately improve our understanding of the world around us. As we continue to explore these fields, both literally and metaphorically, we uncover new insights that can drive innovation and progress in countless domains.

在物理和工程领域，非均匀场的概念在理解各种现象中起着至关重要的作用。非均匀场是指在该场中，强度或强度从一个点到另一个点变化的场。这与均匀场相反，在均匀场中，属性在整个空间中保持不变。例如，考虑行星周围的引力场。重力在表面上更强，随着高度的增加而减弱。这种变化例证了非均匀场的作用。非均匀场的含义在多个应用中都很重要。例如，在电气工程中，由带电物体产生的电场通常是非均匀的。您离电荷越近，电场就越强。这种特性在设计电路和理解电荷在不同空间区域如何相互作用时至关重要。此外，在流体动力学中，流体的速度场也可以被描述为非均匀的，当流体的速度随位置变化时。这种非均匀性可能导致复杂的流动模式，这些模式在预测流体在各种情况下的行为（例如在空气动力学或水动力学中）时至关重要。理解非均匀场不仅限于物理科学；它扩展到经济学和社会科学等其他领域。例如，在经济学中，不同地区的资源分配可以被视为非均匀场。财富、医疗保健的可及性和教育质量常常在一个地区与另一个地区之间存在很大差异，造成需要有针对性的政策干预的不平等。除了实际应用外，非均匀场的研究还提出了理论挑战。在数学上，分析非均匀场通常涉及复杂的方程和模型，这些模型考虑了强度或强度的变化。研究人员必须利用高级微积分和微分方程来准确描述这些场，并预测它们在各种条件下的行为。总之，非均匀场的概念在各个学科中都是基础，帮助我们理解自然现象和人类系统。不论是在物理、工程、经济学还是其他领域，认识到非均匀场的特征使我们能够开发更好的模型，做出明智的决策，并最终改善我们对周围世界的理解。随着我们继续探索这些领域，无论是字面上还是隐喻上，我们发现的新见解可以推动无数领域的创新和进步。