inhomogeneous field
简明释义
非均匀场
英英释义
例句
1.In physics, the behavior of particles in an inhomogeneous field (不均匀场) can be complex and requires advanced calculations.
在物理学中,粒子在不均匀场中的行为可能是复杂的,需要高级计算。
2.The inhomogeneous field (不均匀场) in this region affects the propagation of electromagnetic waves.
该区域的不均匀场影响电磁波的传播。
3.The simulation showed how particles behave differently in an inhomogeneous field (不均匀场) compared to a homogeneous one.
模拟显示,与均匀场相比,粒子在不均匀场中的行为是不同的。
4.Researchers are studying the impact of an inhomogeneous field (不均匀场) on the growth patterns of certain plants.
研究人员正在研究不均匀场对某些植物生长模式的影响。
5.Engineers must consider the effects of an inhomogeneous field (不均匀场) when designing structures that will be subjected to varying loads.
工程师在设计将受到不同载荷影响的结构时,必须考虑不均匀场的影响。
作文
In the realm of physics and engineering, the concept of an inhomogeneous field is crucial for understanding various phenomena. An inhomogeneous field refers to a field in which the properties vary from one point to another. This can apply to various types of fields, such as gravitational, electric, or magnetic fields. For instance, in a gravitational field near a massive object like Earth, the strength of the field decreases with distance. Hence, it is not uniform, making it an inhomogeneous field. Understanding these variations is essential for accurately predicting how objects will behave in different environments.One practical example of an inhomogeneous field can be observed in the study of electromagnetic waves. When these waves travel through different media, their speed and direction can change based on the material's properties, leading to an inhomogeneous field of electromagnetic radiation. This is particularly important in telecommunications, where signals may weaken or distort as they pass through various obstacles. Engineers must account for these inhomogeneous fields when designing systems to ensure reliable communication.Furthermore, in the field of materials science, the concept of an inhomogeneous field plays a significant role in understanding stress distribution within materials. When a force is applied to a material, the internal stress does not always distribute evenly. Instead, it creates regions of varying stress levels, resulting in an inhomogeneous field. This understanding helps engineers design safer and more efficient structures by predicting failure points and optimizing material usage.Moreover, the implications of inhomogeneous fields extend into biological systems as well. For example, in the human body, the distribution of nutrients and oxygen can be considered an inhomogeneous field. Different tissues require different amounts of these essential elements, leading to variations in concentration across the body. Studying these inhomogeneous fields can help medical professionals understand how diseases progress and how to treat them effectively.In conclusion, the concept of an inhomogeneous field is fundamental in various scientific disciplines. It highlights the importance of recognizing that many systems do not operate uniformly. By understanding the nature of inhomogeneous fields, scientists and engineers can make more accurate predictions and create more effective solutions in their respective fields. Whether in physics, engineering, materials science, or biology, the variations within inhomogeneous fields shape the way we interact with and manipulate the world around us.
在物理和工程领域,非均匀场的概念对于理解各种现象至关重要。非均匀场是指在不同点上属性变化的场。这可以应用于各种类型的场,如引力场、电场或磁场。例如,在像地球这样的巨大物体附近,引力场的强度随着距离的增加而减小。因此,它不是均匀的,使其成为一个非均匀场。理解这些变化对于准确预测物体在不同环境中的行为至关重要。非均匀场的一个实际例子可以在电磁波的研究中观察到。当这些波通过不同介质传播时,由于材料特性的不同,它们的速度和方向可能会发生变化,从而导致电磁辐射的非均匀场。这在电信中尤为重要,因为信号在经过各种障碍物时可能会减弱或失真。工程师必须考虑这些非均匀场,以确保通信的可靠性。此外,在材料科学领域,非均匀场的概念在理解材料内部应力分布方面也发挥着重要作用。当对材料施加力时,内部应力并不总是均匀分布。相反,它在材料内部产生不同应力水平的区域,从而形成非均匀场。这种理解帮助工程师设计更安全、更高效的结构,通过预测故障点和优化材料使用来实现。此外,非均匀场的影响还扩展到生物系统。例如,在人体内,营养物质和氧气的分布可以被视为一个非均匀场。不同的组织需要不同量的这些基本元素,导致全身浓度的变化。研究这些非均匀场可以帮助医疗专业人员理解疾病的进展以及如何有效治疗它们。总之,非均匀场的概念在各个科学学科中都是基础。它强调了认识到许多系统并不均匀运作的重要性。通过理解非均匀场的性质,科学家和工程师可以在各自领域做出更准确的预测并创造更有效的解决方案。无论是在物理、工程、材料科学还是生物学中,非均匀场中的变化塑造了我们与周围世界的互动和操控方式。
相关单词