nonhomogeneous

简明释义

英[ˌnɒnˌhɒməˈdʒiːnɪəs]美[ˈnɑːnhoʊməˈdʒɪnjəs]

adj. [数] 非齐次的；非均质的；多相的

英英释义

单词用法

同义词

反义词

例句

1.The purpose of this is to study the mixing property of hidden nonhomogeneous Markov models.

本文的主要目的是研究隐非齐次马尔可夫模型的混合性。

2.This article is going to study the convergence and rate of convergence about nonhomogeneous Markov chains.

本文主要研究非齐次马氏链的收敛及收敛速度。

3.In the third chapter, we study the rate of convergence of nonhomogeneous Markov chains and the absolute average strong ergodic.

第三章研究一类非齐次马氏链的收敛速度及绝对平均强遍历性。

4.And the exact analytical solutions are derived for nonhomogeneous isotropic functional graded material plate under two loading conditions.

推导了两种受力情况下各相同性功能梯度材料薄板的应力解析解。

5.This paper puts great emphasis on the investigation of STAP filtering and target detection in nonhomogeneous environment.

本文着重研究的就是非均匀样本或称环境下的STAP滤波及目标检测。

6.Inversion of dual induction logging measurements belongs to the category of electromagnetic inverse scattering in nonhomogeneous media.

双感应测井在油田现场应用非常普遍，其数据反演属于非均匀介质中电磁波逆散射问题范畴。

7.Glutenins exist as nonhomogeneous macropolymers formed by intra- or inter- disulfide-bonded linkage and aggregate to form the gluten network.

麦谷蛋白是一种非均质的大分子聚合体，能形成分子内和分子间的二硫键，容易发生聚集作用，能形成大分子面筋网络。

8.CFAR target detection method is proposed for nonhomogeneous environment in UWBSAR image with variability index and order-statistics CFAR detection.

针对UWBSAR图像中的非均匀背景目标检测问题，提出了一种CFAR检测方法。

9.The statistical analysis revealed that the sample was nonhomogeneous, affecting the validity of the results.

统计分析显示样本是非均匀的，影响了结果的有效性。

10.In geology, the study of nonhomogeneous rock formations helps scientists understand the Earth's history.

在地质学中，对非均匀的岩石构造的研究帮助科学家理解地球的历史。

11.The material used in the construction of the bridge is nonhomogeneous, which means it has varying properties throughout its structure.

用于桥梁建设的材料是非均匀的，这意味着它在结构上具有不同的性质。

12.A nonhomogeneous mixture of liquids can result in different layers forming due to density differences.

液体的非均匀混合物可能由于密度差异而形成不同的层。

13.The nonhomogeneous distribution of resources can lead to economic disparities in the region.

资源的非均匀分布可能导致该地区的经济差异。

作文

In the study of materials and structures, the term nonhomogeneous is often used to describe a system that does not possess uniform properties throughout its entirety. This concept is crucial in various fields such as engineering, physics, and materials science. A nonhomogeneous material may exhibit different mechanical, thermal, or electrical properties at different points within the same object. For example, consider a composite material made from two or more constituents. Each component may have distinct characteristics, leading to a nonhomogeneous distribution of strength and flexibility. Understanding nonhomogeneous materials is essential for engineers and designers. When creating structures, they must account for variations in material properties to ensure safety and performance. If a bridge is constructed using a nonhomogeneous material, engineers need to analyze how the differing properties will affect the overall stability of the structure under various loads and environmental conditions. Moreover, in the realm of geology, the Earth's crust is a prime example of a nonhomogeneous system. Different layers of soil and rock can vary significantly in composition, density, and strength. This heterogeneity affects not only the stability of buildings and infrastructure but also influences natural processes such as erosion and sedimentation. Geologists must understand these nonhomogeneous characteristics to predict geological behavior and mitigate risks associated with natural disasters like landslides and earthquakes. In mathematics, particularly in the context of differential equations, the term nonhomogeneous refers to equations that include terms without a clear relationship to the dependent variable. For instance, a nonhomogeneous linear equation might include a constant or a function that depends on independent variables. Solving such equations often requires specialized techniques that differ from those used for homogeneous equations, where all terms are proportional to the dependent variable. This distinction is vital for mathematicians and scientists who model complex systems. Furthermore, in the field of economics, markets can be described as nonhomogeneous when different segments exhibit varying behaviors and characteristics. For instance, consumer preferences may differ based on demographics, leading to a nonhomogeneous demand for products. Marketers must recognize these differences to tailor their strategies effectively, ensuring they meet the diverse needs of their target audience. In conclusion, the concept of nonhomogeneous is prevalent across various disciplines. Whether it pertains to materials, geological formations, mathematical equations, or market dynamics, recognizing and understanding the implications of nonhomogeneous systems is crucial. As we continue to explore and innovate in science and technology, the ability to navigate the complexities of nonhomogeneous elements will remain a fundamental skill. By embracing this complexity, we can develop more effective solutions and create a deeper understanding of the world around us.

在材料和结构的研究中，术语非均匀的常用于描述一个系统，其整个部分没有均匀的属性。这个概念在工程、物理学和材料科学等多个领域至关重要。一个非均匀的材料可能在同一物体的不同点上表现出不同的机械、热或电气特性。例如，考虑一种由两种或多种成分制成的复合材料。每个成分可能具有不同的特征，从而导致强度和柔韧性的非均匀的分布。理解非均匀的材料对工程师和设计师至关重要。在创建结构时，他们必须考虑材料属性的变化，以确保安全和性能。如果一座桥梁是用非均匀的材料建造的，工程师需要分析不同属性如何影响结构在各种负载和环境条件下的整体稳定性。此外，在地质学领域，地球的地壳就是一个非均匀的系统的典型例子。不同的土壤和岩石层在成分、密度和强度上可能有显著差异。这种异质性不仅影响建筑和基础设施的稳定性，还影响侵蚀和沉积等自然过程。地质学家必须理解这些非均匀的特征，以预测地质行为并减轻与自然灾害（如滑坡和地震）相关的风险。在数学中，特别是在微分方程的背景下，术语非均匀的指的是包含与因变量没有明确关系的项的方程。例如，一个非均匀的线性方程可能包括一个常数或一个依赖于自变量的函数。求解这样的方程通常需要与求解均匀方程不同的专门技术。这个区分对于建模复杂系统的数学家和科学家至关重要。此外，在经济学领域，当不同的市场细分表现出不同的行为和特征时，可以将市场描述为非均匀的。例如，消费者偏好可能因人口统计而异，导致产品的需求呈现非均匀的特征。营销人员必须认识到这些差异，以有效地调整他们的策略，确保满足目标受众的多样化需求。总之，非均匀的概念在各个学科中普遍存在。无论是涉及材料、地质构造、数学方程还是市场动态，识别和理解非均匀的系统的影响至关重要。随着我们继续在科学和技术方面探索和创新，驾驭非均匀的元素复杂性的能力将始终是一项基本技能。通过接受这种复杂性，我们可以开发更有效的解决方案，并加深对周围世界的理解。