additive process

简明释义

加色法

英英释义

例句

1.The production of pharmaceuticals often involves an additive process 加法过程 where various compounds are combined to enhance efficacy.

制药生产通常涉及一个加法过程 加法过程，在这个过程中各种化合物被结合以增强疗效。

2.In chemistry, reactions often follow an additive process 加法过程 where reactants combine to form products.

在化学中，反应通常遵循一个加法过程 加法过程，反应物结合形成产品。

3.The chef used an additive process 加法过程 to create a complex flavor profile by mixing different spices.

厨师使用加法过程 加法过程通过混合不同的香料来创造复杂的风味特征。

4.The artist's technique is based on an additive process 加法过程 of layering colors to achieve depth.

这位艺术家的技巧基于一个加法过程 加法过程，通过叠加颜色来达到深度效果。

5.In 3D printing, the additive process 加法过程 builds objects layer by layer from digital models.

在3D打印中，加法过程 加法过程根据数字模型逐层构建物体。

作文

In the realm of science and mathematics, the term additive process refers to a method of combining elements where the total is derived by adding individual components together. This concept is not only significant in theoretical frameworks but also finds practical applications across various fields such as economics, engineering, and even art. Understanding the additive process can enhance our comprehension of how systems work and how different parts contribute to a whole.For instance, in mathematics, an additive process can be observed in simple arithmetic operations. When we add numbers together, we are engaging in an additive process. For example, if we take the numbers 2, 3, and 5, the additive process allows us to find their sum by performing the operation: 2 + 3 + 5 = 10. This straightforward example illustrates the fundamental nature of addition and how it serves as a building block for more complex mathematical concepts.In economics, the additive process is used to analyze total outputs or revenues generated by multiple factors. For instance, if a company generates revenue from different products, understanding how each product contributes to total revenue can be analyzed through an additive approach. If Product A generates $100, Product B $200, and Product C $300, the total revenue can be calculated using the additive process: $100 + $200 + $300 = $600. This clarity helps businesses make informed decisions about resource allocation and investment.Engineering also employs the additive process in various ways, particularly in the design and construction of structures. Engineers often need to consider the cumulative effects of different forces acting on a structure. For example, when designing a bridge, engineers must account for the weight of the materials used, the load capacity, and environmental factors such as wind and seismic activity. By applying the additive process, they can ensure that the total stress on the bridge does not exceed its designed limits, thereby ensuring safety and functionality.Moreover, in the world of art and design, the additive process can be seen in how colors are combined. Artists often use the additive color model, which combines different colors of light to create new hues. For example, when red and green lights are combined, they produce yellow. This principle is crucial in digital media and photography, where understanding how colors mix can lead to more vibrant and appealing visuals.In conclusion, the additive process is a fundamental concept that transcends disciplines. It plays a crucial role in mathematics, economics, engineering, and art, among others. By recognizing how individual components combine to form a greater whole, we can better understand and navigate the complexities of various systems. Whether we are calculating sums, analyzing revenues, designing structures, or mixing colors, the additive process remains a vital tool in our quest for knowledge and creativity. Embracing this concept allows us to appreciate the interconnectedness of different elements in our world, leading to more informed decisions and innovative solutions.

在科学和数学的领域中，术语加法过程指的是一种结合元素的方法，其中总和是通过将各个组件相加得出的。这个概念不仅在理论框架中具有重要意义，而且在经济学、工程学甚至艺术等多个领域都有实际应用。理解加法过程可以增强我们对系统运作方式的理解，以及不同部分如何对整体产生贡献。例如，在数学中，加法过程可以在简单的算术运算中观察到。当我们将数字相加时，我们正在参与一个加法过程。例如，如果我们取数字2、3和5，加法过程使我们能够通过执行操作来找到它们的总和：2 + 3 + 5 = 10。这个简单的例子说明了加法的基本性质，以及它如何作为更复杂数学概念的基础。在经济学中，加法过程用于分析由多个因素产生的总输出或收入。例如，如果一家公司从不同的产品中产生收入，理解每种产品对总收入的贡献可以通过加法方法进行分析。如果产品A产生100美元，产品B产生200美元，产品C产生300美元，那么总收入可以使用加法过程计算：100美元 + 200美元 + 300美元 = 600美元。这种清晰性帮助企业做出有关资源分配和投资的明智决策。工程学也以各种方式运用加法过程，特别是在结构的设计和建造中。工程师经常需要考虑作用于结构的不同力量的累积效应。例如，在设计桥梁时，工程师必须考虑所用材料的重量、承载能力以及风和地震等环境因素。通过应用加法过程，他们可以确保桥梁上的总压力不超过其设计极限，从而确保安全和功能性。此外，在艺术和设计的世界中，加法过程可以在颜色组合中看到。艺术家通常使用加法色彩模型，将不同的光颜色结合以创建新的色调。例如，当红色和绿色光结合时，它们会产生黄色。这个原理在数字媒体和摄影中至关重要，理解颜色如何混合可以导致更生动和吸引人的视觉效果。总之，加法过程是一个超越学科的基本概念。它在数学、经济学、工程学和艺术等多个领域发挥着关键作用。通过认识到各个组件如何结合形成更大的整体，我们可以更好地理解和驾驭各种系统的复杂性。无论我们是在计算总和、分析收入、设计结构还是混合颜色，加法过程始终是我们追求知识和创造力的重要工具。接受这个概念使我们能够欣赏我们世界中不同元素的相互关联，从而导致更明智的决策和创新的解决方案。