absolute scale

简明释义

1. 绝对标尺; 2. 绝对标度; 3. 绝对温标; 4. 开尔文温标; 5. 开氏温标; 6. 开氏温标现用thermodynamicscale;

英英释义

例句

1.When comparing weights, it's essential to use an absolute scale 绝对秤 rather than a relative one.

在比较重量时，使用绝对秤 absolute scale而不是相对秤是至关重要的。

2.The absolute scale 绝对尺度 of measurement is crucial for scientific experiments.

测量的绝对尺度 absolute scale对科学实验至关重要。

3.In economics, an absolute scale 绝对尺度 can refer to the measurement of purchasing power.

在经济学中，绝对尺度 absolute scale可以指购买力的测量。

4.The concept of an absolute scale 绝对尺度 helps in establishing universal standards.

一个绝对尺度 absolute scale的概念有助于建立普遍标准。

5.In physics, temperature can be measured on an absolute scale 绝对温标, such as Kelvin.

在物理学中，温度可以在一个绝对温标 absolute scale上测量，例如开尔文。

作文

In the realm of science and mathematics, the concept of an absolute scale plays a crucial role in defining various measurements and phenomena. An absolute scale refers to a measurement system that is not relative to any other measurement. For example, temperature can be measured in degrees Celsius or Fahrenheit, which are relative scales. However, the Kelvin scale is considered an absolute scale because it starts at absolute zero, the point at which all molecular motion ceases. This fundamental characteristic makes the Kelvin scale essential in scientific research and applications where precision is paramount.Understanding the importance of an absolute scale is vital in fields such as physics and engineering. When scientists conduct experiments, they often require precise measurements to draw accurate conclusions. The use of an absolute scale ensures that the data collected is consistent and reliable, allowing researchers to compare results across different studies without the ambiguity that relative scales may introduce. For instance, when measuring energy levels in thermodynamics, using an absolute scale like Kelvin allows for more straightforward calculations and interpretations.Moreover, the concept of an absolute scale extends beyond the realm of physical sciences. In psychology, researchers might use an absolute scale to measure subjective experiences, such as pain intensity. By employing a scale that provides a fixed reference point, psychologists can quantify responses more effectively and analyze data with greater accuracy. This application underscores the versatility and necessity of absolute scales in various disciplines.In everyday life, we also encounter absolute scales, albeit less formally. For example, the pH scale is often used to measure acidity and alkalinity. While it may seem relative, the pH scale is logarithmic and has a defined range, making it a useful tool for assessing chemical properties in a standardized way. Understanding how to interpret an absolute scale in this context can help individuals make informed decisions regarding food, health, and environmental issues.The significance of absolute scales cannot be overstated, particularly in our increasingly data-driven world. As technology advances, the need for precise and standardized measurements becomes more critical. Industries such as pharmaceuticals, manufacturing, and environmental science rely heavily on absolute scales to ensure quality control and compliance with regulations. In these sectors, even the slightest deviation from an absolute scale can result in significant consequences, highlighting the need for rigorous adherence to these standards.In conclusion, the concept of an absolute scale is integral to both scientific inquiry and practical applications across various fields. Whether measuring temperature, psychological responses, or chemical properties, the use of absolute scales provides a framework for understanding complex phenomena with clarity and precision. As we continue to explore and innovate, the reliance on absolute scales will undoubtedly play a pivotal role in shaping our understanding of the world around us. Embracing this concept will enable us to navigate challenges and make informed decisions backed by reliable data, ultimately fostering progress and knowledge in our society.

在科学和数学领域，绝对刻度的概念在定义各种测量和现象中起着至关重要的作用。绝对刻度指的是一种测量系统，它不依赖于任何其他测量。例如，温度可以用摄氏度或华氏度来测量，这些都是相对刻度。然而，开尔文刻度被认为是绝对刻度，因为它从绝对零度开始，绝对零度是所有分子运动停止的点。这一基本特征使得开尔文刻度在科学研究和需要精确度的应用中至关重要。理解绝对刻度的重要性对于物理学和工程等领域至关重要。当科学家进行实验时，他们通常需要精确的测量来得出准确的结论。使用绝对刻度确保收集的数据是一致和可靠的，使研究人员能够在不同研究之间比较结果，而不会引入相对刻度可能带来的模糊性。例如，在热力学中测量能量水平时，使用像开尔文这样的绝对刻度可以让计算和解释更为简单明了。此外，绝对刻度的概念超越了物理科学的范围。在心理学中，研究人员可能会使用绝对刻度来测量主观体验，例如疼痛强度。通过采用提供固定参考点的刻度，心理学家可以更有效地量化反应，并更准确地分析数据。这一应用突显了绝对刻度在各个学科中的多样性和必要性。在日常生活中，我们也会遇到绝对刻度，尽管形式不那么正式。例如，pH刻度常用于测量酸性和碱性。虽然它看似相对，但pH刻度是对数刻度，并具有定义范围，使其成为以标准化方式评估化学性质的有用工具。理解如何解释此上下文中的绝对刻度可以帮助个人在食品、健康和环境问题上做出明智的决定。绝对刻度的重要性不容小觑，特别是在我们日益数据驱动的世界中。随着技术的进步，对精确和标准化测量的需求变得愈发重要。制药、制造和环境科学等行业在很大程度上依赖于绝对刻度来确保质量控制和遵守法规。在这些领域，即使是与绝对刻度的微小偏差也可能导致重大后果，突显了严格遵守这些标准的必要性。总之，绝对刻度的概念在科学探究和各种领域的实际应用中是不可或缺的。无论是测量温度、心理反应还是化学性质，使用绝对刻度都为理解复杂现象提供了清晰而精确的框架。随着我们继续探索和创新，对绝对刻度的依赖无疑将在塑造我们对周围世界的理解方面发挥关键作用。接受这一概念将使我们能够应对挑战，并做出基于可靠数据的明智决策，最终推动社会的进步和知识的增长。