non linear scale

简明释义

非线性标度

英英释义

例句

1.For better clarity, we chose to display the results on a non linear scale instead of a linear one.

为了更清晰地展示结果，我们选择使用非线性刻度而不是线性刻度。

2.The graph uses a non linear scale to better represent the exponential growth of the population over time.

该图使用非线性刻度来更好地表示人口随时间的指数增长。

3.The software allows users to create charts with a non linear scale for more accurate data visualization.

该软件允许用户创建具有非线性刻度的图表，以便更准确地可视化数据。

4.In this experiment, we applied a non linear scale to measure the intensity of light at different distances.

在这个实验中，我们应用了非线性刻度来测量不同距离下的光强度。

5.Using a non linear scale can help highlight the differences in data that a linear scale might overlook.

使用非线性刻度可以帮助突出数据中线性刻度可能忽视的差异。

作文

In the world of mathematics and data visualization, understanding the concept of a non linear scale is crucial. A non linear scale refers to a type of measurement scale where the intervals between values are not consistent. Unlike a linear scale, which has equal distances between points, a non linear scale can vary significantly. This variability allows for a more nuanced representation of data, especially in cases where changes in value are exponential or logarithmic rather than additive.For instance, consider the Richter scale used for measuring the magnitude of earthquakes. Each whole number increase on the scale represents a tenfold increase in measured amplitude and roughly 31.6 times more energy release. Thus, the difference between a magnitude 5.0 and 6.0 earthquake is not just one unit; it reflects a significant increase in energy, illustrating the nature of a non linear scale.Similarly, in economics, the concept of utility can also be represented using a non linear scale. As people's income increases, the additional satisfaction they derive from each extra dollar tends to decrease. This phenomenon is known as diminishing marginal utility, which cannot be accurately depicted using a linear scale. Instead, a non linear scale provides a clearer picture of how individuals perceive value at different income levels.In graphical representations, non linear scales are often employed to better illustrate relationships that do not follow a straight line. For example, in a graph showing population growth over time, a non linear scale might be used to illustrate the rapid increase in population during certain periods, while other periods may show slow growth. This allows viewers to quickly grasp the significant changes without misunderstanding the data due to misleading linear intervals.Moreover, scientific fields such as biology and chemistry often utilize non linear scales to represent complex relationships. For example, the pH scale, which measures acidity or alkalinity, is logarithmic. A change of one pH unit corresponds to a tenfold change in hydrogen ion concentration. Therefore, using a non linear scale is essential to accurately convey the implications of these measurements.In conclusion, the use of a non linear scale is vital in various disciplines to represent data accurately and meaningfully. Whether in natural sciences, economics, or any field that requires the analysis of complex relationships, understanding how to interpret non linear scales can lead to better insights and informed decision-making. As we continue to gather and analyze data in our increasingly complex world, mastering the concept of non linear scales will be indispensable for anyone looking to understand and communicate information effectively.

在数学和数据可视化的世界中，理解“非线性刻度”的概念至关重要。“非线性刻度”指的是一种测量刻度，其中数值之间的间隔并不一致。与具有相等距离的线性刻度不同，“非线性刻度”的间隔可能会有显著变化。这种变化允许对数据进行更细致的表示，特别是在数值变化是指数或对数而不是加法的情况下。例如，考虑用于测量地震强度的里氏震级。震级每增加一个整数，代表测量幅度的十倍增加，释放的能量大约增加31.6倍。因此，震级5.0和6.0之间的差异不仅仅是一个单位；它反映了能量的显著增加，说明了“非线性刻度”的特性。同样，在经济学中，效用的概念也可以使用“非线性刻度”来表示。随着人们收入的增加，他们从每一额外美元中获得的额外满足感往往会减少。这种现象被称为边际效用递减，无法使用线性刻度准确描绘。相反，“非线性刻度”提供了更清晰的图景，展示了个人在不同收入水平下如何感知价值。在图形表示中，通常使用“非线性刻度”来更好地说明不遵循直线关系的关系。例如，在显示某一时期人口增长的图表中，可能会使用“非线性刻度”来说明某些时期人口的快速增长，而其他时期可能显示缓慢增长。这使观众能够快速理解显著变化，而不会因误导性的线性间隔而误解数据。此外，生物学和化学等科学领域常常利用“非线性刻度”来表示复杂关系。例如，pH值刻度用于测量酸碱度，是对数型的。pH单位的变化对应于氢离子浓度的十倍变化。因此，使用“非线性刻度”对于准确传达这些测量的含义至关重要。总之，在各个学科中使用“非线性刻度”对于准确和有意义地表示数据至关重要。无论是在自然科学、经济学，还是任何需要分析复杂关系的领域，理解如何解释“非线性刻度”都可以带来更好的洞察力和明智的决策。随着我们在日益复杂的世界中不断收集和分析数据，掌握“非线性刻度”的概念对于任何希望有效理解和传达信息的人来说都是不可或缺的。