nomogram

简明释义

英[ˈnɒməˌɡræm]美[ˈnɑːməˌɡræm]

n. 诺模图；列线图；计算图表

英英释义

单词用法

同义词

反义词

例句

1.Methods of identification and prediction of tolerance time in cold water using thermal manikin and nomogram were introduced, and several representative personal sea survival anti exposure eq…

并介绍了利用暖体假人、诺谟图等预测耐受时间的方法和几种有代表性的抗浸防寒服装备。

2.Methods of identification and prediction of tolerance time in cold water using thermal manikin and nomogram were introduced, and several representative personal sea survival anti exposure eq…

并介绍了利用暖体假人、诺谟图等预测耐受时间的方法和几种有代表性的抗浸防寒服装备。

3.In this paper is proposed a method for preparing alignment nomogram based on pitot tube experiment in gas flux measurement.

本文提出了一种基于皮托管测量气体通量实验，制备列线图的方法。

4.As the Nomogram was made, it provided a more simple and convenient method for estimating the lean yield.

列线图的制作为估算瘦肉量提供了更简便的方法。

5.According to maximal pressure Angle and nomogram 4 or 5 determine the minimum CAM size.

按最大压力角和图线(4)或(5)决定凸轮最小尺寸。

6.We can use soil erosion model and nomogram to calculate soil erodibility.

可以使用土壤侵蚀模型与诺谟图计算土壤可蚀性。

7.The engineer used a nomogram 标定图 to quickly determine the load capacity of the bridge.

工程师使用了一个nomogram 标定图 来快速确定桥梁的承载能力。

8.In medical settings, a nomogram 标定图 can help predict patient outcomes based on various clinical parameters.

在医疗环境中，nomogram 标定图 可以帮助预测患者基于各种临床参数的结果。

9.The architect referred to a nomogram 标定图 to calculate the optimal dimensions for the building's windows.

建筑师参考了一个nomogram 标定图 来计算建筑窗户的最佳尺寸。

10.Using a nomogram 标定图, the technician was able to estimate the required dosage of medication for the patient.

技术人员使用nomogram 标定图 能够估算患者所需的药物剂量。

11.A nomogram 标定图 simplifies complex calculations into a visual format that is easier to interpret.

一个nomogram 标定图 将复杂的计算简化为更容易理解的视觉格式。

作文

In the field of mathematics and engineering, tools that simplify complex calculations are invaluable. One such tool is the nomogram, which is a graphical representation of a mathematical relationship between different variables. By using a nomogram, engineers and scientists can quickly find solutions to equations without the need for extensive calculations. This not only saves time but also reduces the potential for errors that can occur during manual calculations. The nomogram consists of several scales aligned in a way that allows users to connect points on these scales to obtain the desired result. For instance, if one needs to calculate the pressure drop in a pipe system, a nomogram can provide the necessary values by simply drawing a straight line between known quantities on its scales. The history of the nomogram dates back to the early 20th century, when it was first introduced as a method to aid in scientific calculations. Since then, it has been widely adopted in various fields, including medicine, aviation, and engineering. In medicine, for example, nomograms are used to estimate dosages of medications based on patient characteristics such as weight and age. This helps healthcare professionals make informed decisions quickly, improving patient care. One of the key advantages of using a nomogram is its ability to present complex relationships in a simplified manner. Users do not need to understand the underlying mathematics in depth; they simply need to know how to read the scales and draw lines. This accessibility makes nomograms an excellent educational tool as well, helping students visualize mathematical concepts in a practical context. However, while nomograms are incredibly useful, they also have limitations. They are often specific to particular conditions or ranges of values, meaning that a nomogram created for one scenario may not be applicable to another. Additionally, with the advent of digital technology, many calculations that once relied on nomograms can now be performed using software applications. Despite this, nomograms remain relevant, especially in situations where quick, visual answers are needed, and access to technology is limited. In conclusion, the nomogram serves as a powerful tool in various disciplines, facilitating quick and accurate calculations through its graphical representation of mathematical relationships. As we continue to advance technologically, it is important to recognize the enduring value of traditional methods like the nomogram, which offer simplicity and efficiency in problem-solving. Whether in a classroom setting or a professional environment, understanding and utilizing nomograms can enhance our ability to analyze data and make informed decisions effectively.

在数学和工程领域，简化复杂计算的工具是无价的。其中一个这样的工具是名义图，它是不同变量之间数学关系的图形表示。通过使用名义图，工程师和科学家可以快速找到方程的解，而无需进行大量计算。这不仅节省了时间，还减少了在手动计算过程中可能出现的错误。名义图由几个刻度组成，这些刻度以一种方式排列，使用户能够连接这些刻度上的点以获得所需的结果。例如，如果需要计算管道系统中的压力降，名义图可以通过简单地在其刻度上绘制一条直线提供必要的值。 名义图的历史可以追溯到20世纪初，当时它首次被引入作为帮助科学计算的方法。从那时起，它在医学、航空和工程等各个领域得到了广泛应用。例如，在医学中，名义图用于根据患者特征（如体重和年龄）估算药物剂量。这帮助医疗专业人员快速做出明智的决策，从而改善患者护理。 使用名义图的一个关键优点是它能够以简化的方式呈现复杂关系。用户不需要深入了解底层数学；他们只需知道如何读取刻度并绘制线条。这种可访问性使得名义图成为一个优秀的教育工具，帮助学生在实际背景中可视化数学概念。 然而，尽管名义图非常有用，但它们也有局限性。它们通常特定于特定条件或数值范围，这意味着为一种情况创建的名义图可能不适用于另一种情况。此外，随着数字技术的出现，许多曾经依赖于名义图的计算现在可以使用软件应用程序来执行。尽管如此，名义图仍然具有相关性，特别是在需要快速、视觉答案且对技术的访问有限的情况下。 总之，名义图在各个学科中作为一个强大的工具，通过其数学关系的图形表示促进快速准确的计算。随着我们继续在技术上进步，重要的是认识到传统方法如名义图的持久价值，它们在解决问题时提供了简单性和效率。无论是在课堂环境还是专业环境中，理解和利用名义图都可以增强我们有效分析数据和做出明智决策的能力。