conversion coefficient

简明释义

转换系数

英英释义

例句

1.To convert kilometers to miles, you need to multiply by the conversion coefficient 转换系数 of 0.621371.

要将公里转换为英里，您需要乘以 转换系数 转换系数 0.621371。

2.The conversion coefficient 转换系数 for currency exchange can fluctuate based on market conditions.

货币兑换的 转换系数 转换系数 会根据市场情况波动。

3.In our physics experiment, we used a conversion coefficient 转换系数 to change joules into calories.

在我们的物理实验中，我们使用了一个 转换系数 转换系数 将焦耳转换为卡路里。

4.When calculating fuel efficiency, the conversion coefficient 转换系数 helps to switch between liters per 100km and miles per gallon.

在计算燃油效率时，转换系数 转换系数 有助于在每百公里升和每加仑英里之间切换。

5.The conversion coefficient 转换系数 for converting Celsius to Fahrenheit is 1.8.

将摄氏度转换为华氏度的 转换系数 转换系数 是1.8。

作文

In the realm of science and engineering, understanding various measurements is crucial for accurate calculations and effective communication. One important concept that often arises in these fields is the conversion coefficient, which refers to a numerical factor used to convert one unit of measurement into another. This term is particularly significant when dealing with different systems of measurement, such as converting kilometers to miles or Celsius to Fahrenheit. The conversion coefficient provides a standardized way to ensure that measurements are consistent and comparable across different contexts.For instance, consider the case of converting temperatures from Celsius to Fahrenheit. The formula for this conversion involves a specific conversion coefficient, which is derived from the relationship between the two temperature scales. To convert a temperature from Celsius (C) to Fahrenheit (F), one would use the formula F = C × 9/5 + 32. Here, the factor 9/5 serves as the conversion coefficient that allows us to translate the Celsius value into its Fahrenheit equivalent. Without this coefficient, it would be challenging to understand how temperatures relate to one another across different systems.The significance of the conversion coefficient extends beyond just temperature conversions. In the field of physics, for example, when dealing with measurements of distance, mass, or time, different units may be employed depending on the context. A physicist may need to convert meters to feet or kilograms to pounds, and the appropriate conversion coefficient must be applied to achieve accurate results. This ensures that calculations are valid and that findings can be communicated effectively within the scientific community.Moreover, in everyday life, we frequently encounter situations where conversion coefficients play a vital role. When traveling internationally, for example, understanding currency conversion is essential. Different countries use different currencies, and the conversion coefficient helps travelers determine how much their money is worth in another country. For instance, if the exchange rate between the US dollar and the euro is 1:0.85, then the conversion coefficient for this transaction would be 0.85. By applying this coefficient, travelers can make informed decisions about their spending abroad.In conclusion, the concept of the conversion coefficient is integral to various fields, from science and engineering to everyday practical applications. It serves as a bridge that connects different units of measurement, enabling accurate conversions and facilitating clear communication. Whether it is converting temperatures, distances, or currencies, the conversion coefficient provides the necessary framework for understanding and navigating the complexities of measurement. As our world becomes increasingly interconnected, mastering the use of conversion coefficients will undoubtedly remain an essential skill for individuals in both professional and personal contexts.

在科学和工程领域，理解各种测量对于准确计算和有效沟通至关重要。一个经常出现的重要概念是转换系数，它指的是用于将一种测量单位转换为另一种的数字因子。这个术语在处理不同测量系统时尤为重要，例如将公里转换为英里或将摄氏度转换为华氏度。转换系数提供了一种标准化的方法，以确保测量在不同上下文中是一致和可比较的。例如，考虑将摄氏温度转换为华氏温度的情况。这个转换的公式涉及一个特定的转换系数，该系数是从两个温度尺度之间的关系中得出的。要将摄氏温度（C）转换为华氏温度（F），可以使用公式F = C × 9/5 + 32。在这里，因子9/5作为转换系数，使我们能够将摄氏值翻译为其华氏等价物。如果没有这个系数，理解不同系统之间温度的关系将会非常困难。转换系数的重要性不仅仅限于温度转换。在物理学领域，例如，在处理距离、质量或时间的测量时，可能会根据上下文使用不同的单位。物理学家可能需要将米转换为英尺或千克转换为磅，而必须应用适当的转换系数以获得准确的结果。这确保了计算的有效性，并且研究结果可以在科学界有效地传播。此外，在日常生活中，我们经常遇到转换系数发挥重要作用的情况。例如，在国际旅行时，理解货币转换至关重要。不同国家使用不同的货币，而转换系数帮助旅行者确定他们的钱在另一个国家的价值。例如，如果美元与欧元的汇率为1:0.85，那么这笔交易的转换系数将是0.85。通过应用这个系数，旅行者可以做出明智的消费决策。总之，转换系数的概念在各个领域都至关重要，从科学和工程到日常实用应用。它充当连接不同测量单位的桥梁，使准确转换成为可能，并促进清晰的沟通。无论是转换温度、距离还是货币，转换系数都提供了理解和应对测量复杂性的必要框架。随着我们的世界变得越来越互联，掌握转换系数的使用无疑将继续成为个人在专业和个人环境中必不可少的技能。