proportional action

简明释义

比例动作

英英释义

例句

1.The insurance company calculated the premium increase as a proportional action 相应的行为 to the risk presented by the new policyholder.

保险公司将保费上涨计算为对新投保人所带来的风险的相应的行为。

2.The athlete's training regimen included proportional actions 相应的行为 tailored to their performance goals and physical condition.

运动员的训练计划包括针对他们的表现目标和身体状况量身定制的相应的行为。

3.In environmental policy, the government aims to implement proportional actions 相应的行为 to reduce carbon emissions based on industrial output.

在环境政策中，政府旨在根据工业产出实施相应的行为以减少碳排放。

4.In a legal context, the judge decided that the punishment should reflect the crime, ensuring that the sentence was a proportional action 相应的行为 to the severity of the offense.

在法律背景下，法官决定惩罚应反映犯罪，确保判刑是对罪行严重程度的相应的行为。

5.The project manager emphasized that any changes to the budget must be a proportional action 相应的行为 based on the project's scope.

项目经理强调，任何预算变更必须是基于项目范围的相应的行为。

作文

In the realm of physics and engineering, the concept of proportional action is fundamental to understanding how forces interact and how systems respond to various stimuli. Essentially, proportional action refers to the relationship between two quantities where a change in one quantity results in a corresponding change in another, maintaining a constant ratio. This principle is crucial in designing systems that require balance and efficiency.For instance, consider a simple lever system. When a force is applied at one end of the lever, the resulting movement at the other end is determined by the length of the lever arms and the amount of force exerted. If the lever arm on one side is twice as long as the other, applying a certain force will produce a movement that is twice as effective on the longer side. This is a clear example of proportional action, where the output is directly proportional to the input.In everyday life, we encounter proportional action in various forms. For instance, when driving a car, the acceleration of the vehicle is proportional to the pressure applied on the gas pedal. The harder you press, the faster the car accelerates. This relationship illustrates how proportional action governs our interactions with machines and tools, making it essential for safety and performance.Moreover, the concept extends beyond mechanical systems into fields like economics and social sciences. In economics, the law of demand states that, all else being equal, an increase in the price of a good will lead to a decrease in the quantity demanded, and vice versa. This inverse relationship can also be viewed through the lens of proportional action, as changes in price produce proportional changes in demand. Understanding this relationship helps businesses set prices strategically and optimize their sales strategies.In the context of environmental science, proportional action can be observed in the relationship between carbon emissions and global temperature rise. Research indicates that as carbon dioxide levels increase in the atmosphere, the average global temperature rises proportionally. This understanding is critical for policymakers aiming to mitigate climate change effects, as they can implement measures to reduce emissions in a way that has a proportional impact on temperature stabilization.Furthermore, in psychology, proportional action can be seen in behavioral responses. The theory of operant conditioning suggests that behaviors are shaped by their consequences. For instance, if a student receives praise (a positive reinforcement) for studying hard, they are more likely to study again. The amount of praise received can be seen as proportional to the effort put in, reinforcing the desired behavior effectively.In conclusion, the concept of proportional action is not just limited to physics or engineering; it permeates various aspects of our lives, from driving a car to making economic decisions and understanding environmental impacts. By recognizing and applying the principles of proportional action, we can make informed decisions and create systems that function effectively and efficiently. Embracing this concept allows us to appreciate the interconnectedness of different fields and the importance of balance in our actions, ultimately leading to better outcomes in both personal and societal contexts.

在物理和工程领域，成比例的作用的概念对于理解力量如何相互作用以及系统如何响应各种刺激是至关重要的。本质上，成比例的作用指的是两个数量之间的关系，其中一个数量的变化导致另一个数量的相应变化，保持一个恒定的比率。这个原则在设计需要平衡和效率的系统中至关重要。例如，考虑一个简单的杠杆系统。当在杠杆的一端施加力量时，另一端的运动由杠杆臂的长度和施加的力量决定。如果一侧的杠杆臂是另一侧的两倍长，施加一定的力量将在较长的一侧产生两倍有效的运动。这是一个清晰的例子，说明了成比例的作用，其中输出与输入直接成比例。在日常生活中，我们以各种形式遇到成比例的作用。例如，当驾驶汽车时，车辆的加速与油门踏板施加的压力成正比。你按得越用力，汽车加速就越快。这种关系说明了成比例的作用如何支配我们与机器和工具的互动，使其对安全和性能至关重要。此外，这个概念超越了机械系统，延伸到经济学和社会科学等领域。在经济学中，需求法则表明，在其他条件不变的情况下，商品价格的上涨将导致需求量的减少，反之亦然。这种反向关系也可以通过成比例的作用的视角来看待，因为价格的变化会产生需求的成比例变化。理解这种关系有助于企业战略性地设定价格并优化销售策略。在环境科学的背景下，成比例的作用可以在碳排放与全球温度上升之间的关系中观察到。研究表明，随着大气中二氧化碳水平的增加，全球平均温度也呈成比例上升。这种理解对于希望减缓气候变化影响的政策制定者至关重要，因为他们可以采取措施减少排放，从而对温度稳定产生成比例的影响。此外，在心理学中，成比例的作用可以在行为反应中看到。操作性条件反射理论表明，行为是由其后果塑造的。例如，如果一个学生因为努力学习而受到表扬（正强化），他们更可能再次学习。所获得的表扬量可以看作是与付出努力成比例的，从而有效地强化了期望的行为。总之，成比例的作用的概念不仅限于物理或工程，它渗透到我们生活的各个方面，从驾驶汽车到做出经济决策，再到理解环境影响。通过识别和应用成比例的作用的原则，我们可以做出明智的决策，并创建有效和高效运作的系统。接受这一概念使我们能够欣赏不同领域之间的相互联系以及我们行动中平衡的重要性，最终在个人和社会背景中带来更好的结果。