isochronism

简明释义

英[aɪˈsɒkrənɪzəm]美[aɪˈsɑːkrənɪzəm]

n. [力] 等时性

英英释义

单词用法

同义词

反义词

例句

1.The system also adopts 16-bit conversion chip ADS8364 of TI company which realizes transformation of multi-channel signals simultaneously and guarantees the isochronism of data collected.

系统中还采用了TI公司的16位A／D转换芯片ADS8364，能实现多通道的同时转换，保证采集的数据具有同时性。

2.The system also adopts 16-bit conversion chip ADS8364 of TI company which realizes transformation of multi-channel signals simultaneously and guarantees the isochronism of data collected.

系统中还采用了TI公司的16位A／D转换芯片ADS8364，能实现多通道的同时转换，保证采集的数据具有同时性。

3.The concept of isochronism is crucial in designing accurate pendulum clocks.

在设计精确的摆钟时，等时性的概念至关重要。

4.In physics, isochronism refers to the property of oscillating systems that have constant oscillation periods.

在物理学中，等时性指的是振荡系统具有恒定振荡周期的特性。

5.The phenomenon of isochronism can be observed in certain types of harmonic oscillators.

某些类型的谐振子中可以观察到等时性现象。

6.Engineers utilize isochronism principles when designing synchronous motors.

工程师在设计同步电动机时利用等时性原理。

7.The isochronism of a simple pendulum can be affected by changes in amplitude.

简单摆的等时性会受到振幅变化的影响。

作文

The concept of isochronism is often encountered in various fields of science and philosophy, particularly in physics and music. At its core, isochronism refers to the property of a system or phenomenon that occurs at equal time intervals. This idea can be illustrated through the study of pendulums, where the time it takes for a pendulum to swing back and forth remains constant, regardless of the amplitude of its swing, under ideal conditions. The significance of isochronism extends beyond simple mechanical systems; it plays a crucial role in understanding harmonic motion and the behavior of waves. In the realm of physics, isochronism is pivotal in the analysis of oscillatory systems. For example, when we observe a simple harmonic oscillator, such as a mass attached to a spring, the time taken for each complete cycle of motion is constant. This uniformity allows scientists to predict the behavior of such systems with remarkable accuracy. The principle of isochronism is not only fundamental in theoretical physics but also has practical applications in engineering, where precise timing is essential for the functioning of various devices. Moreover, isochronism is a critical concept in the field of music, where it relates to the timing of notes and rhythms. In musical compositions, maintaining consistent timing between beats is vital for creating a harmonious sound. Musicians strive for isochronism in their performances to ensure that each note is played at regular intervals, contributing to the overall structure and feel of the piece. This aspect of isochronism highlights the intersection between mathematics and art, as musicians often rely on mathematical principles to achieve rhythmic consistency. The implications of isochronism extend into other disciplines as well, including biology and chemistry. In biological systems, certain processes occur at regular intervals, such as the circadian rhythms that govern sleep-wake cycles in living organisms. Understanding these cycles through the lens of isochronism can lead to insights into health and behavior. Similarly, in chemistry, reaction rates can exhibit isochronism under specific conditions, allowing chemists to predict the outcomes of reactions more reliably. In conclusion, isochronism is a multifaceted concept that permeates various domains of knowledge. Its definition as the occurrence of events at regular time intervals provides a framework for understanding both natural phenomena and human-made systems. By exploring the implications of isochronism in physics, music, biology, and chemistry, we gain a deeper appreciation for the interconnectedness of different fields of study. As we continue to delve into the intricacies of our universe, isochronism serves as a reminder of the underlying order and rhythm that governs the world around us.

等时性的概念常常出现在科学和哲学的各个领域，特别是在物理学和音乐中。其核心是，等时性指的是一个系统或现象以相等的时间间隔发生的特性。这个思想可以通过对摆的研究来说明，在理想条件下，摆来回摆动所需的时间保持不变，无论其摆幅大小如何。等时性的重要性不仅仅局限于简单的机械系统；它在理解谐波运动和波动行为方面起着至关重要的作用。 在物理学领域，等时性在分析振荡系统中至关重要。例如，当我们观察一个简单的谐振子，比如一个附着在弹簧上的质量块时，每个完整周期的运动所需的时间是恒定的。这种均匀性使科学家能够准确预测此类系统的行为。等时性原理不仅在理论物理学中是基础，而且在工程学中也有实际应用，因为精确的计时对于各种设备的功能至关重要。 此外，等时性在音乐领域也是一个关键概念，它与音符和节奏的时机有关。在音乐作品中，保持节拍之间的一致时机对于创造和谐的声音至关重要。音乐家努力在演奏中实现等时性，以确保每个音符在规律的间隔内演奏，从而为作品的整体结构和感觉做出贡献。等时性这一方面突显了数学与艺术之间的交集，因为音乐家通常依赖数学原理来实现节奏的一致性。 等时性的影响还延伸到其他学科，包括生物学和化学。在生物系统中，某些过程以规律的时间间隔发生，例如控制生物体睡眠-觉醒周期的昼夜节律。通过等时性的视角理解这些周期，可以为健康和行为提供见解。同样，在化学中，反应速率在特定条件下可能表现出等时性，使化学家能够更可靠地预测反应结果。 总之，等时性是一个多面向的概念，渗透于各个知识领域。它作为事件以规律时间间隔发生的定义，为理解自然现象和人造系统提供了框架。通过探索等时性在物理学、音乐、生物学和化学中的影响，我们对不同研究领域之间的相互联系有了更深入的认识。当我们继续深入探讨宇宙的复杂性时，等时性提醒我们周围世界的基本秩序和节奏。