bistable system

简明释义

双稳态系

英英释义

例句

1.A typical application of a bistable system (双稳态系统) is in memory storage devices.

一个典型的bistable system (双稳态系统)应用是在存储设备中。

2.The behavior of a bistable system (双稳态系统) can be analyzed using phase portraits.

可以使用相位图分析bistable system (双稳态系统)的行为。

3.In a bistable system (双稳态系统), the output can remain in one of two stable states until an external force is applied.

在一个bistable system (双稳态系统)中，输出可以保持在两个稳定状态之一，直到施加外部力。

4.Mechanical switches are often designed as bistable systems (双稳态系统) that can toggle between on and off positions.

机械开关通常被设计为bistable systems (双稳态系统)，可以在开和关的位置之间切换。

5.The flip-flop circuit is a common example of a bistable system (双稳态系统) used in digital electronics.

触发器电路是数字电子中常见的一个bistable system (双稳态系统) 的例子。

作文

A bistable system is a crucial concept in various fields of science and engineering, particularly in electronics and control systems. By definition, a bistable system is one that has two stable states. This means that the system can exist in one of two distinct configurations, and it will remain in that state until an external force or signal induces a change. Understanding how bistable systems work is fundamental for designing devices like flip-flops in digital circuits, which are essential for memory storage and data processing.In the realm of electronics, a common example of a bistable system is the flip-flop circuit. A flip-flop can be set to either a high state (1) or a low state (0), making it a vital component in building memory cells. When a voltage is applied to the input of the flip-flop, it switches from one state to another. This ability to switch between two stable states allows for the storage of binary information, which is the foundation of all digital computing.Moreover, bistable systems are not limited to electronic components. They can also be found in mechanical systems, such as a seesaw or a light switch. For instance, when a light switch is flipped, it moves from one stable position (off) to another (on). The switch remains in its last position until acted upon again, demonstrating the principle of stability inherent in a bistable system.The significance of bistable systems extends beyond simple electronics and mechanics; they are also relevant in biological systems. In cellular biology, certain gene regulatory networks can exhibit bistability, where a cell can exist in one of two different states based on specific environmental signals. This phenomenon is critical for processes such as cell differentiation and decision-making in cellular responses.Understanding bistable systems also plays a role in developing advanced technologies. For instance, researchers are exploring bistable systems for use in memory devices that could potentially outperform current technologies. These systems offer advantages such as lower power consumption and increased speed, making them ideal candidates for next-generation computing devices.In conclusion, a bistable system is characterized by its ability to maintain one of two stable states until an external influence prompts a change. This concept is foundational in various applications, from electronic circuits to biological systems. As technology continues to advance, the principles of bistable systems will likely yield even more innovative solutions across multiple disciplines, highlighting their importance in both theoretical and practical contexts.

双稳态系统是科学和工程多个领域中的一个重要概念，特别是在电子学和控制系统中。根据定义，双稳态系统是指具有两个稳定状态的系统。这意味着该系统可以存在于两种不同的配置中，并且它将保持在该状态，直到外部力量或信号引发变化。理解双稳态系统的工作原理对于设计像数字电路中的触发器这样的设备至关重要，而这些设备对于存储和处理数据是必不可少的。在电子学领域，双稳态系统的一个常见例子是触发器电路。触发器可以设置为高状态（1）或低状态（0），使其成为构建存储单元的重要组成部分。当电压施加到触发器的输入时，它会从一个状态切换到另一个状态。这种在两个稳定状态之间切换的能力使得能够存储二进制信息，而这正是所有数字计算的基础。此外，双稳态系统并不仅限于电子组件。它们也可以在机械系统中找到，例如跷跷板或灯开关。例如，当灯开关被翻转时，它从一个稳定位置（关）移动到另一个位置（开）。开关保持在最后一个位置，直到再次受到作用，这展示了双稳态系统固有的稳定性原理。双稳态系统的重要性超越了简单的电子学和机械学；它们在生物系统中也相关。在细胞生物学中，某些基因调控网络可以表现出双稳态特性，其中细胞可以根据特定的环境信号存在于两种不同的状态。这种现象对细胞分化和细胞反应决策等过程至关重要。理解双稳态系统还在开发先进技术中发挥着作用。例如，研究人员正在探索双稳态系统在内存设备中的应用，这些设备可能会超越当前技术。这些系统提供了更低的功耗和更高的速度等优势，使它们成为下一代计算设备的理想候选者。总之，双稳态系统的特点是能够保持两种稳定状态之一，直到外部影响促使变化。这个概念在各种应用中都是基础，从电子电路到生物系统。随着技术的不断进步，双稳态系统的原理可能会产生更多跨多个学科的创新解决方案，突显了它们在理论和实际背景下的重要性。