Butterworth hole

简明释义

洗舱孔;

英英释义

例句

1.In optics, a Butterworth hole 巴特沃斯孔 may refer to a specific range of wavelengths that are blocked by a filter.

在光学中，Butterworth hole 巴特沃斯孔 可能指的是被滤光器阻挡的特定波长范围。

2.Engineers often refer to the Butterworth hole 巴特沃斯孔 when discussing the performance of audio systems.

工程师在讨论音频系统的性能时，常常提到 Butterworth hole 巴特沃斯孔。

3.The design of the filter created a Butterworth hole 巴特沃斯孔 that effectively eliminated unwanted noise.

该滤波器的设计产生了一个 Butterworth hole 巴特沃斯孔，有效消除了不必要的噪音。

4.In signal processing, a Butterworth hole 巴特沃斯孔 is used to describe a frequency range where the signal is significantly attenuated.

在信号处理中，Butterworth hole 巴特沃斯孔 用于描述信号显著衰减的频率范围。

5.A well-designed Butterworth hole 巴特沃斯孔 can improve the clarity of a sound system by filtering out specific frequencies.

设计良好的 Butterworth hole 巴特沃斯孔 可以通过过滤特定频率来提高音响系统的清晰度。

作文

In the field of physics and engineering, various concepts and terminologies are used to describe complex phenomena. One such term that often arises in discussions about signal processing and control systems is the Butterworth hole. The Butterworth hole refers to a specific frequency response characteristic of a Butterworth filter, which is designed to have a maximally flat frequency response in the passband. This means that within the designated frequency range, the output signal maintains a consistent amplitude, resulting in minimal distortion. Understanding the Butterworth hole is crucial for engineers and scientists working with filters, as it directly impacts how signals are processed and transmitted. Filters are essential in a wide range of applications, from audio processing to telecommunications, where clarity and fidelity of the signal are paramount. The Butterworth hole provides a stable and reliable method for filtering out unwanted frequencies while preserving the integrity of the desired signal.The design of a Butterworth filter involves a mathematical approach that ensures the frequency response remains flat up to a certain cutoff frequency. Beyond this point, the filter begins to roll off, gradually attenuating signals outside the desired frequency range. The Butterworth hole is characterized by its smooth transition, which minimizes phase distortion and enhances the overall performance of the system. This is particularly important in applications where timing and synchronization are critical, such as in digital communications.In practical terms, when engineers design a system that incorporates a Butterworth filter, they must carefully consider the parameters that define the Butterworth hole. These include the order of the filter, the cutoff frequency, and the impedance matching of the components involved. Each of these factors plays a significant role in determining how effectively the filter can isolate the desired signals while rejecting noise and interference.Moreover, the concept of the Butterworth hole extends beyond theoretical applications; it has real-world implications in various industries. For example, in audio engineering, achieving a clean sound free from unwanted frequencies is essential for producing high-quality recordings. The Butterworth hole allows sound engineers to fine-tune their equipment to ensure that only the intended frequencies are amplified, leading to clearer and more dynamic audio output.In summary, the Butterworth hole is a fundamental concept in the realm of signal processing that illustrates the importance of filter design in maintaining signal integrity. By understanding how the Butterworth hole operates, engineers can create more effective systems that enhance the quality of communication and data transmission across various platforms. As technology continues to evolve, the principles behind the Butterworth hole will remain vital in the pursuit of clearer, more reliable signals in an increasingly complex world.

在物理和工程领域，使用各种概念和术语来描述复杂的现象。其中一个经常出现在信号处理和控制系统讨论中的术语是巴特沃斯孔。巴特沃斯孔指的是巴特沃斯滤波器特定的频率响应特征，该滤波器旨在在通带内具有最大平坦的频率响应。这意味着在指定的频率范围内，输出信号保持一致的幅度，从而导致最小的失真。理解巴特沃斯孔对于从事滤波器工作的工程师和科学家至关重要，因为它直接影响信号的处理和传输。滤波器在音频处理到电信等广泛应用中都是必不可少的，其中信号的清晰度和保真度至关重要。巴特沃斯孔提供了一种稳定可靠的方法，用于过滤掉不必要的频率，同时保留所需信号的完整性。巴特沃斯滤波器的设计涉及一种数学方法，确保频率响应在某个截止频率之前保持平坦。在这一点之后，滤波器开始衰减，逐渐削弱超出所需频率范围的信号。巴特沃斯孔的特点是其平滑的过渡，最小化相位失真并增强系统的整体性能。这在数字通信等时间和同步至关重要的应用中尤为重要。在实际操作中，当工程师设计一个包含巴特沃斯滤波器的系统时，必须仔细考虑定义巴特沃斯孔的参数。这些包括滤波器的阶数、截止频率以及所涉及组件的阻抗匹配。每一个因素在确定滤波器如何有效隔离所需信号的同时拒绝噪声和干扰方面都起着重要作用。此外，巴特沃斯孔的概念不仅限于理论应用；它在各个行业都有现实世界的影响。例如，在音频工程中，实现无不必要频率的清晰声音对于制作高质量的录音至关重要。巴特沃斯孔使声音工程师能够微调他们的设备，以确保只有预期的频率被放大，从而导致更清晰、更具动态的音频输出。总而言之，巴特沃斯孔是信号处理领域的一个基本概念，说明了滤波器设计在维护信号完整性方面的重要性。通过理解巴特沃斯孔的运作方式，工程师可以创建更有效的系统，从而提高各个平台上通信和数据传输的质量。随着技术的不断发展，巴特沃斯孔背后的原理在追求更清晰、更可靠的信号方面将继续发挥重要作用。