
采样间隔_百度百科
中文名 采样间隔 外文名 sampling interval 所属学科 地理信息系统 [1] 公布年度 2012年
Sampling Interval - an overview | ScienceDirect Topics
The sampling interval is defined as the ratio of the population size (N) to the desired sample size (n), determining the distance between units selected in systematic sampling.
Sampling (signal processing) - Wikipedia
Complex sampling (or I/Q sampling) is the simultaneous sampling of two different, but related, waveforms, resulting in pairs of samples that are subsequently treated as complex numbers.
Sampling Interval: The Rhythm of Research: Setting the Right Sampling …
Apr 10, 2025 · From an engineer's viewpoint, the sampling interval is dictated by the Nyquist theorem, which states that the sampling frequency must be at least twice the highest …
采样间隔选择 - 《中国大百科全书》第三版网络版
Dec 23, 2022 · 采样间隔选择 /sampling interval selection/ 条目作者 杨浩 最后更新 2022-12-23 浏览 17 次
Systematic Sampling – Types, Method and Examples
Mar 25, 2024 · Definition: The sampling interval is maintained throughout the population list, and the process stops once the end of the population is reached. Example: Selecting every 5th …
Sage Research Methods - Encyclopedia of Survey Research …
If the size of the population or universe is N and n is the size of the sample, then the integer that is at least as large as the number N/n is called the sampling interval (often denoted by k).
Sampling interval - Oxford Reference
Dec 11, 2025 · For example, a 250 m ground traverse with 25 stations along it has a sampling interval of 10 m; a wave-form might be sampled every two milliseconds, i.e. with a sampling …
Sampling interval - DJS Research
In research terms, also referred to as ‘nth selection’, this is when we select every nth participant (sampling unit) in the list; this sampling interval produces a random selection from throughout …
Systematic Sampling: What Is It, and How Is It Used in Research?
Jul 15, 2025 · Systematic sampling is a probability sampling method where samples from a larger population are selected according to a random starting point but with a fixed, periodic interval.