定义频率:一个自然科学术语

R. Kubina, Fan-Yu Lin
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The National Institute of Standards and Technology, or NIST, defines the time interval as \"one of the four basic standards of measurement (the others are length, mass, and temperature). Of these four basic standards, the time interval (and frequency) can be measured with the most resolution and the least uncertainty (NIST, 2007). A measurement remains standardized in any occurrence, which is especially true within natural science. NIST defines frequency as the time of a repetitive event. If T equals the period or time interval elapse for a repetitive event, then frequency, or f, is its reciprocal or f = 1/T (NIST, 2006a). An example of a special unit of measurement for frequency is the Hertz, named after Heinrich Hertz. A hertz represents 1 crest of a wavelength passing a given point per second (Hazen & Trefil, 1990). In other words, we want to measure the frequency of sound by capturing the number of repetitive crests of the wave moving per second. T equals one second. Frequency of one Hz is one cycle of wave moving per second. As an example of a Hertz measure, the musical note \"A\" corresponds to a frequency of 440 crests of the wave moving per second, known as 440Hz, and middle \"C\" on a piano equals 246 Hz. By using standardized measurement of sound frequency, we can identify and compare various musical notes. Frequency settings also play a vital role beyond science in technology mediums such as television and radio broadcasting. Although seconds are commonly used in frequency measurement, the passage of time can vary depending on the repeated events of interest. The frequency quantity may include units of waves per second, cycles per minute, responses per hour, or occurrences per given period of time. Importance of Measuring Frequency in Behavior Science In behavioral science, quantitative data of behaviors are collected and converted to units of measurement for purpose of comparison. Skinner had long maintained the importance of frequency when measuring behaviors. In Skinner's words: \"It follows that the main datum to be measured in the study of the dynamic laws of an operant is the length of time elapsing between a response and the response immediately preceding it ...\" (1938, p. 58). Visual inspection of the cumulative number of responses occurring in time, or the number of events over time, played a critical role in the discovery of basic principles of behavior. Ferster and Skinner (1957) explained how graphic displays of frequency and the manipulation of schedules of reinforcement demonstrated reliable changes in the likelihood of an organism's response. In Science and Human Behavior, Skinner (1953) described how frequency advanced the concept of the probability of a response: \"When we come to refine the notion of probability of response for scientific use, we find that here, too, our data are frequencies and that the conditions under which they are observed must be specified\" (p. 63). On many occasions, Skinner also used the word \"rate\" referring to frequency. \"Rate of responding\" allowed Skinner to articulate patterns of behavior occurring as the number of events in a given time frame. …","PeriodicalId":88717,"journal":{"name":"The behavior analyst today","volume":"9 1","pages":"125-129"},"PeriodicalIF":0.0000,"publicationDate":"2008-03-22","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"7","resultStr":"{\"title\":\"Defining Frequency: A Natural Scientific Term\",\"authors\":\"R. 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The National Institute of Standards and Technology, or NIST, defines the time interval as \\\"one of the four basic standards of measurement (the others are length, mass, and temperature). Of these four basic standards, the time interval (and frequency) can be measured with the most resolution and the least uncertainty (NIST, 2007). A measurement remains standardized in any occurrence, which is especially true within natural science. NIST defines frequency as the time of a repetitive event. If T equals the period or time interval elapse for a repetitive event, then frequency, or f, is its reciprocal or f = 1/T (NIST, 2006a). An example of a special unit of measurement for frequency is the Hertz, named after Heinrich Hertz. A hertz represents 1 crest of a wavelength passing a given point per second (Hazen & Trefil, 1990). In other words, we want to measure the frequency of sound by capturing the number of repetitive crests of the wave moving per second. T equals one second. 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Skinner had long maintained the importance of frequency when measuring behaviors. In Skinner's words: \\\"It follows that the main datum to be measured in the study of the dynamic laws of an operant is the length of time elapsing between a response and the response immediately preceding it ...\\\" (1938, p. 58). Visual inspection of the cumulative number of responses occurring in time, or the number of events over time, played a critical role in the discovery of basic principles of behavior. Ferster and Skinner (1957) explained how graphic displays of frequency and the manipulation of schedules of reinforcement demonstrated reliable changes in the likelihood of an organism's response. 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引用次数: 7

摘要

频率是一种标准的度量,它遍及所有的运动和运动。“将观察时间与计数相结合,产生了应用行为分析中最广泛使用的测量方法之一,即反应率(或频率)或反应,定义为每单位时间内的反应次数。”(Cooper, et al., 2007, p.76)通过提供随时间的发生次数,频率测量可以精确地描述重复事件的维度数量。在所有情况下都必须精确地应用标准测量。一旦选择了事件的基本属性,就可以在所有情况下实现和使用标准度量,而不会产生错误的解释。例如,当对重复事件的实例感兴趣时,频率提供了跨任何行为结构(如打字、行走、跑步等)的精确度量。美国国家标准与技术研究所(NIST)将时间间隔定义为“四个基本测量标准之一(其他三个是长度、质量和温度)”。在这四个基本标准中,时间间隔(和频率)可以以最高的分辨率和最小的不确定性进行测量(NIST, 2007)。在任何情况下,测量都是标准化的,在自然科学中尤其如此。NIST将频率定义为重复事件发生的时间。如果T等于一个重复事件的周期或时间间隔,那么频率,或f,是它的倒数或f = 1/T (NIST, 2006a)。频率的一个特殊测量单位是赫兹,以海因里希·赫兹的名字命名。赫兹表示每秒通过一个给定点的波长的一个波峰(Hazen & Trefil, 1990)。换句话说,我们想通过捕捉每秒移动的波的重复波峰的数量来测量声音的频率。T等于1秒。一赫兹的频率是每秒移动一个周期的波。作为赫兹测量的一个例子,音符“a”对应于每秒移动的440个波峰的频率,称为440Hz,钢琴上的中音“C”等于246 Hz。通过使用标准化的声音频率测量,我们可以识别和比较不同的音符。频率设置在电视和无线电广播等技术媒介中也发挥着科学以外的重要作用。虽然在频率测量中通常使用秒,但时间的流逝可能会因感兴趣的重复事件而变化。频率量可以包括每秒波的单位、每分钟的周期、每小时的响应或每给定时间段的发生次数。在行为科学中,收集行为的定量数据并将其转换为测量单位以进行比较。斯金纳长期以来一直坚持频率在衡量行为时的重要性。用斯金纳的话来说:“由此可见,在研究一个被试的动态规律时,要衡量的主要基准是一个反应和它之前的反应之间的时间长度……”(1938,第58页)。目视观察在一段时间内发生的反应的累积数量,或者一段时间内发生的事件的数量,在发现行为的基本原则方面发挥了关键作用。Ferster和Skinner(1957)解释了频率的图形显示和强化时间表的操纵如何证明了有机体反应可能性的可靠变化。在《科学与人类行为》(Science and Human Behavior, 1953)一书中,斯金纳(Skinner, 1953)描述了频率如何推动了反应概率的概念:“当我们为了科学用途而改进反应概率的概念时,我们发现,在这里,我们的数据也是频率,并且必须指定观察频率的条件”(第63页)。在很多场合,斯金纳也用“率”这个词来指代频率。“反应率”使斯金纳能够将特定时间内发生的事件数量作为行为模式进行阐述。…
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Defining Frequency: A Natural Scientific Term
Frequency represents a standard measurement that pervades all motion and movement. "Combining observation time with count yields one of the most widely use of measures in applied behavior analysis, rate (or frequency) or responding, defined as the number of responses per unit of time." (Cooper, et al., 2007, p.76) By providing the number of occurrences over time, a frequency measurement can precisely describe the dimensional quantity of a repeating event. A standard measurement must be applied precisely in all cases. Once the fundamental properties of the event are chosen, a standard measurement can be implemented and used across all cases without yielding faulty interpretation. For example, when instances of a repeating event are of interest, frequency offers precise measurements across any behavior topography such as typing, walking, running, and so on. The National Institute of Standards and Technology, or NIST, defines the time interval as "one of the four basic standards of measurement (the others are length, mass, and temperature). Of these four basic standards, the time interval (and frequency) can be measured with the most resolution and the least uncertainty (NIST, 2007). A measurement remains standardized in any occurrence, which is especially true within natural science. NIST defines frequency as the time of a repetitive event. If T equals the period or time interval elapse for a repetitive event, then frequency, or f, is its reciprocal or f = 1/T (NIST, 2006a). An example of a special unit of measurement for frequency is the Hertz, named after Heinrich Hertz. A hertz represents 1 crest of a wavelength passing a given point per second (Hazen & Trefil, 1990). In other words, we want to measure the frequency of sound by capturing the number of repetitive crests of the wave moving per second. T equals one second. Frequency of one Hz is one cycle of wave moving per second. As an example of a Hertz measure, the musical note "A" corresponds to a frequency of 440 crests of the wave moving per second, known as 440Hz, and middle "C" on a piano equals 246 Hz. By using standardized measurement of sound frequency, we can identify and compare various musical notes. Frequency settings also play a vital role beyond science in technology mediums such as television and radio broadcasting. Although seconds are commonly used in frequency measurement, the passage of time can vary depending on the repeated events of interest. The frequency quantity may include units of waves per second, cycles per minute, responses per hour, or occurrences per given period of time. Importance of Measuring Frequency in Behavior Science In behavioral science, quantitative data of behaviors are collected and converted to units of measurement for purpose of comparison. Skinner had long maintained the importance of frequency when measuring behaviors. In Skinner's words: "It follows that the main datum to be measured in the study of the dynamic laws of an operant is the length of time elapsing between a response and the response immediately preceding it ..." (1938, p. 58). Visual inspection of the cumulative number of responses occurring in time, or the number of events over time, played a critical role in the discovery of basic principles of behavior. Ferster and Skinner (1957) explained how graphic displays of frequency and the manipulation of schedules of reinforcement demonstrated reliable changes in the likelihood of an organism's response. In Science and Human Behavior, Skinner (1953) described how frequency advanced the concept of the probability of a response: "When we come to refine the notion of probability of response for scientific use, we find that here, too, our data are frequencies and that the conditions under which they are observed must be specified" (p. 63). On many occasions, Skinner also used the word "rate" referring to frequency. "Rate of responding" allowed Skinner to articulate patterns of behavior occurring as the number of events in a given time frame. …
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