Stafford D, Branch M N
University of Florida, USA.
J Exp Anal Behav. 1998 Sep;70(2):123-38. doi: 10.1901/jeab.1998.70-123.
Key pecking by pigeons was maintained by arithmetic progressive-ratio schedules of food delivery. Successive conditions arranged different step sizes, and each condition remained in effect until behavior appeared stable. Each session continued until a period of time passed in which no key pecks were recorded (the break-point criterion); both a 5-min and a 15-min criterion were tested across a range of step sizes. Average breaking points (i.e, the largest ratio completed) were relatively unaffected by step-size magnitude, whereas the average number of ratios completed and average response rates generally declined across increasing step sizes. Within sessions, preratio pauses were relatively short and fairly constant in duration as the ratio increased; pause durations increased rapidly near the end of a session. The relation between the average number of completed ratios and step size was described well by a power function [y = b(xa), in which y represents the average number of completed ratios, x represents the step size, and a and b are fitted parameters]. Increasing the break-point criterion from 5 to 15 min resulted in increased values of b, whereas parameter a was relatively unaffected and was close to -1 (consistent with the lack of effect of step size on breaking point). This function also provided an excellent description of data drawn from previous reports.
通过按算术累进比率的食物投递时间表来维持鸽子的按键啄击行为。相继的条件设置了不同的步长,并且每个条件一直有效直到行为看起来稳定。每个实验阶段持续到经过一段时间且未记录到按键啄击(断点标准);在一系列步长范围内测试了5分钟和15分钟这两个标准。平均断点(即完成的最大比率)相对不受步长大小的影响,而随着步长增加,完成的比率平均数和平均反应率通常会下降。在实验阶段内,比率前的停顿相对较短,并且随着比率增加,停顿持续时间相当恒定;在实验阶段接近尾声时,停顿持续时间迅速增加。完成的比率平均数与步长之间的关系通过一个幂函数 [y = b(xa),其中y表示完成的比率平均数,x表示步长,a和b是拟合参数] 得到了很好的描述。将断点标准从5分钟增加到15分钟导致b值增加,而参数a相对不受影响且接近 -1(与步长对断点缺乏影响一致)。这个函数也很好地描述了从先前报告中得出的数据。