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视觉机制的理论与测量:第三部分。单眼和双眼刺激时,DeltaI 作为区域、强度和波长的函数。

THEORY AND MEASUREMENT OF VISUAL MECHANISMS : III. DeltaI AS A FUNCTION OF AREA, INTENSITY, AND WAVE-LENGTH, FOR MONOCULAR AND BINOCULAR STIMULATION.

机构信息

The Biological Laboratories, Harvard University, Cambridge.

出版信息

J Gen Physiol. 1939 Sep 20;23(1):101-41. doi: 10.1085/jgp.23.1.101.

Abstract

Measurements of DeltaI as a function of retinal area illuminated have been obtained at various levels of standard intensity I(1), using "white" light and light of three modal wave-lengths (lambda465, 525, 680), for monocular stimulation and for simultaneous excitation of the two eyes ("binocular"), using several methods of varying (rectangular) area and retinal location, with control of exposure time. For data homogeneous with respect to method of presentation, log DeltaI(m) = -Z log A + C, where DeltaI = I(2) - I(1), A is area illuminated, and C is a terminal constant (= log DeltaI(m) for A = 1 unit) depending on the units in which DeltaI and A are expressed, and upon I(1). The equation is readily deduced on dimensional grounds, without reference to specific theories of the nature of DeltaI or of retinal area in terms of its excitable units. Z is independent of the units of I and A. Experimentally it is found to be the same for monocular and binocular excitations, as is to be expected. Also as is expected it is not independent of lambda, and it is markedly influenced by the scheme according to which A is varied; it depends directly upon the rate at which potentially excitable elements are added when A is made to increase. For simultaneous excitation of the two eyes (when of very nearly equivalent excitability), DeltaI(B) is less than for stimulation of either eye alone, at all levels of I(1), A, lambda. The mean ratio (DeltaI(L) + DeltaI(R))/2 to DeltaI(B) was 1.38. For white light, doubling A on one retina reduces DeltaI(m) in the ratio 1.21, or a little less than for binocular presentation under the same conditions. These facts are consistent with the view that the properties of DeltaI are quantitatively determined by events central to the retina. The measure sigma(1DeltaI) of organic variation in discrimination of intensities and DeltaI(m) are found to be in simple proportion, independent of I(1), A, lambda (and exposure time). Variability (sigma(1DeltaI)) is not a function of the mode of presentation, save that it may be slightly higher when both retinas are excited, and its magnitude (for a given level of DeltaI(m)) is independent of the law according to which the adjustable intensity I(2) is instrumentally controlled.

摘要

已经在不同的标准强度 I(1)水平下,使用“白光”和三种模式波长(lambda465、525、680),对于单眼刺激和双眼同时激发(“双眼”),使用几种不同的(矩形)区域和视网膜位置的变化方法,控制曝光时间,获得了 DeltaI 作为被照亮视网膜区域的函数的测量值。对于在呈现方法上具有同质性的数据,log DeltaI(m) = -Z log A + C,其中 DeltaI = I(2) - I(1),A 是被照亮的区域,C 是一个终端常数(= log DeltaI(m) 对于 A = 1 单位),取决于 DeltaI 和 A 所表示的单位,以及 I(1)。该方程可以根据维度理由很容易地推导出来,而无需参考 DeltaI 或视网膜区域作为其可兴奋单元的性质的具体理论。Z 与 I 和 A 的单位无关。实验发现,它对于单眼和双眼激发都是相同的,这是预期的。同样,正如预期的那样,它不独立于 lambda,并且它受到根据 A 变化的方案的显著影响;它直接取决于当 A 增加时可兴奋元素的添加速度。对于双眼同时激发(当兴奋性几乎相等时),在所有 I(1)、A、lambda 水平下,DeltaI(B)都小于单独刺激一只眼睛的情况。双眼同时激发的平均比值 (DeltaI(L) + DeltaI(R))/2 与 DeltaI(B) 的比值为 1.38。对于白光,在一只视网膜上使 A 加倍会使 DeltaI(m)的比值降低 1.21,或略低于在相同条件下的双眼呈现。这些事实与 DeltaI 的性质由视网膜中心的事件定量决定的观点一致。发现强度和 DeltaI(m)的有机变化测量值 sigma(1DeltaI)成简单比例,与 I(1)、A、lambda(和曝光时间)无关。变异性(sigma(1DeltaI))不是呈现方式的函数,除了当两个视网膜都被激发时,它可能略高,并且其大小(对于给定水平的 DeltaI(m))与可调节强度 I(2)根据仪器控制的规律无关。

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