About the data set
Nachmias - psychometric function
This data set contains the measusrement of the psychometric
function. The function describes how the probability of detection
(y-axis) is related to the physical contrast of a stimulus
(x-axis). The stimulus is a 9 cpd grating.
The blue crosses on the plot represent measurements, the red
continous line is the fit of the psychometric function (Eq. 17 in the
HDR-VDP-2 paper), and green circles are the prediction of the visual
metric.
The data was reproduced from: Nachmias J, Sansbury RV. Letter:
Grating contrast: discrimination may be better than detection. Vision
research. 1974;14(10):1039-42.link; Figure 2,
data 9 cpd grating, observer CS, open symbols curve (detection).
Stimuli list
All stimuli shown at the detection threshold magnified x10. The visible banding (quantization) is due to 8-bit image files and display panel and is not present in the actual data.
C=-0.000867
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 2.76732e-05
C=0.00199014
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.00307334
C=0.00484729
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.0703099
C=0.00770443
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.31519
C=0.0105616
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.687143
C=0.0134187
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.934254
C=0.0162759
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.995513
C=0.019133
mean luminance = 30 cd/m2
surround_l = 30
viewing_distance = 0.9
rgb_display = crt
pixels_per_degree = 60
threshold_p = 0.999933