Elemente der psychophysik, Threshold and threshold measurement, Webers law Flashcards
Elemente der pschophysik
Two volumes
Outer psychophysics: Relation between the intensity of the physical stimuli (R for Reiz) and the intensity of the sensation (S)
“inner psychophysics”: the relation between
the intensity of the neural excitation (E) and
the intensity of the sensation (S)
Threshold
Limit between stimuli that evoke one kind of responses and stimuli that evoke another kind of responses
Absolute threshold (RL)
Limit that indicates the transition between absence and presence of a sensation
Differential threshold (DL)
The smallest added stimulus intensity that allows perceiving a difference
Lowest threshold (floor)
Minimal stimulus intensity that is required to be perceived
How to measure floor
Mostly a straighforward detection task
ideal situation discrete step function
In reality often no abrupt transition
Examine DL or JND
Serveral tasks can be used
Mostly discrimination tasks
IU = interval of uncertainty
JND = IU/2
Weber’s Law
Measure DL or JND at different locations along the physical scale
DL no fixed value but a value in proportion to the stimulus intensity of a standard stimulus
Stimulus intensity must be increased by a constant fraction of its value in order to obtain a just noticeable difference
Fraction usually presented as k = ΔI / I
Upper Threshold
Might be usefull the limit above which the subject is no longer able to precieve the differences
Graphic ways to represent Weber’s law
Plot ΔI vs I -Rising line with k= slope -High sens: minor increase -low sens: large k Plot k(ΔI/I) against I -straight line all I-values at the same value k, parallel with the abscissa
Weber’s law: modifications
- ΔI = k ( I + Ir ) with Ir a small added value
- ΔI = k.In with n not necessarily equal to 1
Big differences in sensitivity based on the stimulus
k= .016 luminace k= .33 for sound volume
Weber-Fechner law
Fechner realized that the absolute threshold (RL) could be used to determine the starting point and JND to determine a measurement unit
to increase the strength of the sensation (S) as an arithmetic sequence (summed with a constant) one has to increase the stimulus intensity (R) according to a geometric sequence
(multiplied by a constant)
S= k log R
Stevens’ Power Law
Weber-Fechner law based on indirect scaling method
Ψ = k log Φ
Stevens’ Power law based on direct method maginitude estimation
Ψ = k Φn