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4323513 - Grade: 8.3
Vak: Man-Machine-Systems (ME41080)
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Universiteit: Technische Universiteit Delft
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Question 1A
Sheridan classified the study of man-machine-systems chronologically in 3 phases: 1) knobs and dial, 2) borrowed
engineering models, and 3)human-computer interaction. [1]
1. Knobs and Dials. This phase is focused on the design of the computer-human interface. The use of a computer
system requires an interface to interpret the information given by the computer. Research in this phase investigated
‘how to design’ interface for which the information transition to the user is optimized. [2] This research is NOT
applied in the article of Falcone et al. (2012).
2. Borrowed Engineering Models. Through the use of borrowed engineering models researchers could study and
predict human-system performance. [1] Examples of borrowed engineering models are signal detection theory,
feedback control theory an information theory.
Falcone et al. (2012) assessed in his research whether the use of tCDS can enhance perceptual sensitivity (d’) in
detection tasks. In this research the authors used the signal detection theory in order to evaluate their hypothesis:
applying tCDS would improve d’, but tCDS would not affect the response bias (). The signal detection theory is
able to distinguish the contribution of d’ and [3]Based on these findings the article belongs to the borrowed
engineering model phase.
1. Human- Computer Interaction. Human-Computer interaction reflects a phase wherein manual systems are
transitioned to automated systems, where the human only has a supervisory role. In automated systems the stimuli
or signals are detected by the computer, but the human should detect the automation failures. [4] In the article of
Falcone et al.(2012) the researchers used computer-generated virtual reality environments to examine how subjects
detect threats. [3] The virtual reality(VR) images are generated by a computer and the VR tracks the user in real
time. [5] Furthermore the location for the application of tCDS was determined by a fMRI. Virtual reality and this
type of neuroimaging belong to the human-computer interaction phase. Therefore a part of this research belongs
to the human-computer interaction phase.
Question 1B
By the means of Matlab the figure is created that show the PDF of the noise and the signal. In the Matlab figure
the correct rejections, correct hits, false positives, false negatives, d’ and β are simulated (can be seen in appendix
A).
For the computation of the code of Matlab the equations of the signal detection theory (z-scores, perceptual
sensitivity, criterion value and response bias) are used from the book of MacMillan and lecture 4 of the course
Man-Machine-System. [6] [7] The z-scores are computed by using the norminv Matlab function of the hit rate and
the false alarm rate. In figure 1 the equations are shown.
𝑑′ = 𝑧(𝐻) − 𝑧(𝐹)
𝐶 = −𝑧(𝐻)
𝛽 = 𝑒𝑑′×((𝐶−𝑑′)/2)
Figure 1: Equations used in the Matlab code to compute the probability density functions [6] [7]
Perceptual sensitivity explains the detectability of a signal: how hard is it to detect the information bearing stimulus
from other events. A high d’ indicates that the signal is easily detected in compared to a low d’. The signal detection
theory states that d’ is unaffected by the response bias.
The response bias explains to what extent the subject is inclined to give a certain response, i.e. the willingness to
say that the subject detected the signal. For example the probability of the subject to answer yes to a stimuli is 0.7,
then the observers is inclined to say yes more often than no. When β < 1, a liberal bias exist: the subject has the
tendency to say yes. If the subjects have no favour towards responding yes or no, β = 1. [8] [9]
The outcomes from the Matlab script are in agreement values from the article, see table 1 for the display of d’ and
β. A slight conservative response bias can be assessed from this result. The perceptual sensitivity is quite high,
corresponding with a relative high hit rate and low false alarm rate from the article.
Table 1: perceptual sensitivity and response bias of training 4 from the Matlab script
d’
β
Training 4 - 2 mA
1.6224
1.1610