| Literature DB >> 31484366 |
Kalliopi Kyriakou1, Bernd Resch2, Günther Sagl3, Andreas Petutschnig3, Christian Werner3, David Niederseer4, Michael Liedlgruber5, Frank Wilhelm5, Tess Osborne6, Jessica Pykett7.
Abstract
There is a rich repertoire of methods for stress detection using various physiological signals and algorithms. However, there is still a gap in research efforts moving from laboratory studies to real-world settings. A small number of research has verified when a physiological response is a reaction to an extrinsic stimulus of the participant's environment in real-world settings. Typically, physiological signals are correlated with the spatial characteristics of the physical environment, supported by video records or interviews. The present research aims to bridge the gap between laboratory settings and real-world field studies by introducing a new algorithm that leverages the capabilities of wearable physiological sensors to detect moments of stress (MOS). We propose a rule-based algorithm based on galvanic skin response and skin temperature, combing empirical findings with expert knowledge to ensure transferability between laboratory settings and real-world field studies. To verify our algorithm, we carried out a laboratory experiment to create a "gold standard" of physiological responses to stressors. We validated the algorithm in real-world field studies using a mixed-method approach by spatially correlating the participant's perceived stress, geo-located questionnaires, and the corresponding real-world situation from the video. Results show that the algorithm detects MOS with 84% accuracy, showing high correlations between measured (by wearable sensors), reported (by questionnaires and eDiary entries), and recorded (by video) stress events. The urban stressors that were identified in the real-world studies originate from traffic congestion, dangerous driving situations, and crowded areas such as tourist attractions. The presented research can enhance stress detection in real life and may thus foster a better understanding of circumstances that bring about physiological stress in humans.Entities:
Keywords: perceived stress; physiological wearable sensors; real-world field studies; rule-based algorithm; stress detection
Mesh:
Year: 2019 PMID: 31484366 PMCID: PMC6749249 DOI: 10.3390/s19173805
Source DB: PubMed Journal: Sensors (Basel) ISSN: 1424-8220 Impact factor: 3.576
Summary of Literature Review.
| Studies | Physiological Signals | Other | Method | Settings | Stressor | Confirmed Stressors | Accuracy |
|---|---|---|---|---|---|---|---|
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| Setz et al. (2010) | GSR | SVM | Lab | Social-evaluation of arithmetic problems to be solved under time pressure | No | 82.8% | |
| Zhai and Barreto (2006) | GSR, ST, ECG, BVP | Pupil dilation | SVM | Lab | Stroop Test | No | 90.1% |
| Hosseini and Khalilzadeh (2010) | GSR, BVP, RESP, EEG | SVM | Lab | IAPS pictures | No | 82.7% | |
| Wijsman et al. (2013) | GSR, ECG, EMG, RESP | General Estimating Equations | Lab | Auditory | Yes | 74.5% | |
| Lee et al. (2004) | GSR, ST, ECG | Introduced algorithm combining MLP, GRNN and ANFIS | Lab | Stroop test and auditory stimuli | No | 96.7% | |
| Sharma and Gedeon (2013) | GSR, ECG, BVP | Pupil dilation, eye gaze | ANN with SVM | Lab | Read stressed and non-stressed types of texts | Yes | 89% |
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| Healey and Picard (2005) | GSR, ECG, EMG, RESP | Feature-based algorithm | RW | Driving task | Yes | 97% | |
| de Santos Sierra et al. (2011) | ECG | Fuzzy logic | Lab | Hyperventilation and Talk Preparation | No | 99.5% | |
| Cho et al. (2017) | GSR | Kernel-based Extreme learning machine algorithms | Lab | Arithmetic subtractions in configurable Virtual Reality | No | 95% | |
| Keshan, Parimi, and Bichindaritz (2015) | EEG | Random Tree | - | - | No | 88.2% | |
| Zhang (2018) | GSR, ECG, EMG | Reaction time | SVM | Lab | Stroop test and auditory stimuli | No | 88.5% |
| Jun and Smitha (2016) | EEG | SVM | Lab | Stroop test and mental arithmetic test | No | 75% | |
| Liao et al. (2005) | GSR, ST, ECG | Finger pressure, visual features | Bayesian Network | Lab | Tasks on the computer | No | 92% |
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| Picard et al. (2001) | GSR, EMG, BVP, RESP | Feature-based algorithm | Lab | Clynes protocol | No | 81% | |
| Katsis, Ganiatsas, and Fotiadis (2006) | GSR, EMG, RESP | SVM | Lab | Simulated race conditions | No | 86% | |
| Kolodyazhniy, Kreibig, Gross, Roth and Wilhelm (2011) | GSR, ECG, EMG, ST | Capnography, Piezo-electric sensor, plethysmography | KNN | Lab | Films | Yes | 84.5% |
| Kreibig, Wilhelm, Roth and Gross | GSR, ECG, EMG, RESP | T-wave amplitude, Systolic and diastolic arterial pressure, HRV, Pulse wave amplitude at the ear | Pattern classification analysis | Lab | Films | Yes | 85% |
Abbreviations: GSR: Galvanic skin response; ST: Skin temperature; ECG: Electrocardiogram; BVP: Blood Volume Pulse; RESP: Respiration; EEG: Electroencephalogram; SVM: Support Vector Machine; MLP: Multilayer Perceptron; GRNN: Generalized Regression Neural Network; ANFIS: Adaptive Network Based Fuzzy Inference System; ANN: Artificial Neural Networks; Lab: Laboratory; RW: Real-world; KNN: k-nearest neighbors algorithm; HRV: Heart Rate Variability.
Figure 1Methodology flowchart for the development of the algorithm for MOS detection.
Figure 2Schematic GSR to a hypothetical stimulus.
Framework for stress detection: rules, critical values, and the adopted ternary scoring system.
| Rule | Phys. Signal | Feature | Condition for Scoring Value: 1 | Condition for Scoring Value: 0.5 | Condition for Scoring Value: 0 |
|---|---|---|---|---|---|
| R1 | GSR | Increase | [gt:gt+n]′ > 0 where 2 ≤ n ≤ 5 | [gt:gt+n]′ > 0 where 5 < n ≤ 8 | [gt:gt+n]′ > 0 where n < 2 and n > 8 |
| R2 | ST | Decrease | [Tt+3:Tt+m]′ < 0 where m > 3 | [Tt+2:Tt+m]′ < 0 where 5 ≤ m ≤ 6 | [Tt+3:Tt+m]′ < 0 where m < 3 |
| R3 | GSR | Rising time (RT) |
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| R4 | GSR | Response slope (RS) | |||
| R5 | - | Δt between MOSi and MOSi + 1 | - |
Abbreviations: GSR: Galvanic skin response; ST: Skin temperature; MOS: Moment of stress.
Figure 3A typical example of a time series plot for a participant.
Figure 4Participants’ self-report perceived stress for ten stressors.
Figure 5Validation of detected “stressful” areas by the mixed-methods approach.
Figure 6Hotspot maps of detected MOS, phase 1 (on the left), and phase 2 (on the right), direction to the city.
Figure 7Hotspot maps of detected MOS, phase 1 (on the left), and phase 2 (on the right), direction from the city.
Figure 8Hotspots of pedestrians’ MOS in different cities: (a) Salzburg; (b) Cologne.
Figure 9Validation of self-reported stress by the algorithm’s results.