Evaluating the Connection between Thermal Comfort and Productivity in Buildings: A Systematic Literature Review
Abstract
:1. Introduction
2. Materials and Methods
2.1. Analysis of the Objectives and Defining the Research Questions (RQs)
- (a)
- Currently, people spend up to 87% of their time in indoor environments, be it in residential or commercial buildings, and another 6% in their vehicles, and thus are continually being exposed to the indoor environment [45]. According to Wong et al. (2007) [46], the acceptance of an environment by its occupants depends on environmental parameters, namely thermal comfort, indoor air quality (IAQ), sound, and visual comfort, which are identified to determine indoor environmental quality.
- (b)
- Different levels of activity require specific environmental conditions for people, in order to attain thermal comfort. Throughout all these years of research, it is generally agreed upon that there must be an ideal temperature or, more precisely, an ideal temperature range for performance. Thermal comfort strongly influences the occupants’ productivity. The occupants who report complaints of thermal discomfort reported low productivity [21,47,48]. Seppänen and Fisk (2006) [37] studied the connection between temperature and productivity and showed that maximum performance was observed at 21.6 °C. On the other hand, the theory of adaptative comfort by De Dear and Brager (1998) [49] suggests that ideal productivity can be reached on a wider scale of indoor temperatures. Based on this premise, RQ2 is devised:
- (c)
- Productivity is related to individuals’ performance with regards to their objectives. So far, there is no standard for measuring productivity and it is not easy to measure the thermal effect on human performance at the workplace because there are many variables related to specific tasks in specific contexts which cannot be adequately recorded [50]. RQ3 is devised based on this reference:
2.2. Systematic Literature Review: Selecting and Forming Articles Database
2.2.1. Search Strategy
2.2.2. Inclusion and Exclusion Criteria
3. Results
3.1. General View of the Selected Studies
3.2. Review Papers
3.3. Ways of Assessing Productivity
4. Discussion
5. Future Trends and Gap Researches
- (a)
- there are still very few studies that provide us with ways of calculating productivity,
- (b)
- there are few articles that discuss all the IEQ and personal factors which are necessary to calculate productivity.
6. Conclusions
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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Inclusion Criteria | Exclusion Criteria |
---|---|
a. Studies published in English | a. Studies published in other languages |
b. Relevant to terms in the research | b. Articles with no link to research terms |
c. Relevant studies published until 2020 | c. Studies with no bibliographical information such as date/type of publication, volume and number of editions were excluded. |
d. Published studies with the potential to answer at least one research question | d. Duplicated studies |
Title, Abstract, Keywords | Science Direct | Scopus | Web of Science |
---|---|---|---|
“Thermal Comfort” AND “Predicted Mean Vote” | 351 | 683 | 546 |
“Thermal Comfort” AND “Predicted Percentage of Dissatisfied” | 67 | 137 | 115 |
“Thermal Comfort” AND “Productivity” | 138 | 316 | 400 |
“Predicted Mean Vote” AND “Predicted Percentage of Dissatisfied” | 47 | 102 | 82 |
“Predicted Mean Vote” AND “Productivity” | 11 | 34 | 32 |
“Predicted Percentage of Dissatisfied Users” AND “Productivity” | 2 | 6 | 5 |
Total | 616 | 1232 | 1102 |
Ref. | Year | Title | Journal/Impact Factor | Number of Citations | Main Goal |
---|---|---|---|---|---|
[20] | 2004 | Assessment of productivity loss in air-conditioned buildings using PMV index | Energy and Buildings/4.867 | 235 | Reports on the assessment of productivity loss in air-conditioned office buildings using PMV index. |
[55] | 2005 | Forecasting labor productivity changes in construction using the PMV index | International Journal of Industrial Ergonomics/1.662 | 59 | Briefly describes and points out the main deficiencies of three models for predicting a productivity/established thermal environment. |
[56] | 2012 | Towards productivity indicators for performance-based façade design in commercial buildings | Building and Environment/4.971 | 35 | Presents the grounds for establishing links between occupant productivity and combined effects of four IEQ key aspects related to façade, that is, thermal comfort, auditory comfort, visual comfort and air quality, in occupant productivity. |
[57] | 2016 | A computer model for the assessment of employee performance loss as a function of thermal discomfort or degree of heat stress | Intelligent Buildings International/1.56 | 21 | Presents an overview of different researches and researchers’ attempts to derive a mathematical link between performance loss and employees’ thermal (dis)comfort shown in the sensation of average temperature. |
[58] | 2017 | Can self-evaluation measure the effect of IEQ on productivity? A review of literature | Facilities/1.150 | 10 | Examines self-evaluation reliability as a method for measuring the effect(s) IEQ on office workers’ productivity. |
[44] | 2017 | A co-citation analysis on thermal comfort and productivity aspects in production and office buildings | Buildings | 12 | The link between thermal comfort and productivity in workplaces is reviewed and analyzed through a co-citation analysis–that is, a factorial analysis applied to mutual citations of the more relevant contributions. |
[59] | 2019 | Influence of indoor environmental quality on human health and productivity-A review | Journal of Cleaner Production/7.246 | 56 | Reviews the state of art in literature and establishes a connection between the factors which influence health and productivity in any indoor environment, be it residential or commercial. |
Ref. | Performance/Productivity Assessment |
---|---|
[7,14,40,62,63,64,65,66,67,68,69,70,71,72] | Subjective assessment. |
[38,43,73,74,75] | Physiological/subjective assessment. |
[76,77] | Subjective/experimental assessment. |
[39,78,79] | Physiological/subjective/self-reported assessment. |
[41] | Body measurements/physiological measurements/subjective assessment/objective (performance and learning tests). |
[80] | Subjective/Absenteeism/Presenteeism Assessment. |
[81] | Decrease in productivity/financial loss. |
[82,83] | Subjective assessment/self-reported productivity. |
[9,76,84] | Physiological/subjective/objective assessment (tests). |
[85,86,87,88,89,90,91,92,93,94] | Subjective/objective assessment (tests). |
[42,95,96] | Objective assessment (performance tests). |
[48,82,97,98] | Physiological/objective assessment (performance tests). |
[99] | Subjective assessment/estimated decrease in productivity. |
[100] | Body measurements/subjective assessment. |
[101] | Field measurements. |
[102] | Physical measurements. |
[103,104] | Data analysis. |
Ref. | IEQ Factors Used in Research |
---|---|
[7] | Conditions for temperature, with constant mechanical wind (CMW) and simulated natural wind (SNW). |
[9,39,41,43,64,66,68,70,77,95,97,98,100] | Air temperature. |
[74] | Different levels of WBGT (wet-bulb globe temperature) using PMV productivity model. |
[78] | Unique temperature experimental factors, relative humidity and fresh air (100% outdoor air). |
[80] | Air temperature and relative humidity, mean radiant temperature and air velocity. |
[76] | Measurement of weather parameters for evaluating PMV and PPD indexes. |
[81] | Performance of two control methods–conventional setting check point and control based on predicted mean vote (PMV). |
[41] | Velocity, thermal comfort. |
[62] | Thermal comfort. |
[63] | Air temperature, air velocity, relative humidity and time of day. |
[84] | Global temperature compared to air temperature. |
[85] | Indoor temperature, indoor air quality, both natural and artificial light. |
[86] | Both concentrations of CO2 and IAQ are considered. |
[87] | Thermal/ventilation sensation. |
[65] | Indoor temperature, humidity, air quality, natural and artificial light and sound levels. |
[88] | Customized ventilation (PVS), controlling the placement of air terminal device and rate of air flow. |
[79] | Temperature, light and ventilation rate. |
[42] | Air temperature, related humidity, operative temperature and air velocity (PMV scale) standard. |
[67] | Effects of critical factors of the built environment on the occupants of commercial buildings with green certification. |
[38] | Temperature, humidity and air velocity. |
[40] | Predicted mean vote, CO2, personal factor. |
[89] | Condition of air supply, supply temperature and environment temperature. |
[90] | Relative humidity. |
[96] | IEQ effect (thermal, light and color layout). |
[69,75] | Indoor parameters (temperature and air quality). |
[91] | Customized ventilation. |
[93] | Perceptions of thermal comfort, indoor air quality, light and acoustic environment. Simulated office tasks were carried out to assess productivity. |
[71,94] | Microclimate conditions. |
[99] | Thermal energy use, CO2 emissions from the use of electricity and productivity loss due to thermal discomfort. |
[83] | Thermal satisfaction/self-reported productivity. |
[14,72,82,92] | Indoor environmental quality (IEQ). |
[48] | Temperature, ventilation rate, sound level. |
[101] | Thermal stress/temperature. |
[102,103] | Temperature and relative humidity. |
[104] | Subjective data of thermal sensation and objective measurements. |
Ref. | Year | Description | Productivity Calculation | Eq. |
---|---|---|---|---|
[102] | 1985 | Equation (1) where Pc is productivity factor for cool and cold related to productivity with air temperature (Ta) and relative humidity (Rh), to be used in cold climate and applicable from −29 to 10 °C. | Pc = 0.0144 · Ta − 0.00313 · Rh − 0.000107 · (Ta)2 − 0.000029 · (Rh)2 − 0.0000357 · (Ta · Rh) + 0.647. | (1) |
Equation (2) Pw is productivity factor for heating or hot, Ta air temperature in degrees Fahrenheit, and Rh is relative humidity, expressed in percentages, to be used in hot climates and is applicable from 21 to 49 °C. | Pw = 0.0517 · Ta + 0.0173 · Rh − 0.00032 · (Ta)2 − 0.0000985 · (Rh)2 − 0.0000911 · (Rh) − 1.459. | (2) | ||
[103] | 1987 | Equation (3) where PR is the relation of predicted daily performance (real/expected), Ta is air temperature at 13 h expressed in percentage. Equation (3) is limited and to deduct climate effects, one needs to acknowledge that predicted crew efficiency is inversely related to PR, as shown in Equation (4). | PR = 9.448 + 0.0518 · Ta − 2.819 · ln(Ta) + 3.89 × 10−37 · | (3) |
Predict efficiency (E) = 1/PR. | (4) | |||
[71] | 2003 | Use the Toftum e Friis-Hansen (2009) model where RP = relative performance, tsv = average thermal sensation according to ASHRAE seven-point scale (ASHRAE 1997). | RP = 0.9945 – 0.0123 · tsv – 0.0069 · tsv2. | |
[99] | 2003 | The percentage of productivity loss D of an office employee can be expressed by the combination of productivity losses in reasoning tasks Tk and typing tasks Tp with a reasoning rate for general tasks α, where Tk and Tp measured in laboratory environments were correlated to the occupant’s preferred average thermal sensation vote γ1 varying between −0.21 and 1.28. | D = α · Tk + (1 − α) · Tp, | (5) |
Tk = 1.5928 · γ15 − 1.5526 · γ14 − 10.401 · γ13 + 19.226 · γ12 + 13.389 · γ1 + 1.8763 | (6) | |||
Tp = −60.543 · γ16 + 198.41 · γ15 − 183.75 · γ14 − 8.1178 · γ13 + 50.24 · γ12 + 32.123 · γ1 + 4.8988 | (7) | |||
[19] | 2004 | Using the mathematical expression of productivity loss, y = c0 (PMV) + c1 (PMV) 2 + c2 (PMV) 3 + c3 (PMV) 4 + ⋯ + cn (PMV)n, Equations (8) and (9) are derived to typing and reasoning tasks respectively. Kosonen and Tan (2004) published two connections for typing performance loss and thought due to the average temperature sensation based on the research by Wyon et al. (1975), where: P = performance loss (%); P ≥ 0 tsv = average thermal sensation according to seven-point scale ASHRAE (ASHRAE 1997). | y = − 0.543 · + 198.41 · − 183.75 · − 8.1178 · + 50.24 · + 32.123 · + 4.8988. | (8) |
y = 1.5928 · − 1.5526 · − 10.401 · + 19.226 × 2 + 13.389 · + 1.8763. Typing P = 4.8988 + 32.123 · tsv + 50.24 · tsv2 − 8.1178 · tsv3 −183.75 · tsv4 + 198.41 · tsv5 −60.543 · tsv6 Reasoning P = 1.8763 + 13.389 + 19.226 · tsv2 −10.401 · tsv3 − 1.5526 · tsv4 + 1.5928 · tsv5 | (9) | |||
[55] | 2005 | Three different mathematical regression models represented by Equations (10)–(12) to predict productivity for light, moderate and heavy construction tasks respectively (Srinavin, 2002). The tree equations are applicable to temperature range from 5 to 45 °C. | PL = 102 − 0.80 · PMV − 1.84 · (PMV)2 | (10) |
PM = 102 + 1.19 · PMV − 2.17 · (PMV)2. | (11) | |||
PH = 83 + 21.64 · PMV − 9.53 · (PMV)2 + 0.91 · (PMV)3. | (12) | |||
[81] | 2007 | The yearly average productivity loss of an office occu-pant is determined by Equation (13) where is the yearly average productivity loss of a j occupant where j goes from 1 to 19, representing all the office occupants. The proportion of a mechanical task and the proportion of a purely mental task are associated to degree i, denoted by and respectively is the PMV for the occupant in an instant of time t in one month m. The duration of time T1 and T2 represents commercial time. | (13) | |
[70] | 2007 | Normal performance was calculated from Equation (14), where = number of correct answers during session i for the subject; A = average number of correct answers from subject A throughout all the sessions. | (14) | |
[104] | 2009 | Jensen, Toftum and Friis-Hansen (2009) relation where RP = relative performance; tsv = average thermal sensation, according to the seven-point scale AHRAE (ASHRAE 1997). | RP = 0.9945 − 0.0123 · tsv − 0.0069 · tsv2 | |
[98] | 2009 | Performance loss Equations by work category for the situation WBGT ≥ 34. According to the research by Zhao, Zhu e Lu (2009), the concept of ‘heat tolerance time’ is important only in the case of WBGT ≥ 34 where Thht = heat tolerance time (h), Pwbgt = performance (%); t ≤ Thtt. | Heavy work load Thtt = 0.0519 · WBGT3 − 5.6694 · WBGT2 + 206.04 · WBGT − 2490.3 (h) Pwbgt = −0.5963 · t2 + 0.9115 · t − 0.0676 · WBGT + 2.44 (%). Average work load Thtt = 0.1508 · WBGT3 − 16.0601 · WBGT2 + 608.11 · WBGT − 7411.8 (h) Pwbgt = −0.364 · t 2 + 0.7476 · t − 0.05301 · WBGT + 2.09 (%). Light work load Thtt = 0.0869 · WBGT3 − 9.3769 · WBGT2 + 336.24 · WBGT − 4004.5 (h) Pwbgt = −0.286 · t2 + 0.6256 · t − 0.07 · WBGT + 2.94 (%). | |
[63] | 2010 | Percentage in change in productivity of a topic under implementation of each task was calculated from Equa-tion (15) where: productivity change of a task j done by subject : amount of work done by subject i for task j: subject’s i average performance for task j. | × 100 i: subject 1. subject 2. subject 3 and subject 4 j: typing task. calculation task. review task. simple reaction task and reaction to color stimuli k: experiment number | (15) |
[76] | 2015 | Correlation between school performance ηt, K and indoor air temperature Equation (16). Using the average of results obtained by all students in each of the 12 tests P, Gaussiana correlation between performance ηt, P and air temperature ti, Equation (17). was deducted. The correlation to estimate partial performance ηRH depending on relative humidity RHi was obtained in a similar way Equation (18). | ηt. K = 88.1·exp (− | (16) |
ηt. P = 93.5·exp (− | (17) | |||
ηRH = 90.33·exp (− | (18) | |||
[74] | 2018 | Productivity loss was estimated using the Kjellstrom et al. (2009) method. To determine the conditions for thermal comfort, Equation (19) represents the percentage of productivity from heavy work load where PH means the value of productivity for heavy work load. | PH = 83 + 21.64 · PMV − 9.53 · (PMV)2 + 0.91 · (PMV)3 | (19) |
[86] | 2018 | The performance of tasks by the occupants of the build-ing was divided into six tasks. In this case, standardi-zation of values corresponding to each attribute was carried out using Equation (20), where SA is the stand-ardized value for and is each attribute. | SA = ()/ ( − ) | (20) |
[84] | 2019 | Mathematical model using the linear model (GLM) to examine the behavior of (tg − ta) and trm in cognitive performance (Dt index–overall performance as a function of time) of students Equation (21), where: 1. Probability distribution of Y (Dt), Y ∼ N (σ2); 2. The function which connects the expected value Y (Dt) with a linear combination of the explanatory variant. | E (Dt) = β0 + β1 · Ttrm + β2 · tg – ta | (21) |
[64] | 2019 | Ordinary least square regression (OLS) to map the link between temperature and performance, Equation (22): where i refers to an individual, j refers to an experimental session, Tempj is the room temperature during session j and X ij is a vector of observable characteristics of the individual and the session which can influence performance. The dependent variable Yij is a measure of the individual’s performance i in the mathematical task, verbal task, CRT, and a measure of total amount of attempted answers. | (22) | |
[40] | 2019 | The relation between productivity, CO2 concentration and personal factors, combined, where Z represents productivity, x represents PMV and y represents CO2 concentration; coefficients a, b, c, d, e, f, g, h, i, j and k are obtained by means of a software. | Productivity = f (PMV. CO2) | (23) |
Z = a + b · x + c · + d · + e · + f · + g · y + h · + i · + j · + k · | (24) | |||
[101] | 2020 | Equation for estimating performance decline at work can be written as Equation (25): | P (%) = 2 × (Thermal stress. °C) − 50 | (25) |
[78] | 2020 | Absolute performance can be calculated based on precision (% of correct answers) and speed (time taken to answer) the tasks in Equation (26). The performance index of all individuals in each condition was calculated (PIi). Relative performance of each condition was obtained according to Equation (27), where: RP–relative performance; PIi–Absolute performance in each condition; PImax–Performance maximum in all conditions. | PI = (precision of 0.5 speed 0.5) 2 = speed precision | (26) |
RP = PIi/PImax × 100 | (27) |
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Bueno, A.M.; de Paula Xavier, A.A.; Broday, E.E. Evaluating the Connection between Thermal Comfort and Productivity in Buildings: A Systematic Literature Review. Buildings 2021, 11, 244. https://doi.org/10.3390/buildings11060244
Bueno AM, de Paula Xavier AA, Broday EE. Evaluating the Connection between Thermal Comfort and Productivity in Buildings: A Systematic Literature Review. Buildings. 2021; 11(6):244. https://doi.org/10.3390/buildings11060244
Chicago/Turabian StyleBueno, Ana Maria, Antonio Augusto de Paula Xavier, and Evandro Eduardo Broday. 2021. "Evaluating the Connection between Thermal Comfort and Productivity in Buildings: A Systematic Literature Review" Buildings 11, no. 6: 244. https://doi.org/10.3390/buildings11060244
APA StyleBueno, A. M., de Paula Xavier, A. A., & Broday, E. E. (2021). Evaluating the Connection between Thermal Comfort and Productivity in Buildings: A Systematic Literature Review. Buildings, 11(6), 244. https://doi.org/10.3390/buildings11060244