Experimental Investigation on Thermal Comfort of COVID-19 Nucleic Acid Sampling Staff in Hot and Humid Environment: A Pilot Study of University Students

Abstract

The current situation of Coronavirus Disease 2019 (COVID-19) prevention and control coupled with the need to work in high-temperature harsh environments makes it necessary to ensure the health and efficiency of medical staff. An experimental outdoor work tent was set up and university students were used to study the thermal comfort of personnel wearing protective clothing in hot and humid environments. The experiment was carried out simultaneously through subjective and objective field tests and physiological tests of personnel. The wet bulb globe temperature (WBGT) index was investigated to divide the outdoor thermal environment into four working conditions: 21–23 °C, 23–25 °C, 25–27 °C and 27–29 °C. Under the different thermal environment intensities, the variations of physiological parameters of test personnel were monitored. The results showed that when WBGT was increased to 27–29 °C, 100% of the participants expected the external temperature to become cooler and the humidity to decrease after one hour. When the temperature was close to 30 °C and the relative humidity was close to 60%, it was necessary to take cooling measures to reduce the thermal stress of the participants. Moreover, relationships between subjective feelings and physiological parameters of the nucleic acid sampling personnel were obtained. Results also found that the forehead, chest and back were the highest skin temperature parts, so it is most effective to give priority to improving the thermal comfort of these three locations. As an early attempt to conduct the real outdoor experimental study on the thermal comfort of COVID-19 nucleic acid sampling staff, this study provided a theoretical basis for follow-up research to develop cooling strategies for protective clothing in hot and humid outdoor environments.

1. Introduction

Since the end of 2019, COVID-19 has been relentless, resulting in the deaths of many medical staff members. As the basic protective equipment for nucleic acid sampling personnel, medical protective clothing provides good barrier performance and can effectively prevent an external virus from infecting the human body [1]. Protective clothing components include working overalls, gloves, goggles and shoe covers, the use of which can bring great physiological and psychological pressure to the wearer. It is often difficult to give consideration or priority to the comfort of wearing such clothing, and so a general deficiency of disposable medical protective clothing is currently their poor comfort [2,3,4].

Figure 1 shows typical work sites for nucleic acid sampling personnel [5]. Such staff wearing protective clothing soon become wet all over from sweating, and their skin can suffer other effects after being covered [6,7], which can seriously affect their working efficiency and their health and increase the risk of heat stress [8,9,10,11]. Therefore, more attention should be paid to high-temperature environments of nucleic acid sampling personnel, and it is necessary to study and analyze the thermal comfort of sampling personnel.

At present, there are few studies of the thermal comfort of medical staff wearing protective clothing in high-temperature environments. Some studies have focused on the impact of protective clothing design and material composition on human thermal comfort [12,13,14]. Troynikov et al. [13] discussed the performance attributes related to the thermal physiology and comfort of a wearer in relation to the protective clothing’s functions, conducted comprehensive testing and analysis of the constituent materials and conducted thermal mannequin testing of experimental surgical clothing. Other studies have mainly focused on the thermal comfort of other types of protective equipment such as fire protection and mascot clothing in high-temperature environments [15,16,17]. By monitoring the temperature of firefighters wearing different types of protective clothing, Roossien et al. [15] concluded that new concepts in protective clothing manufacture had significantly higher internal temperatures. Wang et al. [16] compared the effect of cooling suits on the heat stress of mascot actors in hot and humid environments.

Some studies have focused on different experimental cabin environments, using different thermal stress evaluation indicators to describe the degree of human heat stress [18,19,20,21]. Fang et al. [22] compared several commonly used outdoor thermal indices through experimental tests and surveys and concluded that there was a high correlation between predicted mean vote (PMV) and other indices, indicating that there was a significant difference between the original thermal stress and thermal comfort. Chong et al. [23] studied the relationship between physiological responses and subjective perceptions of workers wearing thermal protective clothing in extreme heat environments and proposed a new continuous graphical index for heat strain assessment under simulated working conditions in a climate chamber. This index is suitable for assessing thermal strain and efficiency of workers wearing thermal protective clothing in extremely hot environments. Few studies have systematically investigated the thermal comfort of medical staff in high-temperature environments [24,25,26]. For example, Potter et al. [25,26] proposed that the impermeable design of protective clothing in hot and humid environments could cause the risk of thermal stress, which could be used to manage the safety of medical staff responding to the Ebola outbreak.

In view of the current level of knowledge, this study considers for the first time the thermal comfort of COVID-19 nucleic acid sampling staff in hot and humid outdoor environments. The experimental method uses actual outdoor natural environments, and hence the experimental data are more real and reliable than studies conducted in thermal chambers. Combined with environmental testing and human physiological and psychological testing, the thermal comfort of outdoor nucleic acid sampling staff exposed to high temperatures is analyzed. The objectives of the study are to investigate the correlation between thermal stress and physiological parameters of the human body, to determine the importance and significance of the thermal comfort of epidemic prevention personnel and to provide a theoretical basis for follow-up research to develop cooling strategies for protective clothing in hot and humid outdoor environments.

2. Experimental Methods

2.1. Experimental Environment

The tests were conducted on the campus of Shandong Jianzhu University in July 2020 and lasted for 14 days. Environmental conditions during the test are presented in

Table 1. Environmental conditions experienced during the test period.

Date	Temperature (°C)	Weather Condition	Humidity (%)	Solar Radiation (W/m2)
30 June	24.0–29.5	Cloudy	52–74	165–1096
1 July	27.1–35.1	Cloudy	30–55	221–1053
2 July	26.6–29.8	Overcast	49–58	248–819
3 July	24.8–28.2	Overcast	59–66	50–418
4 July	25.6–30.8	Sunny	51–66	126–980
5 July	25.5–33.3	Sunny	47–69	117–1080
6 July	26.0–29.4	Cloudy	59–70	279–829
7 July	27.5–37.1	Sunny	34–64	115–965
8 July	28.5–36.7	Cloudy	30–63	131–993
9 July	21.9–27.7	Cloudy	54–80	30–296
10 July	25.2–31.8	Cloudy	50–65	104–814
11 July	27.1–31.4	Drizzly	52–67	43–735
20 July	25.7–38.0	Sunny	36–74	250–978
27 July	25.3–29.0	Cloudy	54–77	101–1081

. The location and general arrangements of the experimental site are shown in Figure 2. Temporary tents were set up in an outdoor area with good ventilation and lighting. The tents had ventilation on all sides. The tent had a length, width and height of 3 m, 3 m and 1.9 m, respectively. As a typical Chinese tent that can shield wind, rain and sunlight, this experimental equipment was used to simulate typical working environments of epidemic prevention workers. The layout of an individual experimental tent is shown in Figure 3.

2.2. Experimental Instruments

The protective clothing used in the experiment was of the typical nonwoven medical disposable type, which can effectively block the penetration of bacterial particles and liquids. Several sets of different sizes were used to fit each test participant in the experiment. Test participants also wore disposable pure cotton surgical gowns, face masks, goggles and medical rubber gloves (Figure 4). The cotton surgical gowns had good sweat absorption performance, providing a convenient way to calculate the sweat production of the test personnel. The surgical gowns were reused after cleaning.

Full details of the physiological and environmental testing instrumentation used in the experiment are given in

Table 2. The details of the physiological and environmental testing instrumentation used in the experiment.

Parameter	Instrument Type	Parameter Range	Accuracy	Resolution	Instrument
Air temperature	HOBO MX2301A	−40 to 70 °C	±0.2 °C	0.02 °C
Air humidity		0–100% RH	±2.5%	0.01%
Globe temperature	JI-IAQ-50	−20 to 85 °C	±0.5 °C	0.1 °C
Skin temperature	iButton	−20 to 85 °C	±0.0625 °C	0.1 °C
Core temperature	Digi-sense 20250-93	−40 to 125 °C	±0.5 °C	0.1 °C
Heart rate	POLAR	30–240 bpm	±1 bpm	1 bpm
Human body scale	ES-100KT-5	0.005–100 kg	±10 g	5 g
Electronic balance	Meilen-MTB	0–3 kg	±0.01 g	0.01 g

.

2.3. Index and Calculation Methods

The wet bulb globe temperature (WBGT) index is the most commonly used index to evaluate environmental thermal stress. It is mainly used to determine safe exposure limits in hot and humid environments. This index is calculated using three parameters: black globe temperature (t_g) which reflects the solar radiation, wet bulb temperature (t_w) and dry bulb temperature (t_a). The calculation formula of WBGT in an outdoor environment with solar radiation is as follows [27]:

$$WBGT=0.7t_w+0.2t_g+0.1t_a$$

(1)

An 8-point weighted method with high reliability and sensitivity was used to estimate the mean skin temperature (T_sk) of the test human bodies [28]:

$$\begin{gathered} T_{sk}=0.07t_{forehead}+0.07t_{upper arm}+0.07t_{lower arm} \\ +0.05t_{hand}+0.175t_{back}+0.175t_{chest}+0.19t_{thigh}+0.2t_{calf} \end{gathered}$$

(2)

T_sk and heart rate (HR) were recorded every one second, and averages and standard deviations were calculated every five minutes to obtain values to monitor variation over time. A weighing method was used to measure sweat production (SW_p), determined by the change in clothing weight before and after the experiment. Due to the barrier properties of the protective clothing, evaporation of sweat discharged by the human body is difficult, and hence the amount of evaporative loss is very small and can be ignored. Hence, sweat production was estimated by the weight gain of the absorbing surgical gown and protective suit before and after the experiment and the weight gain of a towel that was used to wipe residual sweat which remained on the body after the experiment. In order to reduce errors, an average value was obtained using multiple measurements. The formula for the estimation of sweat production (SW_p) is as follows [29]:

$$S{W}_p=W_{PC2}+W_{SG2}+W_{T2}+W_{G2}-W_{PC1}-W_{SG1}-W_{T1}-W_{G1}$$

(3)

where W_PC1 and W_PC2 are the weight of the protective suit before and after the experiment (g), W_SG1 and W_SG2 are the weight of the surgical gown before and after the experiment (g), W_T1 and W_T2 are the weight of the towel before and after the experiment (g) and W_G1 and W_G2 are the weight of the protective disposable gloves before and after the experiment (g).

The metabolic rate is generally obtained by direct measurement of oxygen consumption [30]. However, it was difficult to measure the oxygen consumed by the participants in this experiment. Considering these constraints, a simpler method was adopted to directly calculate the weight loss due to the metabolism of the human body. The metabolic weight-loss (M) was estimated using the weight difference of a test participant, i.e., the difference between the total weight of a participant before the beginning of the experiment and the total weight of the participant after the end of the experiment, as follows [31]:

$$M=M_1-M_2$$

(4)

where M₁ and M₂ are the total weight of participants before and after the experiment (g).

The physiological strain index (PSI), which reflects the body temperature regulation system and the cardiovascular system, is one of the most widely used indicators to describe heat strain in the human body [16]. PSI ranges from 0 (no heat strain) to 10 (maximum heat strain), with 1 indicating no/little heat strain, 2 and 3 indicating low heat strain, 4 and 5 indicating moderate heat strain, 6 and 7 indicating high heat strain and 8 and 9 indicating very high heat strain. The PSI at time t (PSI_t) is calculated as follows [16]:

$$PS{I}_t=5\times \frac{T_{core,t}-T_{core,0}}{39.5-T_{core,0}}+5\times \frac{H{R}_t-H{R}_0}{180-H{R}_0}$$

(5)

where T_core,0 (°C) and HR₀ (bpm) are the mean core temperature and heart rate measured before the experiment; T_core,t (°C) and HR_t (bpm) are the mean core temperature and heart rate obtained at any time t; and 39.5 °C and 180 bpm are the highest acceptable core temperature and heart rate for human health, respectively.

2.4. Experimental Conditions

In order to compare the degree of influence of different thermal stress levels on human thermal comfort, the WBGT index was used to categorize the thermal environmental states experienced during the experiment. Taking into account the wider distribution of WBGT, we integrated the experimental data, and the associated values of WBGT ranged from 21 to 29 °C. Hence, the experiment was divided into four thermal environmental categories: 21–23 °C, 23–25 °C, 25–27 °C and 27–29 °C. These thermal categories represent four different working conditions. Details of the basis for the division of the sampled environmental conditions into the four categories are shown in Figure 5. Each scatter point in the figure corresponds to a different participant. Twelve participants were selected under each working condition, half being male and half being female.

Table 3. Average environmental parameters for each of the four working conditions.

Working Condition	WBGT (°C)	ta (°C)	RH (%)
21–23	23.04	24.78	77.02
23–25	24.79	28.22	60.35
25–27	26.45	29.85	57.83
27–29	28.60	35.12	39.30

shows the corresponding environmental conditions in the four categories. It can be seen from the table that the larger the WBGT index was, the higher the ambient temperature was and the lower the relative humidity was.

2.5. Participants and Survey

The participants were mainly university students. A total of 12 participants were recruited into the study, aged between 23 and 25. They were required to be healthy and had no diseases related to the experiment. The basic details describing the participants are shown in

Table 4. Basic information for the experimental participants.

		Age (Years)	Height (cm)	Weight (kg)	BMI
All	AVE	23.73	171.00	62.69	21.24
	STDEVP	0.75	7.87	13.42	3.28
Male	AVE	23.50	176.33	72.67	23.35
	STDEVP	0.76	3.30	9.04	3.05
Female	AVE	24.00	164.60	50.80	18.70
	STDEVP	0.63	6.95	5.27	0.77

. The average value (AVE) and overall standard deviation (STDEVP) for age, height, weight and body mass index (BMI) are provided.

Subjective feelings were recorded using thermal sensation votes (TSV), humid sensation votes (HSV), thermal comfort votes (TCV) and thermal acceptance votes (TAV). Specific evaluation scales are shown in Figure 6.

Besides, with the increase in heat exposure time (0, 15, 30, 45 and 60 min), the temperature expectation vote was assessed using a continuous 3-point scale ranging from −1 (getting hot) to 1 (getting cold), with 0 being a neutral vote. The humidity expectation vote was assessed using a continuous 3-point scale ranging from −1 (getting wet) to 1 (drying), with 0 being a neutral vote. The voting of humidity expectation is mainly subjective voting based on the inner space of clothing and the situation of sweating.

Moreover, the sweating position voting and uncomfortable position voting with the increase in heat exposure time (0, 15, 30, 45 and 60 min) were also recorded, including the hand, forehand, face, neck, chest, abdomen, back, buttock, forearm, upper arm, thigh, calf and foot.

In summary, the principal survey data included the basic personal information of each participant; the total weight of clothes, towels and gloves before and after the test; and subjective feelings of the test participants.

2.6. Experimental Procedures

Details of the experimental steps and process are shown in Figure 7. Before the experiment, the participants sat in an air-conditioned room with an ambient temperature of 25–26 °C and rested for 20 min. The initial physiological parameters of the participants were tested and the test clothes were weighed. The participants were then provided with the test sensors, heart rate band, surgical gown, protective clothing, masks and goggles to ensure that the skin would not directly contact the outside world. Next, the body weight was measured to record the weight of the participants before the experiment, and they walked into the test tent. Note that the participants were not allowed to drink water or eat any food unless the participants chose to give up the experiment due to extremely uncomfortable conditions.

The whole test process lasted for 1 h, and a subjective feeling survey was filled in every 15 min, hence a total of 5 times. During the test, the participants stood or walked slowly. After the test, the participants quickly returned to the air-conditioned room and were kept in the same condition as their weight was measured at the end of the experiment. After data collection was complete, IBM SPSS Statistics 25 and Origin 9.1 data processing software were used to sort and analyze the data.

3. Experimental Results and Analysis

3.1. Physiological Parameters

The variations of the average values of T_sk and HR over time under the four working conditions are shown in Figure 8. It can be seen from the figure that T_sk rose rapidly for the first 15 min. Subsequently, there was a significant correlation between T_sk and WBGT (p ≤ 0.01). When working conditions changed from category 1 to category 2, category 2 to category 3 and category 3 to category 4, the mean skin temperature increased by 0.57, 1.04 and 1.94 °C, respectively. This indicates that the higher the thermal stress level was, the more obvious the skin temperature rise was.

In this study, when the WBGT was 25–27 °C, the average ambient temperature was 29.85 °C and the average humidity was 57.83%. The mean skin temperature of the test participants rose from 33.87 to 35.47 °C, and the participants began to feel uncomfortable. When the WBGT was 27–29 °C, the average ambient temperature was 35.12 °C, the average humidity was 39.30% and the mean skin temperature of the participants fluctuated from 33.89 to 36.40 °C. When this occurred, the temperature of human skin was high and the thermal sensation was obvious.

After the first 15 min, HR and WBGT also were significantly correlated (p ≤ 0.01). When working conditions were in category 1, category 2, category 3 and category 4, the average HR of the test participants were 91.27, 93.66, 98.95 and 106.12 bpm, respectively. With the increase in thermal stress level, the rising trend of HR was obvious. In the high-temperature environment of 27–29 °C, the heart rate of the participants who stood for rest was more than 100 bpm.

Figure 9 shows the variation of skin temperature at the eight body locations (forehead, chest, back, upper arm, lower arm, hand, thigh and calf) of the test participants under the four working conditions. As can be seen from the figure, with the increase in thermal stress level, the skin temperature of each part increases to varying degrees. The forehead skin temperature was the highest, and the average forehead temperature reached 36.99 °C at 27–29 °C. The second was the back and chest, with average temperatures of 36.79 and 36.43 °C, respectively. The skin temperature of the thigh was the lowest. The skin temperature of the hands was significantly greater than that of the lower and upper arm. The main reason is that the medical rubber gloves blocked heat dissipation from the hand.

Figure 10 shows the average amount of sweat production and metabolism of the test participants under the four working conditions. It can be seen from the figure that there were significant differences in sweat production and metabolic rate between the different thermal stress levels. Between working condition level 1 (21–23 °C) and level 4 (27–29 °C), sweat production increased 113.67 g and metabolic rate increased 118.08 g. Sweat could not be evaporated from the protective clothing and hot air could not be discharged quickly, resulting in an increase in temperature and humidity in a microclimate inside the clothing. Hence, the thermal environment under the clothing was more extreme than the external thermal environment, which increased the physiological pressure on the test participants. Figure 11 shows typical sweat patterns after the experiment, confirming that sweat production was obvious.

3.2. Physiological Strain Index

Figure 12 shows the variation of the mean PSI value with time under the four different heat stress levels. With the increase in exposure time and environmental thermal intensity, the PSI increased from 0 (no heat strain) to 4.1 (moderate heat strain). At 27–29 °C, the PSI index increased the most, which indicated that under the same exercise intensity, the greater the environmental stress index was, the more the physiological strain index increased.

3.3. Relationships between WBGT and Physiological Parameters

To examine the correlation between the physiological parameters and the WBGT index, Pearson correlation analysis was performed using the IBM SPSS Statistics 25 software (

Table 5. Correlation between WBGT index and various physiological parameters.

		Tsk	HR	SWp	M
WBGT	Pearson	0.854 **	0.739 **	0.670 **	0.623 **
	p(sig.)	0.000	0.000	0.000	0.000

Note: 0.01 < p ≤ 0.05, * significant correlation; p ≤ 0.01, ** significant correlation.

). It can be seen from the table that there was a significant positive correlation between T_sk, HR, SW_p, M and WBGT (p ≤ 0.01), and the correlation degree r value was above 0.6, indicating that the physiological parameters were significantly affected by the thermal environment and all increased with increasing WBGT. The correlation coefficient of T_sk was the highest (r = 0.854 **), indicating that T_sk was more significantly affected by the external thermal stress.

3.4. Gender Differences

Independent sample t-tests were conducted using the SPSS software to examine the influence of gender difference on the human physiological parameters (

Table 6. Results of t-test analyses of the physiological parameters of male and female test participants.

		F	Significance	t	p(Sig.)	Mean Difference
Tsk	Equal variances assumed	0.110	0.741	−0.547	0.587	0.248
	Equal variances not assumed			−0.547	0.587	0.248
HR	Equal variances assumed	2.758	0.106	0.870	0.391	2.464
	Equal variances not assumed			0.906	0.371	2.464
SWp	Equal variances assumed	12.992	0.001	2.773	0.008	46.674
	Equal variances not assumed			2.773	0.009	46.674
M	Equal variances assumed	2.313	0.135	2.374	0.022	4.713
	Equal variances not assumed			2.374	0.023	4.713

Note: p(Sig.) < 0.05 is significant.

). Taking T_sk as an example, its significance was 0.741 (p >0.05), which belongs to homogeneity of variance. According to the t-test results in the first row listed in the table, the p(Sig.) was 0.587 (p > 0.05); hence, it is considered that there was no significant difference in T_sk between male and female samples. It can also be seen that there was no significant difference in HR between male and female samples. However, there were significant differences in the SW_p and M between male and female samples (p < 0.05).

4. Questionnaire Results and Analysis

4.1. Comprehensive Subjective Evaluation

Figure 13 presents the overall subjective evaluation voting values under the four different thermal stress levels. With the increase in heat exposure duration, the thermal sensation votes increased (Figure 13a). For the 21–23 °C working conditions, the overall average TSV values were distributed between 1 (slightly warm) and 2 (warm). Under the 23–27 °C conditions, the overall TSV values were between 1 (slightly warm) and 3 (hot), For the 27–29 °C conditions, the environmental thermal intensity obviously influenced the overall thermal sensation. The average thermal sensation voting value was 3.1, and the subjective thermal sensation was relatively hot.

At the beginning of the experiment, HSV was between 0 (neutral) and 3 (slightly wet) (Figure 13b). Within 30 min, the skin wetness sensation of the participants rose, and after 30 min, the skin wetness sensation tended to stabilize. In the thermal range 27–29 °C, HSV reached a very wet state. This suggests that at the beginning of the experiment, the body secreted sweat to increase the skin moisture. After half an hour, the stability of the feeling of skin humidity did not mean that the sweating had stopped. It was rather because the sweat had soaked the surgical gown and the outer protective clothing increased the resistance to sweat evaporation. The clothes stuck to the participants’ skin and enhanced their wetness sensation.

Figure 13c shows the change in TCV. The overall average TCV was between −0.5 (neutral) and −2.5 (very uncomfortable). As the thermal stress level increased, the participants’ discomfort increased. Under the hot conditions of 27–29 °C, the TCV was between −1 and −2.5, and the discomfort was the most intense.

Figure 13d shows the change in thermal acceptability. As the level of thermal stress increased, the thermal acceptability in each case gradually decreased, and the thermal acceptability was the lowest for the hot working conditions of 27–29 °C.

4.2. Relationships between Subjective Evaluation and Physiological Parameters

Table 7. Pearson correlation analysis between subjective evaluation and physiological parameters.

		Tsk	HR	SWp	M
TSV	Pearson	0.534 **	0.495 **	0.416 **	0.318 *
	p(sig.)	0.000	0.002	0.003	0.028
HSV	Pearson	0.494 **	0.375 **	0.509 **	0.407 **
	p(sig.)	0.009	0.002	0.000	0.004
TCV	Pearson	−0.510 **	−0.335 *	−0.379 **	−0.319 **
	p(sig.)	0.001	0.046	0.008	0.002

Note: 0.01 < p ≤ 0.05,* significant correlation; p ≤ 0.01, ** significant correlation.

shows Pearson correlation coefficients between the physiological parameters and the subjective evaluation indexes. It can be seen from the table that the p(sig.) values between TSV and various parameters were all less than 0.05, and there was a significant positive correlation between physiological parameters and TSV. The correlation between T_sk and TSV was greater (r = 0.534 **). It can be seen that skin temperature was the main factor affecting the evaluation of human subjective thermal sensation. There was also a significant positive correlation between HSV and physiological parameters (p < 0.01). The correlation between SW_p and HSV was greater (r = 0.509 **), followed by the mean skin temperature. This suggests that as sweat increases the moisture of the human skin, the more the human body sweats, the higher the participant’s HSV.

There was a significant negative correlation between TCV and various physiological parameters (p < 0.05). Among them, T_sk had the highest correlation with TCV (r = −0.510 **). Hence, skin temperature had a major impact on the subjective thermal comfort evaluation.

4.3. Sweating Position Voting

Figure 14 shows the sweating position voting and uncomfortable position voting under the four different working conditions. With the increase in thermal stress level, the proportion of participants’ sweating votes increased significantly, and the number of votes for sweating parts increased. Among them, the proportion of sweating voting of head, face, neck, chest and back was relatively large. These areas were obviously sensitive to sweating and had a greater impact on the overall sweating vote. For the hip, thigh, leg and foot, the proportion of the sweating vote was small, suggesting that the thermal regulation range of each of these body parts is not the same, and the sweating situation of each part is significantly different. The head and face sweat vote was high due to the use of goggles and masks which wrap the head very closely and hinder heat dissipation from the head. In addition, the heat dissipation from human breathing is also blocked, which increased the discomfort of the head and face. The head, face, neck, chest and back also accounted for the largest number of uncomfortable voting, which shows that sweat has a significant impact on human discomfort, and a large amount of sweat increases skin adhesion. Wet skin increased the friction between skin and clothing, which aggravated the discomfort of the participants.

4.4. Temperature and Humidity Expectation Votes

Figure 15 shows the voting chart of participants’ expectations of ambient temperature with the increase in heat exposure time. It can be seen from the figure that under the four different working conditions, the expected value of external environment heating is 0, and the expected value of personnel temperature is above 0.2. As the level of thermal stress increased, the degree of expected external environment cooling increased. The average expected vote of personnel temperature was 0.63, 0.72, 0.72 and 0.85 °C for each of the four working conditions, respectively. As the duration of heat exposure increased, the proportion of people expecting to become cooler also increased. When WBGT was 27–29 °C, almost all participants expected the temperature to become cooler, and as the exposure time increased, 100% of the participants finally expected the outside temperature to become colder with expected values of 0.5–1. At this time, the temperature expected average vote was 0.85. This suggests that under the thermal intensity of this environment, a control method must be adopted to improve the thermal sensation and comfort of the participants.

Figure 16 shows the voting chart of participants’ expectations of ambient humidity with the increase in exposure time under the four different experimental conditions. When WBGT rose from 21–23 °C to 27–29 °C, the proportion of expected humidity drying increased, with the average voting value increasing from 0.61 to 0.84, which indicates that the high heat intensity environment led to the aggravation of human discomfort. At 27–29 °C, up to 92% of the participants had a strong desire to reduce the humidity. As the experiment progressed, 100% of the participants finally expected the humidity to decrease. This indicates that for medical staff who work for a long time in a high-heat and humid environment, it is urgent to take measures to reduce the dampness of the human skin in order to improve the comfort of the human body.

5. Discussion

The experiments presented here were different from those that utilize experimental cabins or chambers as they used the outdoor natural environment as the experimental site. A lot of work has been done from the perspective of physiological reaction and subjective perception of real participants. This study mainly conducted a preliminary evaluation of the current situation in relation to the influence of medical protective clothing on human thermal comfort in hot and humid environments. The degree of thermal stress damage to the human body under different thermal stress levels was determined. Combined with the surveys of participants, the correlation analysis of participants’ subjective feelings and physiological parameters under different environments and gender conditions was analyzed. When the WBGT index is between 25 and 27 °C, it is necessary to take cooling measures to reduce the thermal stress damage to the human body. Based on the current research and as a comparative experiment, the future experiments mainly focuse on the cooling strategy of wearing protective clothing and choosing different cooling methods, and propose a set of optimal cooling strategies. There are several aspects of the study that can be improved upon:

(1) The research participants in the experiment were all university students in the context of various epidemic prevention measures, so the conclusions may have some limitations due to the physical condition and age of the participants. A wider sample range should be considered in the future.

(2) Considering the human body’s heat stress response, the test time of the participants was relatively short, and a follow-up study should consider longer test times appropriate to the study of the tolerance of the human body.

(3) The experiment mainly focused on the study of human thermal comfort under four different cases of WBGT index. Considering the problem of an equal number of people and the proportion of men and women under each case, the sample size of participants under each case was relatively small [32]; hence, the sample size needs to be expanded in later studies. As a comprehensive indicator, WBGT cannot completely reflect the real environmental conditions; therefore, an independent variable, e.g., air temperature or relative humidity, may be used as the evaluation index to analyze human thermal comfort in further studies.

(4) Due to the stress and danger experienced by nucleic acid sampling personnel, it is difficult to achieve real on-site testing. If conditions permit at a later stage, we should use real nucleic acid detection workers as the participants to increase the validity and objectivity of the experiment.

(5) Due to the limitation of the experiment itself and the urgency of time, the measurement method of body weight difference was used to calculate the metabolic rate, mainly considering that the participants wore masks, which limits the measurement of oxygen consumption. This could be improved upon in future studies.

6. Conclusions

An experimental outdoor work tent was used to study the thermal comfort of personnel in hot and humid environments. Using the wet bulb globe temperature (WBGT) index, the thermal environment was divided into four working conditions: 21–23 °C, 23–25 °C, 25–27 °C and 27–29 °C. Changes in physiological parameters of the test personnel were analyzed, and relationships between subjective feelings and physiological parameters of the simulated nucleic acid sampling personnel were investigated. The following main conclusions were drawn:

(1) When the WBGT index was between 25 and 27 °C, the human test participants had uncomfortable thermal sensations. When the WBGT index was between 27 and 29 °C, the test participants’ mean skin temperature was between 33.82 and 36.48 °C, their mean heart rate was 106.12 bpm, their mean sweat production in the test period (one hour) was 135.24 g and their PSI index reached 4.1 (moderate heat strain), all suggesting a relatively high level of discomfort.

(2) In terms of gender differences, there was no significant difference in T_sk and HR between male and female samples. There were significant differences in the SW_p and M between male and female samples (p < 0.05). The mean skin temperature and sweating of the human body were the main factors affecting the subjective voting of participants. The correlation degree between T_sk and TSV and TCV was the most significant (p ≤ 0.01), and the correlation between sweating and HSV was significant (p ≤ 0.01).

(3) The forehead, chest and back were the three body locations with the highest skin temperature. From the participants’ voting of sweating and uncomfortable positions, the forehead, face, neck, chest and back accounted for the highest proportion of discomfort. When the WBGT increased to 27–29 °C, 100% of the participants expected the external temperature to be cooler and the humidity to be less, with expected values of 0.5–1. This shows that measures must be taken to reduce the temperature and humidity of the human skin surface in order to improve the thermal feeling and comfort of personnel.