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A total of 782 volunteers, including 238 participants in the control group and 544 workers in the exposure group, were enrolled in the study. The exposure group in this study comprised workers aged 18 to 60 who had at least one year of work experience. The control group members did not have any occupational COEs exposure, although living in the same city as the exposed group. After training, investigators gathered basic information from all the volunteers in a questionnaire survey. “Smoking” was defined as smoking more than one cigarette a day for over six months, while “alcohol consumption” was defined as having consumed more than two drinks per week in the past six months since the survey began. Na2EDTA anticoagulation tubes were used to collect peripheral blood from every individual. This research protocol was approved by the Ethics Committee of Zhengzhou University (ZZUIRB 2021−153). Informed consent forms were signed by the subjects before implementation, and international and national ethical standards for biomedical research were strictly followed. The previous article published by our research team has more detailed basic information [11].
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In the present study, the exposure levels of COEs in the coking plant’s various workshops were examined. The sampling point was set up in accordance with the Code for Monitoring and Sampling of Hazardous Substances in the Air of the Workplace (GBZ159−2004). There were four workshops, each with two coke ovens. In each workshop, a total of 18 representative locations, such as furnace top, furnace side, furnace bottom, duty room, and office, were selected. The total suspended particulate medium-flow sampler (Laoying 2050, Laoshan, Shandong, China) was used to gather air samples at the location. The relative height of the sampler inlet was approximately 1.5 m from the ground. Then, the sampler was started, and the flow rate was adjusted to 100 L/min. After 5 min of sampling, the sampling flow rate, atmospheric pressure, temperature, and meteorological parameters were recorded during sampling and 5 min before the end of sampling. The flow rate was often observed during the sampling period when the sampling flow rate decreased by more than 5% due to the high pollutant concentration at 4 h. The sampling time and flow rate of each segment were recorded.
The concentration of COEs was measured in the laboratory according to the standard “fixed source emissions–determination of benzene soluble particulate matter–Soxhlet extraction method” (HJ690−2014). The cumulative exposure dose (CED) of COEs (CED-COEs) for each participant in the study, comprising the control and exposure groups, was determined using the following equation [12]: CED [(mg/m3) · year] = Σ C (mg/m3) × T (year), where C stands for the average daily workplace exposure concentration of COEs and T represents the hours worked at a particular site. In the exposed group, the time-weighted average (TWA) concentration was calculated according to the type of work (Supplementary Table S1, available in www.besjournal.com). In the control group, C refers to the living environment concentration, and T is the age. The coefficient of variation was 0.46%–13%, and the limit of determination was 0.004 mg/m3. Additional details of COEs collection and concentration measurements were described in previous publications of our research group [13].
Type of work TWA# Workshop-one Workshop-two Workshop-three Workshop-four Larry car operator 0.191 0.208 0.280 0.339 Stop car operator 0.165 0.189 0.115 0.208 Pusher car operator 0.070 0.058 0.064 0.115 Quench car operator 0.096 0.153 0.089 0.116 Temperature controller 0.080 0.084 0.099 0.215 Temperature measurer 0.083 0.100 0.086 0.133 Benchman coke side 0.081 0.070 0.096 0.096 Coke side machine operator 0.200 0.189 0.105 0.526 Furnace cover worker 0.068 0.099 0.102 0.165 Ascension pipe worker 0.169 0.122 0.102 0.183 Coke oven repairer 0.133 0.148 0.101 0.251 Supervisors 0.010 0.010 0.010 0.010 Note. TWA: Time weighted average concentration, #: unit is mg/m3. The reference standard of COEs concentration (calculated as benzene dissolved matter) was PC-TWA 0.1 mg/m3. Table S1. Concentration of COEs exposed to each type of work in four coking plants workshops
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The mtDNAcn of peripheral leukocytes was detected via real-time fluorescence-based quantitative PCR (RT-PCR). Mitochondrial NADH dehydrogenase subunit 1 gene (MT-ND1) is an internal reference gene of the mtDNA, while human β-globin is an internal reference gene of nuclear DNA. Two parallel samples were set for each sample, and each reaction system was 10 μL in total, consisting of the DNA template, Mix, DNase-free and RNase-free water, and primers. This study utilized the same measurement method as early studies [14].
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Statistical analysis was performed using SPSS 21.0 (SPSS Inc., Chicago, USA). The number and percentage of qualitative data were described. Median and quartile were used to describe the quantitative data that did not obey a normal distribution. The quantitative data following a normal distribution were described by (Mean ± SD) deviation. The two-independent sample t-test was used to analyze the distribution of quantitative variables between the exposed group and control group, and the χ2 test was used to analyze the distribution of qualitative variables between the exposed group and control group. The mtDNAcn was compared between groups by the two-independent sample t-test. The Jonckheere-Terpstra test was used for comparisons between multiple groups, such as BMI. The Jonckheere-Terpstra test is a nonparametric test used to test whether there are significant differences in the distribution of multiple populations from multiple independent samples. The classic t-test is a comparison between two groups, and the data obey the normal distribution, which needs to be based on a specific population distribution. The relationship between the demographic characteristics and mtDNAcn was analyzed by the two-independent sample t-test and variance analysis. A generalized linear model was used to analyze the relationship between the CED-COEs and mtDNAcn. Two-sided tests were used for all statistical analyses with test level α = 0.05.
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The BMD estimate of the reduction in the mtDNAcn caused by CED-COEs was analyzed using the BMDS version 3.20 (USEPA), web-based BBMD [15], and PROAST version 67.0 [16]. The software fitted the dose-response relationship of the total population, male population, and female population. The benchmark response in this study was 10%, estimating the COEs exposure to the BMD and BMDL. According to the BMDS guidelines [17], a goodness-of-fit P-value greater than 0.1 and a minimum fit equation of the Akaike information criterion (AIC) were selected as the optimal model. According to BBMD technical guidelines, the Model-average was selected as the model with the best goodness of fit [15]. On the PROAST website, the model with the lowest AIC will be selected as the best model [18].
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In previous papers published by the research group, the demographic characteristics of the research subjects have been fully described [13]. The results show that there were statistically significant differences in age, gender, smoking, and drinking (P < 0.05), whereas there were no statistically significant differences in the BMI between the two groups (P > 0.05). The comparison between the exposed group and control group showed that the CED-COEs in the exposed group were 1.12 (0.34, 2.14) higher than that in the control group 0.07 (0.06, 0.09), with a statistically significant difference (P < 0.001). The mtDNAcn in the exposed group was lower than that in the control group (0.60 ± 0.29 vs. 1.03 ± 0.31, P < 0.001) (Table 1).
Characteristics Control group (n = 238) Exposure group (n = 544) χ2/Z/t P Age (years)a, n (%) ≤ 40 142 (59.7) 273 (50.2) 5.974 0.015 > 40 96 (40.3) 271 (49.8) Gendera, n (%) Male 139 (58.4) 390 (71.7) 13.357 < 0.001 Female 99 (41.6) 154 (28.3) Smokinga, n (%) No 197 (82.8) 321 (59.0) 41.817 < 0.001 Yes 41 (17.2) 223 (41.0) Drinkinga, n (%) No 138 (58.0) 248 (45.6) 10.176 0.001 Yes 100 (42.0) 296 (54.4) ΒΜΙ (kg/m2)a, n (%) < 18.5 5 (2.1) 12 (2.2) 2.995 0.392 18.5–23.9 108 (45.4) 224 (41.2) 24.0–27.9 101 (42.4) 229 (42.3) ≥ 28.0 24 (10.1) 78 (14.3) CED-COEsb, P50 (P25, P75) 0.07 (0.06, 0.09) 1.12 (0.34, 2.14) 22.093 < 0.001 mtDNAcnc, Mean ± SD 1.03 ± 0.31 0.60 ± 0.29 18.931 < 0.001 Note. Smoking was defined as smoking more than one cigarette a day and lasting more than half a year. Drinking was defined as drinking more than twice a week in the last six months. BMI: body mass index; CED: cumulative exposure dose; COEs: coke oven emissions. a: P values derived from χ2 for categorical variables. b: P values derived from Mann–Whitney U test for categorical variables. c: P values derived from the t-test for continuous variables. Table 1. General characteristics of COEs exposure and control group
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The intergroup analysis results (Table 2) show that there were statistically significant differences in the mtDNAcn between the control group and exposed group in terms of age, gender, smoking, drinking, and BMI, and the mtDNAcn of the exposed group was lower than that of the control group (P < 0.001). The results of stratified analysis within the group showed that in the stratified gender of the control group, the mtDNAcn of the females was higher than that of the males (1.08 ± 0.34 vs. 1.00 ± 0.28; P = 0.039), and there was no statistical significance between the mtDNAcn and other demographic characteristics of the control group or exposed group (P > 0.05).
Characteristics Control group Exposure group t Pa n Mean ± SD n Mean ± SD Age (years) ≤ 40 142 1.05 ± 0.31 273 0.60 ± 0.28 15.294 < 0.001 > 40 96 1.01 ± 0.30 271 0.60 ± 0.31 11.229 < 0.001 t 1.100 −0.036 Pa 0.273 0.971 Gender Male 139 1.00 ± 0.28 390 0.59 ± 0.30 14.426 < 0.001 Female 99 1.08 ± 0.34 154 0.62 ± 0.29 11.521 < 0.001 t −2.075 −1.280 Pa 0.039 0.201 Smoking No 197 1.04 ± 0.32 321 0.60 ± 0.29 16.184 < 0.001 Yes 41 0.99 ± 0.27 223 0.59 ± 0.29 8.204 < 0.001 t 0.909 0.405 Pa 0.364 0.685 Drinking No 138 1.05 ± 0.33 248 0.61 ± 0.30 13.260 < 0.001 Yes 100 1.01 ± 0.27 296 0.58 ± 0.29 13.052 < 0.001 t 0.939 1.383 Pa 0.349 0.167 BMI (kg/m2) < 18.5 5 1.05 ± 0.22 12 0.70 ± 0.29 2.427 0.028 18.5–23.9 108 1.01 ± 0.33 224 0.61 ± 0.30 10.942 < 0.001 24.0−27.9 101 1.06 ± 0.29 230 0.58 ± 0.28 14.388 < 0.001 ≥ 28.0 24 1.03 ± 0.30 78 0.58 ± 0.33 6.039 < 0.001 J–T 0.366 1.095 Pc 0.778 0.351 Note. BMI: body mass index. a: P values derived from the two-sample t-test. b: P values derived from the variance analysis. c: P values derived from the Jonckheere-Terpstra test. Table 2. Association of demographic characteristics with the mitochondrial DNA copy number
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The CED-COEs by the quartile were divided into four groups as the independent variable, mtDNAcn as the dependent variable, and age, gender, smoking, drinking, and BMI as the covariates. The low-dose group was used as the control group, and the relationship between CED-COEs and the mtDNAcn was analyzed using the generalized linear model. The trend test showed that the mtDNAcn decreased as the CED-COEs exposure increased (P < 0.001) after adjusting for all covariates (Table 3).
CED−COEs [(mg/m3)·year] n Mean ± SD β (95% CI) χ2 P < 0.092 196 1.03 ± 0.31 Reference 0.092− 195 0.67 ± 0.36 −0.404 (−0.471, −0.338) 142.108 < 0.001 0.423− 196 0.63 ± 0.28 −0.416 (−0.479, −0.353) 166.937 < 0.001 ≥ 1.686 195 0.59 ± 0.30 −0.462 (−0.529, −0.394) 178.853 < 0.001 P-trend < 0.001 Note. CED: cumulative exposure dose; COEs: coke oven emissions. The model was adjusted for gender, age, smoking, drinking, and BMI. Table 3. Differences in the mtDNAcn by different CED-COEs levels
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In this study, according to the EPA (USEPA) technical guidelines for the BMD and taking into account the mtDNAcn damage, the cut-off point of the mtDNAcn was defined as the 5th percentile of the control group. That is, ≤ 0.57 was defined as the impaired group, and > 0.57 was defined as the normal group. Table 4 shows that the mtDNAcn damage rate increased with increasing CED-COEs (P < 0.001), further stratified by gender, and a trend for males and females can also be seen.
CED-COEs [(mg/m3)·year] Total Male Female + − % + − % + − % < 0.092 9 187 4.59 4 109 3.54 5 78 6.02 0.092− 86 109 44.10 55 64 46.22 31 45 40.79 0.423− 77 119 39.29 54 71 43.20 23 48 32.39 ≥ 1.686 94 101 48.21 82 90 47.67 12 11 52.17 χ2 104.360 69.184 33.350 P-trend < 0.001 < 0.001 < 0.001 Notes. “+” represents subjects with mitochondrial DNA damage. “−” represents subjects without mitochondrial DNA damage. Table 4. Trend tests for mitochondrial DNA damage at different CED-COEs levels
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Based on the BMDS user guide, a goodness-of-fit P-value greater than 0.1 and a minimum fit equation of AIC were selected as the optimal model. The model types are Dichotomous-Hill, Gamma-Model, Log-Logistic, Multistage, Weibull, Logistic, Log-Probit, Probit, and Quantal-Linear. The results of the BMDS show that the total population and female population models were fitted unsuccessfully, and the male population model was fitted successfully as the Dichotomous-Hill model, as shown in Table 5. The Dichotomous-Hill dose-response model formula is P [mtDNAcn damaged] = g + (v − v × g)/{1+exp[-a − b × Log(dose)]}. The BMD and BMDL of males were 0.087 and 0.076 mg/m3 per year, respectively.
Subjects n g v a b BMD# BMDL# AIC Goodness of fit χ2 P Male 529 0 0.461 12.054 5.466 0.087 0.076 614.552 0.640 0.424 Note. Dichotomous-Hill model; #: unit is (mg/m3)·year. BMD: benchmark dose; BMDL: lower limit of 95% confidence interval of BMD; AIC: Akaike information criterion; g: background; v: maximum probability of response predicted by the mode; a: intercept; b: slope. Table 5. BMD and BMDL estimation of the mitochondrial DNA damage
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According to the BBMD technical guidelines, the Model-average was selected as the model with the best goodness of fit. As shown in Table 6, the model of the total population, male population, and female population all chose the Model-average. The BMD and BMDL in the total population were 0.100 and 0.068 mg/m3 per year, respectively. The BMD and BMDL in the males were 0.411 and 0.062 mg/m3 per year, respectively. In the females, the BMD and BMDL were 0.439 and 0.061 mg/m3 per year, respectively (Table 6, Supplementary Figures S1–S3, available in www.besjournal.com).
Model BMD# BMDL# P Model weight Total Logistic 0.882 0.733 0.476 0.047 Log-logistic 0.841 0.700 0.441 0.060 Probit 0.573 0.442 0.377 0.093 Log-probit 0.616 0.462 0.385 0.071 Quantal-linear 0.668 0.485 0.389 0.065 Multistage 0.455 0.311 0.382 0.119 Weibull 1.221 0.931 0.381 0.032 Dichotomous-Hill 0.080 0.064 0.649 0.512 Model-average 0.100 0.068 − 1.000 Male Logistic 0.977 0.780 0.461 0.052 Log-logistic 0.550 0.347 0.316 0.117 Probit 0.923 0.745 0.421 0.073 Log-probit 1.426 1.038 0.370 0.038 Quantal-linear 0.656 0.482 0.380 0.097 Multistage 0.733 0.507 0.387 0.079 Weibull 0.810 0.545 0.394 0.064 Dichotomous-Hill 0.079 0.057 0.642 0.480 Model-average 0.411 0.063 − 1.000 Female Logistic 0.619 0.443 0.489 0.096 Log-logistic 0.323 0.149 0.359 0.153 Probit 0.553 0.409 0.436 0.127 Log-probit 0.856 0.553 0.438 0.072 Quantal-linear 0.343 0.217 0.409 0.151 Multistage 0.481 0.247 0.423 0.128 Weibull 0.512 0.275 0.433 0.103 Dichotomous-Hill 0.071 0.043 0.559 0.17 Model-average 0.439 0.061 − 1.000 Note. #: Unit is (mg/m3)·year. BMD: benchmark dose; BMDL: lower limit of 95% confidence interval of BMD. Table 6. Benchmark dose estimates for BBMD-based dichotomous data
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In the PROAST method, the optimal model is selected when the AIC value is the lowest. The model types are Gamma, Log-Logistic, Weibull, Log-Probit, Two-State, LVM-Expon.m5-, and LVM-Hill m5-. BMD of the total population, males, and females were 0.0787, 0.0791, and 0.0751 mg/m3 per year, respectively. The BMDL in the total population, males, and females were 0.0735, 0.0713, and 0.0671 mg/m3 per year, respectively (Table 7).
Subjects Optimal model n BMD# BMDL# AIC Total LVM-Hill m5- 782 0.0787 0.0735 884.8 Males LVM-Expon.m5- 529 0.0791 0.0713 616.5 Females LVM-Expon.m5- 253 0.0751 0.0671 272.9 Note. #: Unit is mg/m3 per year. BMD: benchmark dose; BMDL: lower limit of 95% confidence interval of BMD; AIC: Akaike information criterion. Table 7. Benchmark dose estimates for the PROAST-based dichotomous data
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The total population was subdivided according to the total length of service (40 years for males and 35 years for females). The BMDL of the male population was 0.076 mg/m3 per year. The occupational exposure limits (OELs) of the male COEs was 0.00190 mg/m3. Based on the application guidelines of the BBMD, our results determined that the BMDL of the mtDNAcn damage was 0.068 mg/m3 per year in the total population, 0.063 mg/m3 per year in the males, and 0.061 mg/m3 per year in the females. The OELs is 0.00170 mg/m3 for the total population, 0.00158 mg/m3 for the males, and 0.00174 mg/m3 for the females. Based on the same calculation, in PROAST, the OELs of the total population, males, and females are 0.00184, 0.00178, and 0.00192 mg/m3, respectively (Table 8).
Subjects BMDS BBMD PROAST BMDL OELs BMDL OELs BMDL OELs Total − − 0.068 0.00170 0.0735 0.00184 Male 0.076 0.00190 0.063 0.00158 0.0713 0.00178 Female − − 0.061 0.00174 0.0671 0.00192 Note. BMDL: lower limit of the 95% confidence interval of the BMD; OELs: occupational exposure limits. BMDS: benchmark dose software; BBMD: bayesian benchmark dose modeling; PROAST: possible risk obtained from animal studies. Table 8. Calculation results of the BMDS, BBMD, and PROAST
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Study Subjects
COEs Environmental Exposure Concentration Monitoring and Individual Cumulative Exposure dose Estimation
Detection of the mtDNAcn in Leukocytes from the Peripheral Blood
Statistical Analysis
BMD Estimation
Demographic Characteristics of the Study Subjects
Association of Demographic Characteristics with the mtDNAcn
Association between CED-COEs Levels and mtDNA Damage
Dose-response Relationship between the CED-COEs and mtDNA Damage Rate
Dose-response Relationships between CED-COEs and mtDNAcn Damage using the BMDS
Dose–response Relationships between the CED-COEs and mtDNAcn Damage using the BBMD
Dose-response Relationships between CED-COEs and mtDNAcn Damage using the PROAST
Calculation Results of the BMDS, BBMD, and PROAST
22369+Supplementary Materials.pdf |