Electronic Supplementary Material 1 2 3 Polymer-coated magnetic nanospheres for preconcentration of organochlorine and 4 pyrethroid pesticides prior to their determination by gas chromatography with electron 5 capture detection 6 Genggeng Yang, Zeying He, Xueke Liu, Chang Liu, Jing Zhan, Donghui Liu, Peng 7 Wang, Zhiqiang Zhou* 8 Beijing Advanced Innovation Center for Food Nutrition and Human Health, Department of 9 Applied Chemistry, China Agricultural University, Beijing 100193, P.R. China 10 *Corresponding author: 11 zqzhou@cau.edu.cn Tel: +8610-62733547; Fax: +8610-62733547; E-mail: 12 13 Optimization of method 14 Single-factor experiment and Plackett–Burman design with two levels of each factor 15 (Table S1) were used to optimize the parameters. After the experimental factors and levels 16 were established, Box–Behnken design was conducted to investigate the optimum conditions 17 of the extraction process. In the all optimization experiments, the amounts of OCPs and 18 pyrethroids in the spiked water were 50 ng and 100 ng, respectively. Recovery was used to 19 assess the extraction efficiency. Minitab16 software was used to design the experiment and 20 analyze data. 21 22 Table S1 Experimental variables and levels of the Plackett–Burman design. Variable NaCl concentration (%) Sample volume (mL) Extraction time (min) Volume of desorption solvent (mL) Desorption time (s) Key A B C D E Low 0 30 5 0.5 15 Level High 20 200 30 1.5 60 23 Selection of eluting solvent 24 Eluting solvent is a vital factor that affects desorption efficiency. Because of the 25 discontinuity of the variate, selection of eluting solvent was considered separately. Five kinds 26 of solvents, including acetone, methanol, ethyl acetate, methylene chloride and acetonitrile 27 were investigated. The results showed ethyl acetate had the best recoveries compared with 28 other solvents, especially for OCPs (Fig. S1), and the interferences on the chromatographic 29 analysis were found not disturbing the signal of target analytes. Thus, ethyl acetate was 30 selected as eluting solvent. 31 Screening experiment 32 Plackett–Burman design was used to screen the factors that affected the recoveries of 33 target analytes, including NaCl concentration, sample volume, extraction time, volume of 34 desorption solvent and desorption time. Each factor was set at two levels. The adsorption 35 mechanism between this adsorbent and target analytes are hydrophobic interaction and π-π 36 interaction. According to the octanol-water partition (Kow) and chemical structure (whether 37 has benzene ring or not), the target analytes were divided into two groups: group 1, beta-HCH, 38 delta-HCH, heptachlor, trans-chlordane, cis-chlordane, and group 2, p,p'-DDE, bifenthrin, 39 beta-cypermethrin, deltamethrin, lambda-cyhalothrin, esfenvalerate. As shown in Fig. S2, the 40 absolute value of the t value of each factor was used as the ordinate. When the absolute value 41 was greater than the critical value (2.306), it meant the effect was significant. All the factors 42 had impact on the extraction efficiency were investigated. For OCPs, extraction time and 43 sample volume affected the extraction significantly. For pyrethroids, NaCl concentration, 44 sample volume and extraction time were more important. So, NaCl concentration, sample 45 volume and extraction time were optimized in the following experiments. Volume of the 46 desorption solvent was set at 1mL, and desorption time was set at 30 s. 47 Optimization design 48 Box–Behnken design was used for the optimization of selected factors (NaCl 49 concentration, sample volume and extraction time). An experimental scheme was designed by 50 Minitab16 software, including 12 tests and three repetitions at the central point for three 51 independent variables. A polynomial equation was used to express the design: 52 Y= a + b·X1 + c·X2 + d·X3 + e·X1·X2 + f·X1·X3 + g·X2·X3 + h·X12 + i·X22 + j·X32 53 Where X1, X2, X3 are the independent factors, a-j are the coefficients of the polynomial 54 equation, and Y is the response. delta-HCH and beta-cypermethrin were used as representative 55 analytes for the optimization experiments (Table S2). Analysis of variance (ANOVA) was 56 employed to assess the data of optimization. The lack of fit test showed that p-value of 57 delta-HCH (0.060) and beta-cypermethrin (0.471) were greater than the level of significance 58 (0.05) suggesting the model can predict the recoveries of delta-HCH and beta-cypermethrin. 59 The coefficient (R2) was similar to the adjusted R-square, indicating the model was reliable. 60 The coefficients of equations were evaluated with p-value. If p-value was less than 0.05, it 61 meant the parameter had significant effect on the recoveries. After optimizing, the modified 62 equations were acquired and listed in Table S2. 63 64 Table S2 Coefficient of determination (R2), adjusted R-square and second-order coded model 65 equations for the recoveries of delta-HCH and beta-cypermethrin. R2 Adjusted (%) R-square 97.25 92.30 Y=116.4-0.50X2+2.1X3-0.055X32 beta-cypermethrin 91.85 77.17 Y=71.3-0.38X1-0.032X2+1.39X3 Analyte delta-HCH Second-order coded model equations 66 67 The response surface methodology was used to intuitively analyze the optimization data 68 and the results were shown in Fig. S3-8. In case of delta-HCH, the response surface for NaCl 69 concentration versus extraction time was shown in Fig. S3. When the extraction time was in 70 the range of 15-25 min with NaCl concentration in the range of 15-20 %, the recovery was the 71 best. Fig. S4 showed the response surface for water volume versus extraction time. Best 72 recovery was obtained when the extraction time was in the range of 15-30 min with sample 73 volume less than 75 mL. Fig. S5 showed the response surface for NaCl concentration versus 74 volume of water. Good recoveries were obtained when the sample volume was in the range of 75 50-75 mL. NaCl concentration was not important for the recovery. In conclusion, the optimal 76 conditions for extraction of delta-HCH form water sample were: NaCl concentration was 77 15-20 %; sample volume was 50-75 mL; extraction time was 15-30 min. Similarly, the 78 optimal conditions for beta-cypermethrin were: NaCl concentration was 15 %; sample volume 79 was 50-75 mL; extraction time was 25-30 min. In order to consider the recoveries of both 80 analytes, the optimal condition weres: NaCl concentration was 15 %; sample volume was 50 81 mL; extraction time was 30 min. 82 83 Fig. S1 Effect of eluting solvent on the extraction effficiency of organochlorine and 84 pyrethroid pesticides. 85 86 87 Fig. S2 Pareto charts of the main effects of (a) organochlorine and (b) pyrethroid pesticides in 88 the Plackett–Burman design. The black bar means the variable is negative correlation and the 89 gray bar means the variable is positive correlation. 90 91 Fig. S3 The response surface of delta-HCH for NaCl concentration versus extraction time. 92 93 Fig. S4 The response surface of delta-HCH for water volume versus extraction time. 94 95 Fig. S5 The response surface of delta-HCH for NaCl concentration versus water volume. 96 97 Fig. S6 The response surface of beta-cypermethrin for NaCl concentration versus extraction 98 time. 99 100 Fig. S7 The response surface of beta-cypermethrin for water volume versus extraction time. 101 102 Fig. S8 The response surface of beta-cypermethrin for NaCl concentration versus water 103 volume.