Table 1: - Classification criteria of the contamination factor
, ecological risk factor
and Ecological risk index (ERI) of toxic heavy metals.
![](data:image/png;base64,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)
*FAO/WHO maximum allowable concentration (Nazir et al., 2015; Shaheen et al., 2016)
Table 2: - Phytoaccumulation factor (PF) of THMs in vegetable and cereal plants through agriculture soil and Irrigation water collected from different pre-urban agricultural areas around Lucknow, India (n=18).
Areas
|
Crop plants
|
As
|
Pb
|
Cr
|
Cd
|
Ni
|
Soil
|
Irrigation water
|
Soil
|
Irrigation water
|
Soil
|
Irrigation water
|
Soil
|
Irrigation water
|
Soil
|
Irrigation water
|
Biswan
|
Tomato
|
0.67
|
65.41
|
2.27
|
4.29
|
5.47
|
1953.60
|
1.03
|
-209.56
|
-1.23
|
4.87
|
Wheat
|
8.65
|
57.36
|
0.87
|
2.30
|
0.57
|
1147.30
|
0.50
|
-46.90
|
-0.08
|
0.75
|
Spinach
|
4.42
|
44.43
|
0.19
|
6.19
|
1.72
|
15.67
|
2.22
|
0.13
|
-0.77
|
1.30
|
Khairabaad
|
Tomato
|
-1.42
|
27.83
|
0.64
|
20.55
|
1.17
|
269.59
|
1.94
|
82.98
|
0.26
|
12.93
|
Wheat
|
5.36
|
276.92
|
0.43
|
3.61
|
1.49
|
23.48
|
0.75
|
0.45
|
-6.78
|
11.61
|
Spinach
|
-0.74
|
170.71
|
1.37
|
9.69
|
0.12
|
29.83
|
2.63
|
1.45
|
0.12
|
22.39
|
Shindholi
|
Tomato
|
3.25
|
238.73
|
0.49
|
2.25
|
1.23
|
121.98
|
1.43
|
54.81
|
-1.14
|
1.79
|
Wheat
|
2.44
|
269.30
|
0.06
|
4.22
|
32.15
|
140.21
|
0.01
|
18.23
|
5.80
|
1.59
|
Spinach
|
87.52
|
180.22
|
1.43
|
38.49
|
2.75
|
191.21
|
1.61
|
39.87
|
4.24
|
0.75
|
Pasonda
|
Tomato
|
620.08
|
29350.60
|
0.31
|
131.82
|
2.13
|
506.55
|
6.91
|
1371.61
|
-1.09
|
7.49
|
Wheat
|
2.17
|
590.29
|
2.76
|
259.52
|
3.01
|
784.29
|
1.31
|
979.25
|
-0.74
|
12.72
|
Spinach
|
5.81
|
741.39
|
1.02
|
304.92
|
1.36
|
859.38
|
7.42
|
4617.01
|
0.00
|
5.19
|
Mohanlal Ganj
|
Tomato
|
10.01
|
164.26
|
22.4
|
35.40
|
15.26
|
5.99
|
6.19
|
0.14
|
-8.91
|
18.55
|
Wheat
|
1.93
|
245.08
|
16.49
|
15.91
|
1.69
|
1.62
|
2.29
|
2.76
|
3.86
|
5.42
|
Spinach
|
0.58
|
70.09
|
5.46
|
5.87
|
0.50
|
0.53
|
1.11
|
1.14
|
0.45
|
0.58
|
*Phytoaccumulation factor in vegetable and cereal plant was calculated by the ratio of THMs level in total plant samples (root + stem + edible parts) and THMs levels in agricultural soil and irrigation water samples.
Table 3: - Phytoaccumulation factor (PF) of toxic heavy metals in different part of crop plants through agriculture soil collected from different pre-urban agricultural areas around Lucknow, India (n=18).
Areas
|
Crop plants
|
As
|
Pb
|
Cr
|
Cd
|
Ni
|
Root
|
Stem
|
Edible
part
|
Root
|
Stem
|
Edible
Part
|
Root
|
Stem
|
Edible
part
|
Root
|
Stem
|
Edible
part
|
Root
|
Stem
|
Edible
part
|
Biswan
|
Tomato
|
3.01
|
4.08
|
2.77
|
0.68
|
0.46
|
0.49
|
0.33
|
0.15
|
0.49
|
74.79
|
3.52
|
24.46
|
Nd
|
-0.05
|
-0.49
|
Wheat
|
0.93
|
1.67
|
1.78
|
0.04
|
0.02
|
0.02
|
1.53
|
0.34
|
0.34
|
37.87
|
5.98
|
6.00
|
Nd
|
-0.52
|
-0.62
|
Spinach
|
0.35
|
NA
|
0.24
|
2.25
|
NA
|
0.40
|
2.16
|
NA
|
0.35
|
219.50
|
NA
|
2.67
|
Nd
|
NA
|
-0.13
|
Khairabaad
|
Tomato
|
1.77
|
1.74
|
1.21
|
0.34
|
0.03
|
0.22
|
1.11
|
0.32
|
1.37
|
175.32
|
4.79
|
65.05
|
Nd
|
-0.58
|
-9.80
|
Wheat
|
-0.31
|
-0.47
|
-0.43
|
0.35
|
0.04
|
0.11
|
0.04
|
0.01
|
0.04
|
48.31
|
5.45
|
5.39
|
Nd
|
0.03
|
0.03
|
Spinach
|
5.88
|
NA
|
6.55
|
3.77
|
NA
|
0.26
|
0.45
|
NA
|
2.30
|
13.33
|
NA
|
9.35
|
Nd
|
NA
|
Nd
|
Shindholi
|
Tomato
|
50.69
|
34.46
|
30.78
|
0.01
|
0.01
|
0.07
|
0.01
|
0.14
|
1.61
|
124.52
|
3.03
|
94.08
|
0.49
|
0.10
|
9.52
|
Wheat
|
1.67
|
0.87
|
1.12
|
0.04
|
0.74
|
0.13
|
0.04
|
1.16
|
0.21
|
20.98
|
25.88
|
0.78
|
-0.14
|
-0.85
|
-0.03
|
Spinach
|
0.88
|
NA
|
0.75
|
0.35
|
NA
|
0.23
|
30.88
|
NA
|
12.96
|
1.27
|
NA
|
0.87
|
2.66
|
NA
|
0.06
|
Pasonda
|
Tomato
|
6.38
|
1.39
|
222.36
|
0.21
|
0.18
|
0.05
|
0.17
|
0.09
|
0.54
|
153.87
|
1.87
|
64.58
|
Nd
|
Nd
|
Nd
|
Wheat
|
2.62
|
1.34
|
0.67
|
0.39
|
0.24
|
0.24
|
0.16
|
0.56
|
0.53
|
101.26
|
14.92
|
15.01
|
Nd
|
Nd
|
Nd
|
Spinach
|
4.80
|
NA
|
1.01
|
0.70
|
NA
|
0.31
|
0.67
|
NA
|
0.69
|
720.92
|
NA
|
20.70
|
Nd
|
NA
|
Nd
|
Mohanlal Ganj
|
Tomato
|
0.76
|
0.48
|
0.49
|
29.32
|
1.99
|
10.48
|
1.04
|
0.72
|
0.38
|
372.70
|
20.99
|
29.39
|
6.73
|
0.54
|
0.01
|
Wheat
|
3.77
|
3.80
|
3.60
|
8.20
|
0.28
|
0.36
|
7.07
|
3.24
|
1.77
|
301.97
|
5.85
|
27.98
|
-4.43
|
-0.08
|
-0.22
|
Spinach
|
2.20
|
NA
|
1.00
|
0.90
|
NA
|
2.36
|
2.39
|
NA
|
1.60
|
41.87
|
NA
|
69.40
|
-0.90
|
NA
|
0.39
|
Nd* Not Detectable; NA* Not Available; *Edible part use for tomato is fruit, for spinach is leaf and for wheat is grain/seed: ** Phytoaccumulation factor in various parts of vegetable and cereal plant was calculated by the ratio of THMs level in root, stem and edible parts and THMs levels in agricultural soil samples.
Table 4: - Phytoaccumulation factor (PF) of toxic heavy metals in different part of crop plants through irrigation water collected from different pre-urban agricultural areas around Lucknow, India (n=18).
Areas
|
Agriculture Field
|
As
|
Pb
|
Cr
|
Cd
|
Ni
|
Root
|
Stem
|
Edible part
|
Root
|
Stem
|
Edible Part
|
Root
|
Stem
|
Edible Part
|
Root
|
Stem
|
Edible Part
|
Root
|
Stem
|
Edible Part
|
Biswan
|
Tomato
|
19.94
|
27.08
|
18.39
|
1.79
|
1.21
|
1.28
|
666.30
|
300.86
|
986.45
|
-152.50
|
-7.17
|
-49.88
|
Nd
|
0.45
|
4.41
|
Wheat
|
12.21
|
21.84
|
23.31
|
1.15
|
0.53
|
0.62
|
793.72
|
175.21
|
178.36
|
-35.63
|
-5.62
|
-5.65
|
Nd
|
0.34
|
0.41
|
Spinach
|
26.10
|
NA
|
18.32
|
5.25
|
NA
|
0.94
|
13.51
|
NA
|
2.16
|
0.13
|
NA
|
Nd
|
Nd
|
NA
|
1.30
|
Khairabaad
|
Tomato
|
10.45
|
10.23
|
7.15
|
11.85
|
1.00
|
7.70
|
107.18
|
31.08
|
131.33
|
59.34
|
1.62
|
22.02
|
Nd
|
0.73
|
12.21
|
Wheat
|
71.00
|
106.95
|
98.97
|
2.50
|
0.32
|
0.79
|
9.44
|
2.96
|
11.09
|
0.37
|
0.04
|
0.04
|
Nd
|
5.82
|
5.78
|
Spinach
|
80.76
|
NA
|
89.95
|
9.07
|
NA
|
0.62
|
4.90
|
NA
|
24.93
|
0.85
|
NA
|
0.60
|
Nd
|
NA
|
22.39
|
Shindholi
|
Tomato
|
104.38
|
70.97
|
63.39
|
0.16
|
0.29
|
1.79
|
0.74
|
9.45
|
111.79
|
30.79
|
0.75
|
23.26
|
0.09
|
0.02
|
1.68
|
Wheat
|
122.99
|
63.99
|
82.32
|
0.17
|
3.45
|
0.60
|
3.49
|
115.48
|
21.24
|
8.03
|
9.90
|
0.30
|
0.22
|
1.33
|
0.05
|
Spinach
|
97.03
|
NA
|
83.20
|
23.20
|
NA
|
15.28
|
134.67
|
NA
|
56.54
|
23.63
|
NA
|
16.24
|
0.73
|
NA
|
0.02
|
Pasonda
|
Tomato
|
813.16
|
177.43
|
283.60
|
63.84
|
53.15
|
14.82
|
104.80
|
59.78
|
341.98
|
957.90
|
11.64
|
402.07
|
Nd
|
0.37
|
7.12
|
Wheat
|
334.34
|
170.77
|
85.18
|
117.45
|
71.52
|
70.54
|
97.96
|
353.97
|
332.36
|
755.85
|
111.35
|
112.05
|
Nd
|
6.25
|
6.47
|
Spinach
|
612.47
|
NA
|
128.92
|
210.80
|
NA
|
94.13
|
424.56
|
NA
|
434.82
|
4488.12
|
NA
|
128.89
|
Nd
|
NA
|
5.19
|
Mohanlal Ganj
|
Tomato
|
72.27
|
45.22
|
46.77
|
24.84
|
1.68
|
8.88
|
2.91
|
2.02
|
1.06
|
0.13
|
0.01
|
0.01
|
17.17
|
1.37
|
0.02
|
Wheat
|
82.75
|
83.39
|
78.94
|
14.75
|
0.50
|
0.65
|
0.95
|
0.43
|
0.24
|
2.48
|
0.05
|
0.23
|
5.07
|
0.09
|
0.25
|
Spinach
|
48.17
|
NA
|
21.92
|
1.62
|
NA
|
4.24
|
0.32
|
NA
|
0.21
|
0.43
|
NA
|
0.71
|
1.03
|
NA
|
-0.45
|
Nd* Not Detectable; NA* Not Available; *Edible part use for tomato is fruit, for spinach is leaf and for wheat is grain/seed: ** Phytoaccumulation factor in various parts of vegetable and cereal plant was calculated by the ratio of THMs level in root, stem and edible parts and THMs levels in irrigation water samples.
Table 5: - Contamination factor
, Ecological individual risk index
, and Potential Ecological Risk Index (PERI) of soil samples collected from agriculture field of different pre-urban agricultural areas around Lucknow, India (n=18).
Sampling Areas
|
Agriculture Field Soil
|
![](data:image/png;base64,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)
|
![](data:image/png;base64,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)
|
ERI
|
As
|
Cr
|
Pb
|
Cd
|
Ni
|
As
|
Cr
|
Pb
|
Cd
|
Ni
|
Biswan
|
Wheat
|
4.215
|
0.163
|
0.592
|
7.961
|
Nd
|
42.149
|
0.326
|
2.959
|
238.82
|
Nd
|
284.25
|
Tomato
|
0.286
|
0.911
|
0.824
|
3.673
|
Nd
|
2.859
|
1.822
|
4.121
|
110.2
|
Nd
|
119.01
|
Spinach
|
0.565
|
0.237
|
8.303
|
6.098
|
Nd
|
5.646
|
0.475
|
41.517
|
182.94
|
Nd
|
230.58
|
Khairabaad
|
Wheat
|
-2.885
|
3.918
|
4.592
|
3.896
|
20.93
|
-28.851
|
7.836
|
22.958
|
116.87
|
104.64
|
223.46
|
Tomato
|
0.649
|
0.246
|
5.476
|
4.218
|
Nd
|
6.496
|
0.492
|
27.38
|
126.53
|
Nd
|
160.9
|
Spinach
|
-2.163
|
0.588
|
5.146
|
5.343
|
7.42
|
-21.628
|
1.175
|
25.73
|
160.28
|
37.08
|
202.64
|
Shindholi
|
Wheat
|
1.028
|
0.264
|
1.178
|
6.001
|
Nd
|
10.287
|
0.528
|
5.889
|
180.02
|
Nd
|
196.72
|
Tomato
|
1.545
|
0.012
|
16.718
|
291.12
|
0.38
|
15.448
|
0.023
|
83.59
|
8733.67
|
1.89
|
8834.62
|
Spinach
|
0.441
|
0.096
|
2.662
|
3.819
|
Nd
|
4.41
|
0.192
|
13.31
|
114.57
|
Nd
|
132.48
|
Pasonda
|
Tomato
|
1.659
|
0.224
|
1.102
|
10.235
|
Nd
|
16.6
|
0.448
|
5.509
|
307.03
|
Nd
|
329.59
|
Spinach
|
0.778
|
0.543
|
3.512
|
8.536
|
Nd
|
7.778
|
1.087
|
17.56
|
256.08
|
Nd
|
282.5
|
Wheat
|
0.289
|
0.205
|
4.972
|
2.721
|
Nd
|
2.887
|
0.41
|
24.86
|
81.63
|
Nd
|
109.79
|
Mohanlal Ganj
|
Wheat
|
0.305
|
0.061
|
0.768
|
4.968
|
Nd
|
3.052
|
0.12
|
3.839
|
149.03
|
Nd
|
156.05
|
Tomato
|
1.768
|
0.429
|
0.4116
|
7.272
|
3.46
|
17.681
|
0.858
|
2.058
|
218.17
|
17.32
|
256.09
|
Spinach
|
1.687
|
0.48
|
0.458
|
6.224
|
3.22
|
16.866
|
0.96
|
2.291
|
186.73
|
16.1
|
222.95
|
Nd* Not detectable
Table 6: - Carcinogenic Risk Factor (CR’s) of vegetable samples collected from agriculture field of different pre-urban agricultural areas around Lucknow, India (n=18)
Areas
|
Crop plants
|
Carcinogenic Risk Factor (CR’s)
|
As
|
Cr
|
Ni
|
Pb
|
Cd
|
Biswan
|
Tomato
|
0.03181
|
0.04049
|
0.17502
|
0.0000852
|
0.01752
|
Wheat
|
0.04032
|
0.00732
|
0.01614
|
4.14E-05
|
0.00198
|
Spinach
|
0.04124
|
0.00506
|
0.02007
|
5.04E-05
|
0.00147
|
Khairabaad
|
Tomato
|
0.03157
|
0.0302
|
0.12375
|
0.0002601
|
0.02469
|
Wheat
|
0.04988
|
0.01555
|
0.04263
|
0.0001081
|
0.00259
|
Spinach
|
0.0453
|
0.03498
|
0.16502
|
8.55E-05
|
0.03795
|
Shindholi
|
Tomato
|
0.03556
|
0.0267
|
0.15726
|
9.67E-05
|
0.03284
|
Wheat
|
0.04618
|
0.00507
|
0.00431
|
3.25E-05
|
0.00042
|
Spinach
|
0.04667
|
0.0135
|
0.00146
|
0.00082561
|
0.02292
|
Pasonda
|
Tomato
|
6.93686
|
0.02647
|
0.14352
|
0.0000369
|
0.04962
|
Wheat
|
0.02084
|
0.0257
|
0.13039
|
0.00017589
|
0.01383
|
Spinach
|
0.03154
|
0.03366
|
0.10448
|
0.0002347
|
0.0159
|
Mohanlal Ganj
|
Tomato
|
0.03489
|
0.0147
|
0.00154
|
0.00091698
|
0.0192
|
Wheat
|
0.04405
|
0.0096
|
0.04234
|
5.93E-05
|
0.01251
|
Spinach
|
0.01223
|
0.0087
|
-0.075
|
0.0003843
|
0.0389
|
# When CRs value has been found more than 10-4 it indicates the carcinogenic effect on the public by the consumption of THMs contaminated vegetable and cereals