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1052

C

HANG

ET AL

.:

J

OURNAL OF

AOAC I

NTERNATIONAL

V

OL

.

99, N

O

.

4, 2016

(at

a

concn) and supplemental Table 2 (at

b

concn). Degradation

rate constants and their half-lives are also shown in supplemental

Tables 1 and 2. By comparing the

k

values of

a

and

b

concns

over 40 and 120 days, it can be found that most of the pesticides

in trend A had higher

k

values over 40 days than over 120 days,

except 12 and 19 pesticides showed the opposite at

a

and

b

concns, respectively. This ¿nding indicated that the concentration

of most of the pesticides in type A dropped fast in ¿rst 40 days,

whereas they decreased slowly in the remaining days. However,

chlorfenapyr, bupirimate, fonofos, and furalaxyl had similar

degradation equations over both 40 and 120 days. For these four

pesticides, therefore, the degradation trend could be expressed by

the degradation equations over 40 days. At

a

concn, the half-life

of pesticides in degradation trend A ranged from 24.4–223.6 and

44.4–203.9 days according to the degradation equations over 40

and 120 days, respectively. Except for the previously mentioned

four pesticides, the half-life of the other pesticides varied over

40 and 120 days, with the biggest difference being156.9 days.

At

b

concn, the half-life of pesticides in degradation trend A

ranged from 40.8 to 315.1 and 46.8 to 330.1 days, according to

the degradation equations over 40 and 120 days, respectively.

On the whole, either at

a

or

b

concn, there were great differences

in half-lives over 40 and 120 days. Based on actual conditions,

the half-life calculated by degradation equations over 120 days

was considered to be reasonable. There were 28 pesticides in

accordance with degradation trend A at both

a

and

b

concns.

By comparing

k

values from their degradation equations over

120 days, 10 pesticides had higher

k

values at

b

concn than at

a

concn, whereas the remaining 18 pesticides showed the opposite.

Degradation trend B—

For degradation trend B, the

concentration of pesticide in aged Oolong tea dropped faster

over 40 days than over the remaining days. From the data in

supplemental Tables 1 and 2, it was clear that the exponential

equation was suitable for the ¿rst 40 days, whereas the

logarithmical equation was suitable for 120 days. Taking

chlorfenvinphos as an example, the degradation pro¿les of

trend B are shown in Figure 3a and b for 40 and 120 days,

respectively.

There were 95 pesticides at

a

concn and 92 pesticides at

b

concn in accordance with degradation trend B, accounting for

35.1 and 33.9 of the 271 pesticides, respectively. Among

them, 50 pesticides were in accordance with degradation trend

B at both

a

and

b

concns. The

k

values from the degradation

equations over 40 days were compared, showing that most of

the 36 pesticides had higher

k

values at

a

concn versus

b

concn.

Degradation trend C.—

Degradation trend C was similar

to degradation trend B; however, the difference was that the

concentration of pesticides decreased logarithmically over

40 days (Figure 4). There were 7 and 10 pesticides in accordance

with degradation trend C at

a

and

b

concns, respectively. It can

be seen from the raw data that the concentrations of pesticides

at day 5 or 10 day greatly differed from those on the ¿rst day.

This logarithmic decrease may be considered the explanation

for degradation trend C.

Degradation trend D.—

For degradation trend D, the

concentration of pesticides presented as scatter points with

R

2

values of <0.4 over 40 days, and most of the dropped trend

could be ¿tted by exponential and logarithmical curves and a

few ¿tted by polynomial curves over 120 days (Figure 5). At

a

concn, there were 23 pesticides in accordance with degradation

trend D; among them, 15 pesticides decreased exponentially

and 8 decreased logarithmically or polynomially over 120 days.

At

b

concn, there were 31 pesticides in accordance with

degradation trend D, and 23 pesticides decreased exponentially

over 120 days. By comparison, it was found that 10 pesticides

were in accordance with degradation trend D at both

a

and

b

concns.

Degradation trend E.—

Of the 271 pesticides, the ratios of

pesticides in accordance with degradation trend E were third-

ranked among the A–F aspects. The degradation pro¿les of

4,4ƍ-dibromobenzophenone over 40 and 120 days are shown

as an example of degradation trend E in Figure 6a and b,

respectively. For degradation trend E, the concentrations of

pesticides decreased exponentially or logarithmically over

40 days, whereas no suitable equations could be used to ¿t the

scatter points over 120 days. It can be seen from supplemental

Tables 1 and 2 that there were 66 pesticides in accordance

)LJXUH 'HJUDGDWLRQ SUR¿OHV RI GHJUDGDWLRQ WUHQG % H J

chlorfenvinphos) over (a) 40 days and (b) 120 days. Determination

days were plotted as horizontal ordinates; residue concentrations of

pesticide were plotted as vertical ordinates.

)LJXUH 'HJUDGDWLRQ SUR¿OHV RI GHJUDGDWLRQ WUHQG & H J

dichlorofop-methyl) over (a) 40 days and (b) 120 days. Determination

days were plotted as horizontal ordinates; residue concentrations of

pesticide were plotted as vertical ordinates.

)LJXUH 'HJUDGDWLRQ SUR¿OHV RI GHJUDGDWLRQ WUHQG ' H J

cycluron) over (a) 40 days and (b) 120 days. Determination days

were plotted as horizontal ordinates; residue concentrations of

pesticide were plotted as vertical ordinates.

)LJXUH 'HJUDGDWLRQ SUR¿OHV RI GHJUDGDWLRQ WUHQG $ WKH SUR¿OHV

of propachlor are shown as an example) over (a) 40 days and

(b) 120 days. Determination days were plotted as horizontal

ordinates; residue concentrations of pesticide were plotted as

vertical ordinates.