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and Integrated Pest Management - part - usaid

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120 PESTICIDE MANAGEMENT AND IPM INSOUTHEAST ASIA<br />

x 10<br />

0 , 0.5.4<br />

b : 0.938<br />

:I to I.5<br />

"t 10to:l .64 LEAFFOLDER<br />

W W<br />

0> 120 I Count damaged eavs<br />

,)<br />

-/<br />

TREAT<br />

1<br />

2<br />

3<br />

4<br />

5 -<br />

13 .<br />

21<br />

30<br />

15<br />

27<br />

39<br />

50<br />

m<br />

D<br />

"<br />

< I--<br />

80<br />

40, 40<br />

7<br />

,, N<br />

b,\, '11<br />

6 39- 61<br />

6 48 72<br />

7 57 83<br />

8 66 . . 94<br />

9 75-I05<br />

10 87.-116<br />

93 - 127<br />

,.J<br />

:D<br />

U<br />

NO TREATMENT<br />

2 4 6 8 10 12<br />

NUMBER OF SAMPLE UNITS (n)<br />

Figure 6. Sequential sampling plan for rice leaffolder in direct seeded rice: Xe =<br />

economic threshold; a, b = intercept, slope of patchiness regression; t= value of<br />

normal deviate for 0.90 confidence probability; nmax = 11, for allowable<br />

confidence interval at A= x, of 10 ± 1.5.<br />

Data collected over several seasons on leaffolder damage fitted either<br />

Poisson, negative binomial or normal distributions, although none in a<br />

consistent manner. Therefore, the sequential sampling approach described by<br />

hwao (1975) was utilized. The method is based on Iwao's patchiness regression<br />

(1968), which relates the mean-crowding index (Lloyd 1967) to mean density.<br />

Coggin <strong>and</strong> Dively (1982) applied this method for sequential sampling plans in<br />

wheat <strong>and</strong> barley <strong>and</strong> Bcchinski et al. (1983) in soybean. The decision lines are<br />

calculated as the upper <strong>and</strong> lower limits of the confidence interval of a critical<br />

density (i.e. cconomic threshold) with a predetermined confidence probability.<br />

Figure 6 shows the obtained sequential sampling plan for leaffolder.<br />

By setting a tolerable width of the confidence interval for the case that the<br />

true infestation level is equal to the economic threshold, itis possible to<br />

determine a maximum number of sample units 1o be taken (Iwao 1975). The<br />

chosen confidence interval of 10 ± 1.5 damaged leaves resulted in a maximum of<br />

II sample units to be examined in case the infestation level is close to the<br />

economic threshold (see Figure 6). The sample size is,of course, lower for light<br />

or rnorc severe infestations so that on average, considerable savings in sampling<br />

time can be anticipated. Respective field tests are being carried out at present to

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