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temporal variation is the most important component due to sampling on different days and at different times on a

In document 1278.pdf (Page 66-74)

particular day.

This set of data is also analyzed with linear regression. A linear relationship is found between logarithms of bacterial

concentration and temperature. For samples collected in the nonventilated room, the relationship is

ln(C) = -39.7 + 0.65 x T (eq. 3-3), where 66.1 °F < T < 70.4 ^F, and 15.9% < RH < 21.4%, but the equation is confounded by relative humidity (Figure 8, 9, and 10.) . The maximum concentration occurs at a relative humidity of 19.5%.

Table 8. Variance component for samples collected in the room without ventilation (data transformed to log scale).

Variance component Estimated variance

Day-

Run within one day

Pair (inter-paired) Error (intra-paired) 0.2436 0.1655 0.01237 0.1146

Temporal variance component = Day component + Run component

Spatial variation, inter-paired variation, is tested

plotted with time (Fig.4). Average bacterial concentration

decayed over time for these data. Samples collected earlier on a particular day are more variable than those collected

later on the same day.

2. Samples collected in the outdoor environment

Samples were collected on the roof of the Annex building (Fig.2). A total of 39 samples for each sampler were

collected. Four sets of data are respectively assigned C^, Cb, Cc, and C^ to indicate that samples were collected with samplers A, B, C, and D. The distance (d) was 0 cm between samplers A and B, 100 cm between samplers A-B and C, 200 between samplers C and D, and 224 cm between samplers A-B

and D.

Data is analyzed with the t test and the distribution- free sign test. The results show that concentrations are equal for bacteria collected with samplers A, B, C, and D. In order to study the influence of distance on spatial

variations, semivariogram values are also computed for this set of data. The semivariogram values (Table 9) do not

increase with the incremental distance between the two

samplers, nor do they increase with the mean concentrations

Table 9. The Comparison of Semivariogram Values for Samples Collected Simultaneously by four Samplers on the Roof of the

Annex Building.

Distance Mean of Number of Semivariogram between bacteria samples values {*)

two concentration ' samplers (CFU/m^) (cm)

1 °

90.6 39

725 1

1 100

91.4 39 587 200 82.8 39 64 6

1 224

86.3 39 527 58

ͫ

collected at each distance between samplers. Based on the semivariogram values, spatial variation in the outdoor

environment was not dependent on distances between samplers

within this small scale, 224 cm.

Polynomial regression analysis has been considered to determine the relationship between CFU concentration as a function -of temperature and relative humidity. The results show that the bacterial concentration has a quadratic

relationship with temperature (T°F) and relative humidity

(RH%). The relationship is

C = -148 + 7.13 * T + 1.82 * RH + 0.135 * T * RH - 0.096

* T^ - 0.199 * RH^ (eq. 3-4).

R^ = 0.6 and the Pearson correlation coefficient =

0.8054 at 33*F < T < 67. 5*F and 7.5% < RH < 58%, where C is

the average corrected colony counts of four sets of samples. This data is also plotted with time to represent

temporal variation (Figure 11.). Bacterial concentrations

do not decay over time.

3. Samples collected in the ventilated room

Samples were collected with four samplers at three

locations in room S-250 (Fig.3). A total of thirty samples was collected. C^ is the bacterial concentration collected with sampler A at the door of the room, C^ is the bacterial

y^^t^^^^j^-ir^rspfc'-

concentration collected with sampler B in the middle of the room, and Cc is the bacterial concentration collected with sampler C deep inside of the room. Data is tested using the distribution-free sign test. Results show that the highest bacterial concentration is collected at the middle of the room, the second highest concentration is collected at the deep inside of the room, and the least concentration is

collected at the door of the room (Table 10).

This set of data is also analyzed using linear and polynomial regression. No statistically significant

relationship is achieved between bacterial concentrations and temperature and relative humidity. Bacterial

concentrations are also plotted with time to represent

temporal variation (Figure 12). Bacterial concentration do not decrease over time but vary randomly.

4. Samples collected during the day in the nonventilated

room

Samples were collected with the same sampler arrangement for variance component analysis (Figure 1). The distance

Table 10. Distribution-free sign test

in the ventilated room.

for samples collected

Sample II ^°- Cone. A (CFU/M^) Cone. B (CFU/M^) Conc.C CFU/M^) Sign (A - B) Sign (C - B) Sign (C-A)

1 ͣ"ͣ

46 86 7 0 0

0 1

1 ^

36 50 57 0 1

0 1

1 ^

36 61 46 0 0

0 1

1 ^

36 46 29 0 0

1 1

1 ^

4 36 43 0 1

0 II

1 ^

21 36 36 0

0 II

1 "7

25 50 36 0 0

0 II

1 ^

32 46 39 0 0

0 II

1 ^

32 64 46 0 0

0 II

1 -^^

25 68 39 0 0

0 1

11 54 46 68 1 1

0 II

II -^^

21 32 25 0 0

0 1

II 13

32 61 32 0 0

II 14

54 64 11 0 0 1

1 ^^

68 86 68 0 0

0 1

1 ^^

39 68 43 0 0

0 II

1 ͣ'•'^

32 43 36 0 0 0

1 -^^

50 86 75 0 0

0 II

1 -^^

129 139 61 0 0

1 II

1 ^°

54 118 79 0 0

0 1

1 ^-^

57 96 64 0 0 0

1 ^^

21 71 46 0 0 0 23 43 64 61 0 0 0 24 29 43 82 0 1 0

r 25

32 68 61 0 0

0 1

61

1 26

25 50 25 0 0

1 ^"^

32 46 46 0 0

1 28

43 79 57 0 0 0

1 29

71 146 118 0 0 0

1 30

107 139 111 0 0

0 II

1 Sum

1 4

3 1

62

between two pairs of samplers was also 470 cm. A total of thirty samples was collected on three consecutive days. Data is analyzed using the distribution-free sign test (Table 11.). Spatial variation is statistically significant, and bacterial concentrations collected with samplers close to the door are higher than those collected with samplers far away from the door. Bacterial concentrations are also plotted with time to study temporal variation.

Concentration significantly decreases after a sampling period of seven hours. The period of the seven hour sampling time was usually from 10:00 am to 5:00 pm.

D. Respirable and irrespirable counts

After the total counts are analyzed to study temporal and spatial variations, each sample is separated into

respirable and irrespirable counts, then they are

respectively analyzed to study the relationship between

spatial variation and particle sizes. Data is also analyzed

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