ÀҾ˹éÒ˹ѧÊ×Í
PDF
ePub

ANALYSIS OF TABLES 1, 2, 3, AND 4.

Absolute temperatures.

B. Cases where the higher of the two temperatures compared is below 35° C.

[blocks in formation]

Left side..... 34-41428°C. 34.29794°C. 0.22195°C. 34.25714°C. 34 15446°C. 0.20535°C. Right side... 34-43874°C. 34-33555°C. 0.20933°C. 34-43508°C. 34.34170°C. 0.18674°C. Equality

34-46250°C.

34.30416°C.

Both sides.

0.21503°C.

Both sides.

0.19266°C.

Extremes Right side

Left side.........34.9°C. -33.1°C. ......34.9°C. -33.10°C.

...34-975°C.—33·025°C.......34.975°C.-32-875°C.

......

TABLE 4 (2ND PART).

TABLE 3 (2ND Part).

Left side.....34.61250°C. 34.56041°C. 0·10416°C. 34-47857°C. 34-40913°C. 0.13888°C. Right side... 34-69188°C. 34-61404°C. 0-15564°C. 34-47882°C. 34-41644°C. 0-12477°C. Equality 34.81000°C.

.....

34.51250°C.

Both sides.

Both sides.

0.14451°C.

012864°C.

Extremes Right side

Left side.........34.9°C. -33.8°C.

......34.9°C. -33.2°C. ......34 977°C.-34-105°C.......34 988°C.-33.422°C.

ANALYSIS OF TABLES 1, 2, 3, AND 4.

Absolute temperatures.

c. Both sets of cases-those at or above and those below 35° C.-taken together.

[blocks in formation]

Left side..... 34.84130°C. 34.73353°C. 0.22206°C. 34.91923°C. 34-78846°C. 0.18846°C. Right side.. 35.06174°C. 34.97429°C. 0.17884°C. 35-01187°C. 34.92602°C. 0.17169°C. Equality

.....

34.94400°C.

35.19868°C.

Both sides.

0.19508°C.

Both sides.

0.17701°C.

-33.10°C.

....36.1°C.

Left side.........35.9°C. -33.1°C.
......36 125°C.-33 025°C...... 36·325°C.-32.875°C.

Extremes

[ocr errors]

TABLE 3

(1ST AND 2ND PARTS).

TABLE 4

(1ST AND 2ND PARTS).

Left side..... 34.95937°C. 34.91328°C. 0.09218°C. 35.27764°C. 35.20939°C. 0.11269°C. Right side... 35 11863°C. 35 05319°C. 0.13291°C. 35 08327°C. 34-86252°C. 0·12642°C. Equality. 35.20526°C.

35.40166°C.

Both sides.

12606°C.

...36.4°C.-33.2°C.

..36.4°C.-33.422°C.

Extremes Left side.......35.7°C -33.8°C.
Right ......35 777°C.-34·105°C..

Both sides.

0.12141°C.

From the above analyses we deduce the following conclusions:

(A) Cases where the higher of the two temperatures compared is 35° C., or above that point.

1st. Where the absolute temperature of the side only which in each comparison shows the higher temperature, and also the absolute temperature of the two sides in cases of equality of temperature are regarded, the apportionment in each table of the highest average absolute temperatures is as follows:

["1st" signifies highest average absolute temperature, and "2nd" and "3rd" correspond respectively to lower averages.]

TABLE 1.

1st. Right side.
2nd. Left side.
3rd. Equality.

TABLE 3.

1st. Right side.
2nd. Equality.
3rd. Left side.

TABLE 2.
1st. Left side.
2nd. Right side.
3rd. Equality.

TABLE 4.

1st. Equality. 2nd. Right side. 3rd. Left side.

2nd. Where the absolute temperatures of both sides are averaged in each case of superiority of a side, the absolute temperature in cases of equality being taken as before, the apportionment in each table of the highest average absolute temperatures is as follows:

TABLE 1.

1st. Right side.
2nd. Left side.
3rd. Equality.

TABLE 3.

1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 2.

1st. Equality. 2nd. Left side. 3rd. Right side.

TABLE 4.

1st. Equality.
2nd. Left side.
3rd. Right side.

(B) Cases where the higher of the two temperatures compared is below 35° C.

1st. Where the absolute temperature of the side only which in each comparison shows the higher temperature, and also the absolute temperature of the two sides in cases of equality of temperature are regarded, the apportionment in each table of the highest average absolute temperatures is as follows:

TABLE 1.

1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 3.

1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 2.
1st. Right side.
2nd. Equality.
3rd. Left side.

TABLE 4.

1st. Equality.
2nd. Right side.
3rd. Left side.

2nd. Where the absolute temperatures of both sides are averaged in each case of superiority of a side, the absolute temperature in cases of equality being taken as before, the apportionment in each table of the highest average absolute temperatures is as follows:

TABLE 1.

1st. Equality.
2nd. Right side.
3rd. Left side.
TABLE 3.
1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 2.
1st. Right side.
2nd. Equality.
3rd. Left side.

TABLE 4.

1st. Equality. 2nd. Right side. 3rd. Left side.

(c) Both sets of cases-those at and above 35° C., and those below that point-taken together.

1st. Where the absolute temperature of the side only which in each comparison shows the higher temperature, and also the absolute temperature of the two sides in cases

of equality of temperature are regarded, the apportionment in each table of the highest average absolute temperatures is as follows:

TABLE 1.

1st. Right side.
2nd. Equality.
3rd. Left side.

TABLE 3.

1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 2.
1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 4.

1st. Equality.
2nd. Left side.
3rd. Right side.

2nd. Where the absolute temperatures of both sides are averaged in each case of superiority of a side, the absolute temperature in cases of equality being taken as before, the apportionment in each table of the highest average absolute temperatures is as follows.

TABLE 1.

1st. Right side.
2nd. Equality.
3rd. Left side.

TABLE 3.

1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 2.
1st. Equality.
2nd. Right side.
3rd. Left side.

TABLE 4.

1st. Equality. 2nd. Left side. 3rd. Right side.

Comparing the above results, we find here, as in the case of our first method of analysis, marked contradictions in the different sets of experiments. Under the heading (A) we find in the first of its subdivisions that Tables 1 and 3 agree in showing the highest average absolute temperature in favour of superiority of temperature of the right side, but here all similarity between the two ends, for the order of precedence of superiority on the left side and of equality is the opposite in the two cases. Table 2 shows the left side to have the highest average, and equality to have the lowest average, while Table 4 shows an order exactly the reverse.

« ¡è͹˹éÒ´Óà¹Ô¹¡ÒõèÍ
 »