Table for comparing 10 Atichinna Kms Dial with 12 Hours Dial :
Atichinna Scale/24 Hours Dial
|
Sr. No. |
Fig -32 |
B R P Hrs. Min. Sec. |
Lambu Kilometer |
Normal Kilometer/sec |
|
1 |
d 1 t 1 |
1B 33 R 2 hrs |
3333.3
|
3339.5 7200 sec |
|
2 |
d 2 t 2 |
6 B 2R 7 hrs 15 min |
12083
|
12105.9 26100 sec |
|
3 |
d3 t 3 |
9 B 29 R 11 hrs 30 min |
19167
|
19202.6 41400 sec |
|
4 |
d4 t 4 |
12B 25R 15 hrs |
25000
|
25047 54000 sec |
|
5 |
d 5 t 5 |
15B 18 hrs |
30000
|
30056 64800 sec |
|
6 |
d 6 t 6 |
17B 14 R 20 hrs 45 min |
34583
|
34648 74700 sec |
Six examples of Distance pieces corresponding to the Time pieces.
Taking a more practical approach the values for distance have been calculated using time as only a comparison. Illustrations of 12 dials in two columns of six each have been shown. The column to the left shows the distance pieces. To the right of them the column of six shows the comparative time pieces. Two examples of calculations have been given below to show how one has arrived at the positions of the needles of the distance pieces as compared to the positions of the time piece needles.
Example –2 : Fig-34
7 hrs 15 min or a quarter past 7 AM would be -.
(7.25 ¸ 12) x 10 = 6.041; 6.041 – 6 = 0.041; = 6 Basics
0.041 x 50 = 2 Ranges
7x60=420 ; 420 + 15 =435 ; 435 x 60 = 26100 sec.
26100 sec. x 0.463831 = 12105.9 Kms
12105.9 ¸ 1.001875 = 12083 L Kms
Example – 4 : Fig-36
15 hrs or 3.00PM (in the afternoon) would be:
(15 ¸ 12 ) x 10 =12.5 ; 12.5 – 12 = 0.5 ; 12 Basics
0.5 x 50 = 25 Ranges
15 x 60 = 900; 900 x 60 = 54000 Sec
54000 x 0.463831 = 25047 Kms
25047 ¸1.001875 L km = 25000 L Kms.
In this way all the six examples have been calculated and their needle positions shown in the figures below.
(65)