1. 2. ti0 t0. 2.16.
∆t1= t1 t0
∆t2= t2 t0
..
∆ti= ti t0
2. . 2.17.
∆t1= t1 t0
∆t2= t2 t0
..
∆ti= ti t0
3. n(∆t ) n ∆ t .
4. n(∆t) n ∆ t k , ,
5. (2.55) , .
6. 2.16 2.17. .
1. ? ?
2. ?
3. ?
4. ?
5. ?
6. ?
. . (), , , , . ( ), .
Δ:
.
δ:
, :
1. :
2. :
,
,
,
.
3.
.
4. ε:
.1 −
| , 10 3/3 | , 10 3/3 | ||
| 0,88 | 2,6 | ||
| 1,00 | 7,9 | ||
| 1,20 | 8,4 | ||
| 0,90 | 8,6 | ||
| 0,80 | 7,2 | ||
| 13,6 | 11,3 | ||
| 7,7 | |||
| 1,004-1,008 |
|
|
|
.2−
| η∙10 -6 | η∙106 | ||
| 650 | 242 ∙104 | ||
| 1004 | 240 ∙105 | ||
| 1499 ∙105 | 50 000 | ||
| 1800-1900 | 19 800 | ||
| 1554 |
.3- ,
| , , | ρ,∙ | , , | ρ,∙ |
| 2,7 ∙ 10-8 | 4,2∙10-7 | ||
| 5,3∙10-8 | 7,3∙10-8 | ||
| 3,3∙10-8 | 1,05∙10-6 - 1,1∙10-6 | ||
| 9,9∙10-8 | 1,13∙10-7 | ||
| 81∙10-8 | 9,5∙10-8 | ||
| 5,3 ∙10-8 | 4,5∙10-7 | ||
| 4,7∙10-7 - 5,2 ∙10-7 | 1,2∙10-7 | ||
| 7,1∙10-8 | 2,07∙10-7 | ||
| 6,3∙10-8 -7,1 ∙10-8 | 4∙10-5 - 5∙10-5 | ||
| 4,5 ∙ 10-8 | 1,1∙10-6 1,3∙10-6 | ||
| 3,9∙10-7 4,8 ∙10-7 | 5,95∙10-8 | ||
| 1,68 ∙10-8 |
() :
26.02.04
26.02.05
26.02.06
22.02.06
298309 . , , 123
