|
�¶�ת�����㹫ʽ
| ת�� |
�� |
��ʽ
9/5
= 1.8 9/4 = 2.25
10/8 = 1.25 |
| �����¶� |
�����¶� jk |
�� = (��F - 32) /
1.8 |
| �����¶� |
�����¶� |
K =
(��F + 459.67) / 1.8 |
| �����¶� |
���϶�Rankine |
��Ra = ��F +
459.67 |
| �����¶� |
���϶�R��aumur |
oR= (��F
- 32) / 2.25 |
| �����¶� |
�����¶� |
��F = �� ��
1.8 + 32 |
| �����¶� |
�����¶� |
K =
�� + 273.15 |
| �����¶� |
���϶�Rankine |
��Ra = �� ��
1.8 + 32 + 459.67 |
| �����¶� |
���϶�R��aumur |
oR =�� ��
0.8 |
| �����¶� |
�����¶� |
�� = K - 273.15 |
| �����¶� |
�����¶� |
��F = K �� 1.8 -
459.67 |
| �����¶� |
���϶�Rankine |
��Ra = K �� 1.8 |
| �����¶� |
���϶�R��aumur |
oR= (K - 273.15) ��
0.8 |
| ���϶� |
�����¶� |
�� = (��Ra - 32 - 459.67) /
1.8 |
| ���϶� |
�����¶� |
��F = ��Ra -
459.67 |
| ���϶� |
�����¶� |
K =
��Ra / 1.8 |
| ���϶� |
���϶�R��aumur |
oR = (��Ra -
459.67 - 32) / 2.25 |
| ���϶�R��aumur |
�����¶� |
�� = oR ��
1.25 |
| ���϶�R��aumur |
�����¶� |
��F = oR ��
2.25 + 32 |
| ���϶�R��aumur |
�����¶� |
K =
oR �� 1.25 + 273.15 |
| ���϶�R��aumur |
���϶�Rankine |
��Ra = oR ��
2.25 + 32 + 459.67 |
| �����¶� (��) |
�����¶�
(K) |
�����¶�
(��F) |
���϶�
(��Ra) |
���϶�
(oR) |
| -273.15 |
0 |
-459.67 |
0 |
-218.52 |
| -17.78 |
255.37 |
0 |
459.67 |
-14.22 |
| -10 |
263.15 |
14 |
473.67 |
-8 |
| 0 |
273.15 |
32 |
491.67 |
0 |
| 5 |
278.15 |
41 |
500.67 |
4 |
| 10 |
283.15 |
50 |
509.67 |
8 |
| 15 |
288.15 |
59 |
518.67 |
12 |
| 20 |
293.15 |
68 |
527.67 |
16 |
| 25 |
298.15 |
77 |
536.67 |
20 |
| 30 |
303.15 |
86 |
545.67 |
24 |
| 37 |
310.15 |
98,6 |
558.67 |
29.6 |
| 37.78 |
310,93 |
100 |
559.67 |
30.22 |
| 100 |
373.15 |
212 |
671,67 |
80 |
| 125 |
398.15 |
257 |
716.67 |
100 | |
|
|
