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The osmotic pressure of a dilute solution is found to obey a relationship of the same form as the ideal gas law:
稀溶液的渗透压被发现遵循与理想气体定律相同形式的关系:
In chemistry texts, it is usually expressed in terms of the molarity of the solution and given the symbol π.
In these relationships, R = 8.3145 J/k mol is the normal gas constant and R'= 0.0821 L atm/K mol is the gas constant expressed in terms of liters and atmospheres.
在这些关系中,R = 8.3145 J/(k mol) 是正常气体常数,而 R' = 0.0821 L·atm/K·mol 是以升和大气压为单位的气体常数。
在化学教材中,通常以溶液的当量浓度表示,并用符号π表示。 |
Note that in the calculation at left, the osmotic pressure is attributed to the solution, whereas the definition of osmotic pressure that has been used here treats positive osmotic pressure as the relative energy density of the pure solvent in relation to the solution. Since most current biology and chemistry texts attribute high osmotic pressure to the solution rather than the pure solvent in relation to the solution, I may have to give in and redefine osmotic pressure to be consistent with those common uses. It does seem backward, physically.
需要注意的是,在左边的计算中,渗透压归因于溶液,而此处所用的渗透压定义则将正的渗透压视为纯溶剂相对于溶液的相对能量密度。由于大多数当前的生物学和化学教材将高渗透压归因于溶液而非纯溶剂相对于溶液,我可能不得不重新定义渗透压以符合这些常见用法。这在物理上似乎有些倒退。
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