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Determine the relation between the osmotic pressure and the concentration of solute. Compare your results with the Morse’s equation given below. This law is valid for an ideal solution with a low concentration of solute...

Determine the relation between the osmotic pressure and the concentration of solute. Compare your results with the Morse’s equation given below. This law is valid for an ideal solution with a low concentration of solute...

Fundamentals Of Analytical Chemistry
Fundamentals Of Analytical Chemistry
9th Edition
ISBN:9781285640686
Author:Skoog
Publisher:Skoog
Chapter32: Gas Chromatography
Section: Chapter Questions
Problem 32.7QAP
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Determine the relation between the osmotic pressure and the concentration of
solute. Compare your results with the Morse’s equation given below. This law is
valid for an ideal solution with a low concentration of solute...
 
 
 
Explain what happens on both sides of the semi-permeable membrane. In hydrostatic conditions, a relation exists between pressure variation and height variation in the capillary tube: AP=p.g.Ah Where AP is the change in pressure or difference in pressure between two sides p is the density of the liquid Where g is the standard gravity (9.8 m/s²) Ah is the change in height or difference in height between two sides Determine the relation between the osmotic pressure and the concentration of solute. Compare your results with the Morse's equation given below. This law is valid for an ideal solution with a low concentration of solute. Data AP=HiM AP is the osmotic pressure of a dilute solution i is the dimensionless van't Hoff factor R=0.082057 L-atm/mol-K 1 atm=10³ Pa M is the molarity or molar concentration of solute (in unit of mol.m³) R is the gas constant T is the temperature (K) For CuSO4, iª 2 Mcuso, 159.609 g/mol iMRT PCUSO,,5 H₂O=2.3 g/cm³ Inner diameter of the capillary tube d;= 1.7 mm (2) (3)
Transcribed Image Text:Explain what happens on both sides of the semi-permeable membrane. In hydrostatic conditions, a relation exists between pressure variation and height variation in the capillary tube: AP=p.g.Ah Where AP is the change in pressure or difference in pressure between two sides p is the density of the liquid Where g is the standard gravity (9.8 m/s²) Ah is the change in height or difference in height between two sides Determine the relation between the osmotic pressure and the concentration of solute. Compare your results with the Morse's equation given below. This law is valid for an ideal solution with a low concentration of solute. Data AP=HiM AP is the osmotic pressure of a dilute solution i is the dimensionless van't Hoff factor R=0.082057 L-atm/mol-K 1 atm=10³ Pa M is the molarity or molar concentration of solute (in unit of mol.m³) R is the gas constant T is the temperature (K) For CuSO4, iª 2 Mcuso, 159.609 g/mol iMRT PCUSO,,5 H₂O=2.3 g/cm³ Inner diameter of the capillary tube d;= 1.7 mm (2) (3)
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