Calculating the Distribution Coefficient of A in Ligroin and Water

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SUMMARY

The distribution coefficient (k) for solute A between ligroin and water is established at 7.5. To calculate the weight of A removed from a 10g solution in 100mL of water using 100mL of ligroin, the formula k = (conc. in ligroin / conc. in water) is applied. The calculations reveal that approximately 1.18g of A remains in the water after extraction, leading to the conclusion that about 8.82g of A is extracted. For four successive extractions with 25mL portions of ligroin, the extraction efficiency can be calculated using Jensen's formula, which involves logarithmic expressions.

PREREQUISITES
  • Understanding of distribution coefficients in liquid-liquid extraction
  • Familiarity with Jensen's formula for extraction calculations
  • Basic knowledge of concentration and mass balance equations
  • Proficiency in logarithmic calculations
NEXT STEPS
  • Study Jensen's formula for multiple extractions in detail
  • Learn about liquid-liquid extraction techniques and their applications
  • Explore the impact of varying solvent volumes on extraction efficiency
  • Investigate the principles of mass transfer in extraction processes
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Chemistry students, laboratory technicians, and professionals involved in chemical separations and extractions will benefit from this discussion.

Mivz18
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Problem:

The distribution coefficient, k = (conc. in ligroin/ conc. in water), between ligroin and water for solute A is 7.5 . What weight of A would be removed from a solution of 10g of A in 100mL of water by a single extraction with 100 mL of ligroin? What weight of A would be removed by four successive extractions with 25mL portions of ligroin? How much ligroin would be required to remove 98.5% of A in a single extraction?

I'm having so much trouble with this problem. I plugged in the numbers giving to find the first part. After calculations, I found out that depending on the way you divide and multiply to find the weight removed, I'm assuming that 750 grams of A is removed. However, I'm not sure, not even sure if I'm doing this right. ANY SUGGESTIONS PLEASE??
 
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I remember that a formula called Jensen's formula is used to calculate this kind of problems. It involves logarithmic expressions. Please try to find it by yourself, as I lost the source. However, it will surely help you.

Best wishes.
 
Mivz18 said:
Problem:

The distribution coefficient, k = (conc. in ligroin/ conc. in water), between ligroin and water for solute A is 7.5 . What weight of A would be removed from a solution of 10g of A in 100mL of water by a single extraction with 100 mL of ligroin? What weight of A would be removed by four successive extractions with 25mL portions of ligroin? How much ligroin would be required to remove 98.5% of A in a single extraction?

I'm having so much trouble with this problem. I plugged in the numbers giving to find the first part. After calculations, I found out that depending on the way you divide and multiply to find the weight removed, I'm assuming that 750 grams of A is removed. However, I'm not sure, not even sure if I'm doing this right. ANY SUGGESTIONS PLEASE??

You have 10g of A in 100mL water + 100 mL ligroin.

Let the amount of A in water be x. Then the amount in ligroin would be 7.5x (since the volume of ligroin is the same as that of water). The total amount, 8.5x is equal to 10g. This tells you what x is. And x is the required number since it the the weight of A left in water. Another important number is the fraction of A extracted, which in this case is 1/8.5

Can you try the second part, where the volume of water is different from the volume of ligroin ?
 
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