Warning: foreach() argument must be of type array|object, bool given in /var/www/html/web/app/themes/studypress-core-theme/template-parts/header/mobile-offcanvas.php on line 20

(a) Explain how solid phase microextraction works. Why is cold trapping necessary during injection with this technique? Is all the analyte in an unknown extracted into the fiber in solid phase microextraction?

(b) Explain the differences between stir-bar sportive extraction and solid-phase microextraction. Which is more sensitive and why?

Short Answer

Expert verified

Answer is missing in the document

Step by step solution

01

 a) microextraction

A solid phase microextraction is a sample preparation method wherein the compound of interest is extracted from liquids, air, or even sludge without using a solvent. A fused-silica fiber coated with a 10-to100-ฮผm -thick film of stationary phase similar to those used in gas chromatography is the most significant component. The stirring or heating. It is recommended first to determine by experiment the time at which the fiber will reach equilibrium with the analyte and use this time for extraction.

Then, fiber is retracted, and syringe is inserted into a gas chromatograph equipped with a 0.7-mminner-diameter injection port liner after sample collection. The fiber should be extended such that it reaches the hot injection liner, where analyte is thermally desorbed from the fiber in spitless mode for a fixed time. The function of the narrow port is to maintain the desorbed analyte in a narrow band. Cold trapping is necessary during injection to collect the desorbed analyte at the head of the column before chromatography.

In solid phase microextraction, not all analytes in an unknown are extracted into the fiber. The mass of analyte ( m in ฮผg ) absorbed in the fiber is expressed in the equation below:

m=KVfcoVsKVf+V5

where:

- Vf=volume of film on the fiber

- V5=volume of solution being extracted

- C0=initial concentration of analyte in the solution

- K=partition coefficient

02

stir-bar sportive extraction and solid-phase microextraction

Another method of sample extraction that is closely related to solid-phase microextraction is stir-bar sportive extraction. This technique is ~ 100 times more sensitive for trace analysis than solid phase microextraction. In this method, a magnetic stirring bar enclosed in a glass jacket is coated with a 0.5-to 1-mm-thick layer of sorbent such as poly (dimethyl siloxane), that is similar to the stationary phase in nonpolar gas chromatography columns. The stirring bar is then placed in an aqueous mixture and stirred for 0.5-4 hours to absorb hydrophobic analytes. The mass of analyte extracted is also expressed as the equation above, but the volume of sorbent (Vf)is increased from ~0.5ฮผL to 25-125 ฮผL. Thus, 50 to 250 times more analyte is extracted with the stir bar method as compared to solid phase microextraction.

03

Final answer

a) A solid phase microextraction is a sample preparation method wherein the compound of interest is extracted from liquids, air, or even sludge without using a solvent.

b) Another method of sample extraction that is closely related to solid-phase microextraction is stir-bar sportive extraction

Unlock Step-by-Step Solutions & Ace Your Exams!

  • Full Textbook Solutions

    Get detailed explanations and key concepts

  • Unlimited Al creation

    Al flashcards, explanations, exams and more...

  • Ads-free access

    To over 500 millions flashcards

  • Money-back guarantee

    We refund you if you fail your exam.

Over 30 million students worldwide already upgrade their learning with Vaia!

One App. One Place for Learning.

All the tools & learning materials you need for study success - in one app.

Get started for free

Most popular questions from this chapter

Efficiency of solid-phase microextraction. Equation24-9gives the mass of analyte extracted into a solid-phase microextraction fiber as a function of the partition coefficient between the fiber coating and the solution.

(a) A commercial fiber with a100-ฮผm-thickcoating has a film volume of6.9ร—10-4mL. Suppose that the initial concentration of analyte in solution is

c0=0.10ฮผg/mL(100ppb).Use a spreadsheet to prepare a graph showing the mass of analyte extracted into the fiber as a function of solution volume for partition coefficients of 10000,5000,1000and100and. Let the solution volume vary from 0to100mL.

(b) Evaluate the limit of Equation24-9asVr gets big relative to KVf. Does the extracted mass in your graph approach this limit?

(c) What percentage of the analyte fromof solution is extracted into the fiber when and whenK=100andwhenk=10000?

This problem reviews concepts from Chapter 23. An unretained solute passes through a chromatography column in 3.7 min and analyte requires 8.4 min.

(a) Find the adjusted retention time and retention factor for the analyte.

(b) Find the phase ratio b for a 0.32-mm-diameter column with a 1.0-mm-thick film of stationary phase.

(c) Find the partition coefficient for the analyte.

(d) Determine the retention time on a similar length of 0.32-mm diameter column with a 0.5-mm-thick film of the same stationary phase at the same temperature.

Astandard solution containing 6.3ร—10-8Miodoacetone and 2.0ร—10-7Mp-dichlorobenzene (an internal standard) gave peak areas of 395 and 787, respectively, in a gas chromatogram. A 3.00-mlunknown solution of iodoacetone was treated with 0.100mLof 1.6ร—10-5Mp-dichlorobenzene and the mixture was diluted to. Gas chromatography gave peak areas of 633 and 520 for iodoacetone and p-dichlorobenzene, respectively. Find the concentration of iodoacetone in the 3.00mLof original unknown.

(a) Why is it illogical to use a thin stationary phase (0.2 ยตm) in a wide-bore (0.53-mm) open tubular column?

(b) Consider a narrow-bore (0.25 mm diameter), thin-film (0.10 ยตm) column with 5 000 plates per meter. Consider also a wide-bore (0.53 mm diameter), thick-film (5.0 ยตm) column with 1500 plates per meter. The density of stationary phase is approximately 1.0 g/mL. What mass of stationary phase is in each column in a length equivalent to one theoretical plate? How many nanograms of analyte can be injected into each column if the mass of analyte is not to exceed 1.0% of the mass of stationary phase in one theoretical plate?

(a) Find the limit of the square-root term askโ†’0

(unretained solute) and as kโ†’โˆž(infinitely retained solute).

(b) If the column radius is 0.10mmfindHminfor the two cases in (a).

(c) What is the maximum number of theoretical plates in a 50 -m-long column with a 0.10-mm radius if k=5.0 ?

(d) The phase ratio is defined as the volume of the mobile phase divided by the volume of the stationary phase (ฮฒ=Vm/Vs)Derive the relationship between ฮฒand the thickness of the stationary phase in a wall-coated column (df)and the inside radius of the column

(e) Find kif K=1000,df=0.20ฮผm, and r=0.10 mm.

See all solutions

Recommended explanations on Chemistry Textbooks

View all explanations

What do you think about this solution?

We value your feedback to improve our textbook solutions.

Study anywhere. Anytime. Across all devices.

Sign-up for free