MOOC: Validation of liquid chromatography mass spectrometry (LC-MS) methods (analytical chemistry) course

Self-test 5.4B

1.

Aldicarb is a well-known pesticide on fruits and vegetables that is often determine with LC-MS. As a sample preparation method often QuEChERS method is used.

In QuEChERS method 15.00 g of the homogenized sample was weighted into a 50 ml polyethylene centrifuge tube. 15 ml of 1% acetic acid in acetonitrile (v/v)|6 g of anhydrous magnesium sulphate and 1.5 g of anhydrous sodium acetate were added and the tube was vigorously shaken by hand for 1 min. It was necessary to ensure that solvent interacts well with the entire sample and that crystalline agglomerates are broken down sufficiently. The tube was centrifuged at 3000 rpm (900×g) for 1 min. The upper layer of the extract was introduced into a glass centrifuge tube|which contained 50 mg of PSA and 150 mg of anhydrous magnesium sulphate per 1 ml of extract. The tube was sealed and shaken vigorously for 30 s and then centrifuged at 3000 rpm for 1 min. The supernatant was collected for spiking. The pre-concentration factor is 1.

In order to study if matrix matched calibration can be used within the same commodity group (in order to account for matrix effects) the matrix effect was determined in two apple sorts. The extracts of blank apples were spiked at 0.5 mg/kg level in five replica.

As a result of LC-MS analyses following peak areas were obtained:

 

Standard

Apple 1

Apple 2

1236424

1174426

252367

1159016

1140330

317151

1163849

1075465

253337

1119487

1080991

263896

1039944

220693

 

Question 1: Estimate the matrix effect for both apples! 

Please give the answer in percents with one decimal place and please use dot as decimals separator (i.e. please give 91.7% and not 0.917; 91|7% or 91.765%). Please do not add % in the gap as the % mark is already given after the gap.

Apple 1

%

Apple 2

%

Question 2: Can matrix matched calibration be used in this case to account for matrix effect?

Question 1 of 4

2.

Matrix effect can be calculated both in the signal scale and in the concentration scale. Below signals for post-extraction spiked apple extract and a calibration graph is given. The apple extract was fortified with thiabendazole at 0.05 mg/kg level.

c (mg/kg)

Signal

0.001

525357

0.001

519754

0.001

576415

0.005

1516738

0.01

2353920

0.01

2311093

0.01

2343350

0.05

9986609

0.1

20330928

0.25

44231346

0.5

87330954

Sample

8490871

Sample

8337484

Sample

9159663

 

Q1. Calculate the matrix effect from the signals.

Please give the answer in percents with one decimal place and please use dot as decimals separator (i.e. please give 91.7% and not 0.917; 91|7% or 91.765%). Please do not add % in the gap as the % mark is already given after the gap.
%

Q2. Calculate the matrix effect from the concentrations. 

Please give the answer in percents with one decimal place and please use dot as decimals separator (i.e. please give 91.7% and not 0.917; 91|7% or 91.765%). Please do not add % in the gap as the % mark is already given after the gap.
%

Q3. Compare the results of Q1 and Q2 and explain why the results are somewhat different? Open the correct answer by clicking [accordion][acctitle]here[/acctitle]Because the intercept of the calibration graph is significant and therefore concentration and signal are not exactly proportional.[/accordion]

Was your answer correct?

Question 2 of 4

3.

Glyphosate was analysed in the lake water with high organic content. The analyses contained sample purification and concentration with solid phase extraction (SPE). However there was a strong suspicion that a strong matrix effect may occur. To test this suspicion a blank sample extract was treated with SPE and the obtained extract was deviated into small parts. Each part was spiked with analyte on a known concentration level (similar to matrix matched calibration). Also the standard solutions at the same concentration levels were prepared. After the LC-MS analyses following results were obtained:

c (µg/L)

Signal, standard

Signal, spiked sample

2

15931

6002

5

35198

15171

10

73501

25734

15

115041

37313

20

129941

55175

50

361007

124671

 

Calculate the matrix effect based on the given signals. 

Please give the answer in percents with one decimal place.

Question 3 of 4

4.

Glyphosate was analysed in the lake water with high organic content. The analyses contained sample purification and concentration with solid phase extraction (SPE). However, there was a strong suspicion that a strong matrix effect may occur. To test this suspicion a blank sample extract was treated with SPE and the obtained extract was deviated into small parts. Each part was spiked with analyte on a known concentration level (similar to matrix matched calibration). Also the standard solutions at the same concentration levels were prepared. After the LC-MS analyses following results were obtained:

c (µg/L)

Signal, standard

Signal, spiked sample

2

15931

6002

5

35198

15171

10

73501

25734

15

115041

37313

20

129941

55175

50

361007

124671

 

Calculate the matrix effect based on the concentrations. Please give the answer in percents with one decimal place.

Question 4 of 4