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Today, we will discuss the role of surrogates in quantification. Can anyone tell me what a surrogate is?
I think it's something that's added to help measure the main analyte?
Exactly! Surrogates are compounds added to assess the recovery of the actual analyte during analysis. This is crucial for achieving reliable results. Let's remember this with the acronym 'SURE' - Surrogate for Understanding Recovery Efficiency.
So, if the surrogate behaves like the analyte, it helps us understand how much of the analyte we can recover?
Precisely! Now, why do you think it's important to calculate recovery rates?
To ensure our measurements are accurate and account for any losses during processing?
Exactly right! The recovery rate indicates how effective our extraction methods are.
Let's now look at the extraction process. What are some methods we can use to extract analytes from a sample?
I remember you mentioned liquid-liquid extraction last class.
Exactly! Liquid-liquid extraction often involves shaking a sample with a solvent. What happens to the analyte during this process?
The analyte moves from the water phase into the solvent phase, right?
Correct! However, during extraction, we lose some compounds due to incomplete separation. We commonly use hexane as a solvent. Can anyone explain why we concentrate the extract after extraction?
To increase the sensitivity for detection of the analytes in the sample right?
Exactly! Concentrating helps us in detecting even trace amounts. Using the mnemonics 'SISS' - Sensitivity through Increased Sample Size - we can remember the goal here.
Now, let’s discuss calibration. After obtaining a sample response from the instrument, what must we do next?
We need to use the calibration curve to determine the concentration of the analyte?
Correct! The calibration curve relates instrument response to the mass of analyte. If I told you that the equation is response equals 60,000 times mass, how would you find mass from a known response?
To find the mass, we would divide the response by 60,000?
Great! And what does that mass represent?
It shows how much of the analyte was present in our sample initially!
This back calculation is essential, revealing the efficiency of our extraction. Just remember, 'CALC' - Concentration And Loss Calculation in our Analytical process!
Lastly, let's talk about recovery calculations. If we added 100 micrograms of a surrogate and recovered 1.67 micrograms, how would we determine our recovery percentage?
We divide the recovered mass by the added mass and multiply by 100, right?
Exactly! This tells us how effective our method was. We can capture this with the phrase 'Happy Recovery: Recovered Mass Over Added Mass Times 100'.
What would a low recovery percentage indicate?
It would suggest either losses during the extraction process or issues with our calibration method. Ensuring we understand this is key to quality control in our analyses.
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In this section, we delve into the calibration methods used for quantifying the concentration of analytes in samples. The significance of surrogate compounds in analyzing recoveries during the extraction process is highlighted, along with the calculation of recovery efficiencies to ensure accurate quantification.
In environmental quality analysis, calibrating instruments to accurately quantify the presence of analytes is crucial. This section centers around the role of surrogate compounds, which mimic the behavior of target analytes during extraction and measurement.
Calibration in environmental monitoring ensures accurate reporting of analyte concentrations, informing health and environmental policy decisions.
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SoproblemCrelatesto,youhaveasample,1liter.Tothis,weareadding1mlof100milligrams solution of a surrogate. So, on Friday's class we discussed what a surrogate is? The surrogate is a compound that likely to behave like the analyte of interest.
In this section, we learn the importance of using a surrogate in the analysis process. A surrogate is essentially a compound that has similar properties to the analyte (the substance we are interested in measuring) and is used to help gauge the recovery during analysis. For instance, when a specific substance (analyte) is present in a sample, adding a surrogate allows us to estimate how much of the analyte can be recovered after the extraction process is complete.
Think of a surrogate like a stand-in actor in a movie scene. Just like how the stand-in mimics the movements and actions of the main actor to ensure everything looks right, a surrogate mimics the behavior of the analyte during testing. This way, we can predict the main actor's performance based on the stand-in's actions.
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Sointhisproblemweadd1mlof100milligramsperliter.Sohowmuchwhatweareadding? The mass of surrogate that we are adding, added is 100 milligramsperliter into 1ml that is 0.1 milligram.
In order to calculate the recovery of the surrogate, we determine how much of it is added to the sample. Here, 1 mL of a surrogate solution containing 100 mg/L translates to adding 0.1 mg of the surrogate to the sample. We will use this amount for further calculations to find out how much of the analyte has been recovered in the experiment.
Imagine you are adding sugar to your tea. If you added one teaspoon of sugar (let's say that teaspoon contains 4 grams) to 1 liter of tea, you can measure how sweet the tea is based on that specific amount rather than randomly tasting it without knowing how much sugar was used.
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The sample was extracted with 50 ml of hexane okay. So 50 ml of hexane was added okay. So right now we are not looking at A, we are only looking at a surrogate.
The extraction process involves using a solvent, such as hexane, to separate the compounds of interest from the sample. In this case, 50 mL of hexane is added to extract the surrogate. The extraction allows the compounds to move from the sample matrix (like water) into the hexane where they can be analyzed more easily. At this stage, we are specifically focusing on the surrogate instead of the analyte itself.
Consider how you might use a filter to strain tea from tea leaves. The tea leaves remain in the filter, while the liquid tea, which you want to drink, passes through. Here, hexane functions similarly to the filter, allowing the desired compounds to be 'strained' out of the original sample into a more manageable form for further analysis.
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We further process it. Sointheexamplewhatwehaveseenisthisextractwasfurtherconcentratedto1ml.
After extraction, the sample often contains very small quantities of the desired compounds. Hence, a concentration step is performed to reduce the volume of the extract, making the analyte or surrogate more detectable. In this example, 40 mL of the hexane extract is concentrated down to 1 mL, which increases the likelihood of detecting trace levels of the surrogate when analyzed.
Think of using a juicer to extract juice from oranges. The juice is usually concentrated in the container while the pulp and peel are left out. By concentrating the juice, you create a stronger flavor, making it easier to taste in a mixed drink. Similarly, concentration of the hexane extract enhances detection.
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Once you get a response, you need a number you need a concentration number, for that to get that number we use a calibration.
Calibration is essential for quantifying the concentration of the analyte or surrogate in the sample. It involves comparing the instrument's response for various known concentrations of a standard material to establish a relationship (calibration curve). By using this curve, one can ascertain the concentration of the unknown sample based on its measured response.
Consider using a thermometer that is only effective if you know the calibration points for cold and hot water. If you know freezing point corresponds to 0 degrees Celsius and boiling point corresponds to 100 degrees Celsius, you can use this calibration to determine the temperature of any liquid. Similarly, we apply calibration methods to quantify the concentration in our samples.
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So the calibration chart is made by injecting different amounts of standards, mass and response and we get different.
The calibration chart represents the relationship between the known concentrations of the surrogate and their corresponding instrument responses. By plotting these points on a graph, we can derive an equation that describes how the response (e.g., area under a peak in chromatography) varies with concentration. For unknown samples, we can determine their concentration using this established relationship.
Think about scoring on a test: if you score 50 points for every answer correct, you could draw a chart showing your points based on how many questions you got right. For a new test, knowing the scoring allows you to predict your potential score based on how many questions you answer correctly.
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How much of it extracted? So we are interested in finding out how much of it is that being extracted into this particular level?
After analyzing and obtaining the concentration of the surrogate in the final extract, we need to back-calculate to estimate how much of the analyte was present in the original sample. By comparing how much surrogate was added with how much was recovered, we can assess the effectiveness of the extraction process.
Imagine baking a cake and using a scale to measure how much flour you added. After the cake is baked, you taste it to estimate how much flour was actually used based on how it tastes and feels. This is similar to back-calculating the concentration in your sample.
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Normally you would see if there are only losses occurring, you will see this number is usually lower than this number okay.
When conducting recovery calculations, it is typical to find that the amount recovered is less than the amount added due to losses during processing. If the analytical recovery unexpectedly surpasses the initial quantity, it indicates potential issues with calibration, measurement errors, or contamination.
If you poured 10 ounces of juice into a glass and later found 12 ounces in your glass, something must have gone wrong because that doesn't add up. In lab settings, ensuring calculations make sense helps reveal errors in the process.
Learn essential terms and foundational ideas that form the basis of the topic.
Key Concepts
Analyte: Substance being measured in a sample.
Surrogates: Compounds added to check recovery efficiency.
Calibration: Establishing response to analyte concentrations.
Recovery Rate: Indicates extraction effectiveness.
Extraction Methods: Techniques to isolate analytes from matrices.
See how the concepts apply in real-world scenarios to understand their practical implications.
When analyzing a water sample for pesticides, a surrogate like a similar non-toxic chemical may be added to evaluate recovery rates.
During the calibration of a gas chromatograph, different known amounts of a standard are injected to create a response curve.
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Surrogates in the mix, recovery rates are what we fix.
Imagine a scientist adding a safe chemical to a drink to see if it would still taste good when measured. The drink represents the analyte, and the chemical is the surrogate.
S.E.C - Surrogate Extraction Calibration to remember key processes in quantification.
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Review the Definitions for terms.
Term: Analyte
Definition:
A substance or chemical constituent that is analyzed in a sample.
Term: Calibration
Definition:
The process of establishing a relationship between the instrument response and known concentrations of analytes.
Term: Surrogate
Definition:
A compound added to the sample to evaluate the extraction efficiency and recovery of the analyte.
Term: Recovery Rate
Definition:
The percentage of the analyte recovered during the extraction process.
Term: Liquidliquid Extraction
Definition:
A separation process where the analyte moves between two immiscible liquid phases.
Term: Concentration
Definition:
The amount of a substance in a given volume of solution.
Term: Extraction Efficiency
Definition:
The effectiveness of the extraction process in recovering the analyte from the sample.