Question

In: Chemistry

What use's are there for Beer's law? What, if any, limitations are there on using Beer's...

What use's are there for Beer's law? What, if any, limitations are there on using Beer's law? Are there common, everyday examples where Beer's law can be observed or is used?

Solutions

Expert Solution

According to Beer's-Lamberts law, Absorption of the sample depends on the concentration of the analyte and the path length of the tube. This can be mathematically represented as follow's

A =ε * b * c

where, ε is the molar extinction coefficient.

The general use as follows,

The above procedure is the example for the laboratory use of everyday.

Limitations:

-----> Devitaion of abosorption when we use the concentration of the sample exceeds 0.01M.

------> scattering of light due to the presence of particulates in the analyte.

------> Analyte may undergo fluoresecence or phosphorescence.

------> Change in the refractive index due to the high concentration of the analyte.

Thanks and please let me know if u have any further queries on this answer. Please like it if u satisfied.


Related Solutions

Create a calibration curve and line of best fit using this information and Beer's Law Volume...
Create a calibration curve and line of best fit using this information and Beer's Law Volume of Stock Solution (ml) Concentration Absorbence 1.00 2.066 0.121 2.00 1.969 0.254 5.00 1.981 0.631 7.00 2.044 0.856
What is a real world example of Beer's Law, discss it briefly and include a citation.
What is a real world example of Beer's Law, discss it briefly and include a citation.
What are the limitations of forward-bias, if any, on a semiconductor diode? What are the limitations...
What are the limitations of forward-bias, if any, on a semiconductor diode? What are the limitations of reverse-bias, if any, on a semiconductor diode? What portion, if any of the volt-ampere characteristic of the diode (when it is forward-biased) is linear? What can you say about the d-c resistance of the diode over this linear portion?
Are there any limitations to using PCA?Principal Components Analysis (PCA)
Are there any limitations to using PCA?Principal Components Analysis (PCA)
BEER's LAW                  A = 2 – log (% T) {Eqn # 1}               A = Constant x...
BEER's LAW                  A = 2 – log (% T) {Eqn # 1}               A = Constant x [Absorbing Molecule] {Eqn # 2} Hi, I need help with the following Calculations for my Lab Report. The professor only gaves us these two Equations to solve them but I don't know how to start it or what to plug in. If you can please help me out. Thank you in advance. My Raw Data from Lab is below with the questions. Also on...
1) A student made a Beer's Law Plot for part A. One of the solutions he...
1) A student made a Beer's Law Plot for part A. One of the solutions he used for that plot was made with Vol 0.200 M Fe(NO3)3 (mL) Vol 6.00 x 10-4 M KSCN (mL) Vol 0.5 M HNO3 (mL) 4.00 3.00 3.00 What was the concentration of FeSCN2+ in the sample (working from the dilution above and assuming sufficient excess of one reactant that the other reactant is essentially fully reacted)?
What are the limitations of using reverse HPLC?
What are the limitations of using reverse HPLC?
Solutions of R and Q individually obey Beer's law over a large concentration range. At a...
Solutions of R and Q individually obey Beer's law over a large concentration range. At a wavelength of 440 nm, an 8.55×10-5 M solution of R has an absorbance of 0.101. A 2.37×10-4 M solution of Q has an absorbance of 0.599 at this same wavelength. Based on this data, calculate the absorbance of a solution containing 4.12×10-5 M R and 3.27×10-4 M Q at 440 nm. Assume 1.00 cm cells for all data given.
What are the two most important fundamental limitations of the Beer-Lambert Law?
What are the two most important fundamental limitations of the Beer-Lambert Law?
What are some of the limitations of using reinforcement and punishment
What are some of the limitations of using reinforcement and punishment
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT