The experimental approach exploits Beer's Law, which predicts a linear relationship between the absorbance of the solution and the concentration of the analyte (assuming all other experimental parameters do not vary). The absorbance of the unknown solution, A u , is then used with the slope and intercept from the calibration curve to calculate the concentration of the unknown solution, c u .
The spectrum itself is a plot of absorbance vs wavelength and is characterized by the wavelength (λ max ) at which the absorbance is the greatest. Use the intensity of the transmitted light to calculate the absorbance of the sample at that wavelength. (For a blank, the intensity of the transmitted light is 300.0 photons/sec.) For a blank, the intensity of the transmitted light is 300.0 photons/sec. (Not all of the photons are shown in the simulation.)
Watch the motion of the photons and observe how some of the photons are absorbed (removed) as the beam of light passes through the cell containing the sample solution. The remainder of the light, 1 - T, is the fraction of the light absorbed by the sample. (Do not confuse the transmittance with the temperature, which often is given the symbol T.)
Each simulation will be performed using a different cell path length to isolate the effect of the cell path length on the absorption of light. Your goal is to answer the following questions: How does the cell path length affect the intensity of light reaching the detector and why is this behavior observed? The intensity of light from the light source is 300.0 photons/sec. (Only 10% of the photons are actually shown on the screen.)
If T = 30%, then 30% of the photons passing through the sample reach the detector and the other 70% are absorbed by the analyte. Run each simulation sufficiently long to detect at least 1000 photons. (Not all photons are shown on the screen.) Because the intensity for the blank is used to calculate all absorbances, it is especially important that the intensity for the blank be known accurately.
The analyte is the substance that absorbs the light. (Literally, it is the substance that is being analyzed in the experiment.) The concentration is represented by the symbol c and is typically measured in mole L -1 . Each simulation will be performed using a different concentration to isolate the effect of the concentration on the absorption of light. The intensity of light from the light source is 500.0 photons/sec. (Only 10% of the photons are actually shown on the screen.)
The Latin word cis means "next to" and the word trans means "across". Explain how these prefixes are used to identify the geometric isomer. A second type of geometric isomerism is illustrated by the octahedral complex Co(NH 3 ) 3 Cl 3 . Carefully examine the structures shown below. What is the difference between the two geometric isomers in this example? Is the definition of "geometric isomers" you formulated for the case of Pt(NH 3 ) 2 Cl 2 consistent with geometric isomerism in this example?
The enantiomer that rotates the polarized light clockwise is denoted with + while the enantiomer that rotates the polarized light counterclockwise is denoted with -. Whether the ? or ? rotates the polarized light clockwise often depends upon the wavelength of light.
The compounds [Cr(NH 3 ) 5 (SO 4 )]Br and [Cr(NH 3 ) 5 Br]SO 4 are examples of coordination isomers. In this pair of examples, the counter-ions are included in the display. The positions of the counter-ions are fixed relative to the complexes in these displays, but in solution the complex ion and counter-ion move independently of each other. What is the difference between the two coordination isomers? Coordination isomers are sometimes called ionization isomers.