Home Analytical Chem How a Simple UV-visible Spectrophotometer Works
Steps
  1. 1 Identify spectrophotometer components 00:02
  2. 2 Ignite lamp and filter wavelengths 01:24
  3. 3 Split beam and measure reference cell 02:04
  4. 4 Add sample and observe absorption 02:56
  5. 5 Increase concentration and measure transmittance 03:26
  6. 6 Apply Beer-Lambert Law transformation 04:20
Analytical Chem YouTube (Curated Tutorials)

How a Simple UV-visible Spectrophotometer Works

Protocol
Difficulty
intermediate

Steps

1
Identify spectrophotometer components

Professor Davis explains the main components of a UV-visible spectrophotometer schematic, including the source lamp, monochromator, beam splitter, sample compartment, and detectors. Each component's function in separating and measuring light wavelengths is described.

▶ 00:02
2
Ignite lamp and filter wavelengths

The source lamp is turned on to produce multiple wavelengths of light. The light passes through the monochromator's first slit and prism, which refracts the light into a spectrum so that only a single wavelength passes through the second slit to the beam splitter.

▶ 01:24
3
Split beam and measure reference cell

The beam splitter divides the selected wavelength into two equal-intensity beams that pass through reference and sample cells. With no absorbing sample present, both detectors receive identical light intensity, resulting in 100% transmittance.

▶ 02:04
4
Add sample and observe absorption

An absorbing sample is added to the sample cell, causing the light intensity exiting that cell to decrease. The detector current also decreases, and the transmittance drops from 100% to 50% at concentration X.

▶ 02:56
5
Increase concentration and measure transmittance

Additional equivalents of sample are added incrementally to the sample cell. Each addition reduces light intensity by exactly half, demonstrating an exponential relationship between concentration and transmittance rather than a linear one.

▶ 03:26
6
Apply Beer-Lambert Law transformation

Professor Davis explains that the exponential transmittance-concentration relationship is converted to a linear relationship using the Beer-Lambert Law. Taking the negative logarithm of transmittance yields absorbance, which plots linearly against concentration.

▶ 04:20
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