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Techniques & Protocols HTML Printable Version PDF Printable Version Measurement of Biofilm ThicknessSubject Area(s): microbiology
1. CONTENT 1 microscope Materials 1 - metric feeler gauge (optional) 1 - polar coordinate graph paper (8.5 x 11 in.) 1 - card stock (8.5 x 11 in.) thin wire transparent tape biofilm (in a glass microscope slide under a coverslip or in a flow cell) Construction of the Measuring Device a. Photocopy a sheet of 8 1/2 X 11 polar coordinate graph paper onto a piece of card stock (this is to give the graph paper sufficient stiffness to be used in this application). b. Cut out the center of the polar coordinate graph paper so that it will just fit over the course and fine adjustment knobs of a microscope. You will probably have to trim the graph paper to make it fit the microscope as shown in Figure 2. Tape the graph paper to the microscope body so that it is held rigidly in place. If you choose an older microscope you may be able to dedicate an instrument to this application and not have to remake this apparatus each time it is needed. c. Make a pointer by bending a thin piece of wire so that it fits over the end of and through the center of the fine adjustment knob. The pointer end should extend beyond the knob and nearly touch the polar coordinate graph paper (see Figure 2). Fix the pointer in place with transparent tape. The degree to which the fine adjustment knob is turned can now be recorded in degrees of arc. Calibration of the Measuring Device a. Obtain a metric feeler gauge from your local auto parts store, or if your campus has an engineering or physics department they may be able to supply one. Tightly tape the gauge to a glass microscope slide. This is a bit awkward but it can be done. The 0.04 mm gauge is a good choice. Place a mark on the glass slide with a glass-marking pen, right along the edge of the feeler gauge to give a clearly visible surface to focus on with the microscope. b. Mount the slide with the attached gauge on the stage of the microscope equipped with the polar coordinate graph paper. Make sure that the gauge is tight against the surface of the slide. c. Focus on the surface of the feeler gauge at its edge and record the reading of the pointer on the graph paper. d. Now focus down onto the mark you placed on the glass slide. Once again record the angle of the pointer in degrees. Calculate the degrees of arc difference between the first and second reading. This represents the degrees of arc proportional to 0.04 mm. If, for example, 82 degrees of arc moves the lens from the surface of the gauge to the surface of the slide, then 82 degrees of arc = 0.04 mm or 40 µm. Each degree of arc therefore equals 0.49 µm or approximately 0.5 µm. Note: If a feeler gauge is not available a glass cover slip may be substituted. Most are manufactured to precise tolerances. Thomas Red Label #2 cover slips, for example, are guaranteed to be between 0.19 and 0.23 mm thick. Measuring one with a micrometer produced a reading of 0.21 mm. One can place a mark on the top and bottom of the cover slip in order to make focusing easier. ![]() Figure 2. A microscope modified to measure depth Correction for Differences in Refractive Index a. The refractive index of air and the refractive index of the biofilm (95+% water) are different, therefore, the optical thickness and the actual physical thickness will differ. Since the refractive index of the biofilm will be greater than the refractive index of air, the actual thickness of the object will be greater than the measured optical thickness (See Figure 3). ![]() Figure 3. Light paths from the substratum-biofilm interface, through the biofilm sample and air to the objective lens. (Modified from Bakke and Olsson, see reference) b. The physical length Lf ≈ kfyf where yf = the optical thickness measured and kf = a proportionality constant function of the refractive indices of the biofilm and air. c. Since the proportionality constant kf ≈ nf / na (Refractive index of the biofilm [nf = 1.33 or approximately that of water] divided by the refractive index of air [na = 1.0]) the proportionality constant = approximately 1.33. d. The actual length (Lf ≈ kfyf) is therefore the measured optical distance (yf) multiplied by the constant 1.33 (kf). 6. ASSESSMENT / EVALUATION The students’ understanding of and skill in using this technique can be obtained by having students measure the thickness of known objects (cover slip, a human hair, etc.). Alternatively, students may be asked to calibrate the microscope against a known standard and their results can be compared with instructor generated calibrations. The students’ proper application of the refractive index correction can also be evaluated. The correction should not be applied, for example, if the object being measured is not mostly water. 7. FOLLOW-UP ACTIVITIES Once mastered, this technique can be used in many instances in which the students are expected to take physical measurements of a biofilm or of any other object under the microscope. This measurement could be included as part of the “Bring ‘em Back Alive” semester-long project. It could also be employed to measure the thickness of biofilms made using the Static Glass Coupon Reactor or the Flow Cell described elsewhere in this collection. 8. ATTACHMENTS a. Detailed student instructions and illustrations for measuring biofilm thickness. 9. REFERENCES R. Bakke and P.Q. Olsson, 1986, Biofilm Thickness Measurements by Light Microscopy, Journal of Microbiological Methods 5:93-98. ____ Thanks to Paul Stoodley of the Center for Genomic Sciences (CGS) Allegheny-Singer Research Institute in Pittsburgh, Pennsylvania for submitting corrections to the original exercise. Educational Program Curricula and Teaching Resources
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