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Plant Physiology (Biology 327) - Dr. Stephen G. Saupe; College of St. Benedict/ St. John's University; Biology Department; Collegeville, MN 56321; (320) 363 - 2782; (320) 363 - 3202, fax; ssaupe@csbsju.edu |
General: Today Spuds will help us understand the phenomenon of
capillary action. The
height a column of water will rise in a thin tube is related to the diameter of
the tube by the following equation:
equation 1: h
= 14.87/r
where r = radius in
μm and h = height in meters
Predictions: First, lets make some predictions. Based on Equation 1, we predict that:
water will travel further up a (narrower / wider) capillary tube
water will travel further up a (10 μL / 50 μL ) tube.
water will travel ________ mm up a tube that has a radius of 100 μL. (show your work)
Protocol:
Obtain
three capillary tubes (10, 20, 50 μL).
When the tubes are filled to the mark, they contain the specified volume.
Predict
the height a column of water will rise in the tube. Record your prediction in the table. Hints: (a) you will not be able to measure the radius directly.
Calculate the radius based on the equation for the volume of a
cylinder, which volume
(mm3
) = π r2 h
(units in mm); and (b) 1 μL
= 1 mm3
Place
the capillary tube in water and measure the height to which the water column
rises.
Data:
| Table 1: Predicted and Actual Capillary Water Movement in Thin Tubes | |||
| Tube volume (μL) | |||
| 10 | 20 | 50 | |
| Tube volume (mm3) | |||
| Length (mm) | |||
| radius (mm) | |||
| Radius (mm) | |||
| Predicted Height (m) | |||
| Predicted Height (mm) | |||
| Measured Height (mm) | |||
| % Difference | |||
Conclusions:
How accurate were your predictions?
Explain why capillary action could not account for the movement of water to the top of tall trees.
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Last updated:
02/19/2007 © Copyright by SG
Saupe