CALIBRATING SOIL-WATER MEASURING DEVICES


Prepared by:
Robert Evans, Extension Agricultural Engineering Specialist
D. K. Cassel, Professor of Soil Science
R. E. Sneed, Extension Agricultural Engineering Specialist


Published by: North Carolina Cooperative Extension Service

Publication Number: AG 452-3

Last Electronic Revision: June 1996 (KNS)


Introduction

Measuring soil-water is important to effective irrigation scheduling. Most soil-water measuring devices do not measure soil-water content directly; instead, they measure a property that can be related to soil-water content by using a calibration curve.

Manufacturers of most soil-water measuring devices provide a calibration curvefor their equipment. However, manufacturer's calibration curves are developedfor general conditions and are not adequate for site-specific soil conditions.

For best results, soil-water measuring devices should be calibrated for the major soil types in each field being irrigated. This publication pro- vides a step-by-step description of how to use the gravimetric method to calibrate soil-water measuring equipment.

The purpose of calibration is to establish the specific relationship between the plant available water (PAW) on a soil site with the readings of the soil-water measuring device. It is important to calibrate each different type of equipment for each major soil where it will be used. Usually, it is not necessary to calibrate all of the devices of a similar type if the equipment comes from the same manufacturer, is used in the same field, and seems to be functioning properly.

Once a specific type of device is calibrated, all devices of the same type can be checked for uniformity of readings. For example, all tensiometers can be installed in one location in the field at the same depth. Any units that behave differently from the majority of units would then need to be examined carefully.

As seen in Table 1, the gravimetric method is the only method that measures soil-water content directly. Therefore, on-farm calibration requires matching water contents determined by the gravimetric method over a range of soil-water contents with the readings of the desired soil-water measuring device(s). Several weeks may be needed to develop a reliable calibration curve. This is especially true for obtaining the relationship at low soil-water contents (dry range), because the soil may be wetted several times by rainfall during the calibration process. The best time to calibrate the devices is in the fall, preferably during October. In North Carolina, October is typically the driest month (least rainfall), and potential evapotranspiration (PET) is still fairly high. Performing the calibration during this period increases the probability of obtaining readings in the dry range, and the calibration data are then available at the start of the next irrigation season. The calibration can also be performed during the irrigation season, but it may not be completed in time to utilize the data during that season's irrigation.

The procedure for measuring soil-water by the gravimetric method is outlined below followed by an example tensiometer calibration using this procedure. This calibration procedure is similar for the other types of soil-water measuring devices.

Determining Soil-Water by the Gravimetric Method

Soil-water content is determined by the gravimetric method by taking a soil sample, weighing it, drying it in an oven for 24 hours at 220 degrees F, and then weighing the dry sample to determine the mass of water removed. The difference between the moist weight and oven-dry weight is the mass of water contained by the soil at the time the sample was collected. For the purpose of irrigation scheduling, the soil-water content is then expressed on a volume basis (equivalent depth of water per unit depth of soil).

To determine water content on a volume basis, the bulk density of the soi1 is required. An undisturbed sample must be used to calculate bulk density because the exact volume of the sample must be known.

Bulk density, BD, of the soil is defined as the weight of oven-dry soil (Wds) divided by the volume of soil (Vs) before drying.

BD= Wds/Vs

The following is a step-by-step procedure for determining volumetric water content using the gravimetric method. The weighing device should be accurate to +/- 0.5 ounces.

Figure 1. Cylindrical tube for collecting an undisturbed soil sample.

Step 1


Step 2

Figure 2. Location from which to take undisturbed soil core.

Step 3


Figure 3. The core is tapped into the soil to take an undisturbed sample from the center of the effective root zone.

Step4


Figure 4. Trimming the soil core to the exact length of the cylindrical tube.

Step 5

Step 6
Step 7
Step 8
Step 9
Step 10

Vw =

[(weight wet soil & container-weight dry soil & container)/ (weight dry soil & container - weight container)]X[bulk density soil/density water]
Vw = [(Wws+c-Wds+c)/(Wds+c-Wc)]X[BD/DW]

The standard English unit for the density of water (DW) is 62.4 pounds per cubic foot. However, for working with small samples, a more convenient unit for DW is 0.578 ounces per cubic inch. An example calculation is given in the calibration example.

Example: Field Calibration of a Tensiometer

Step 1


Step 2

Step 3

Step 4

Step 5

Step 6

Figure 5. During the calibration process, gravimetric soil samples should be taken along the row at the same distance from the center of the row as the tensiometer or electrical resistance block. After collecting each sample, replace unused soil.

Step 7

Sample Calculations for the Calibration Procedure

Assume that the data in Table 2 were collected to calibrate a tensiometer as outlined above. Bulk density was determined on two undisturbed cylindrical core samples (3 inches in diameter by 3 inches in length). The bulk density can be computed from the volume of the core and the average weight of the undisturbed oven-dry samples.

Volume of core = 3.14(3in.)(3in.)(3in.)/4 = 21.2 in3

Average dry weight of two undisturbed samples:

(19.8 oz + 20.1 oz)/2 = 19.95 oz

Bulk density of the soil:

=19.95 oz/21.2 in3 = 0.94 oz/in3.

The water content of each sample can be computed by the equation in step 10 of the gravimetric method. For example, the volumetric water content for sample 2 in Table 2 would be:

Vw of sample 1

=[(23.3 oz - 19.8 oz)/19.8 oz] x [(0.94 oz/in3)/(0.578 oz/in3)] = 0.270 in3 water/in3 soil
= 0.270 in water/in soil

Note: Water content for remaining samples is shown In Table 3.

Several laboratory methods have been developed to determine soil-water versus tension from both disturbed and undisturbed core samples. With the exception of POOP, however, field-determined calibration curves are more reliable than laboratory calibrations. Laboratory methods are about the only alternative for determining POOP. The cost of laboratory analysis is about $5 per tension measurement per core sample. Thus the total cost of laboratory analysis may approach $50 per core sample to define the full range of PAW.

Summary

Although most manufacturers provide calibration curves for soil-water measuring devices, it is important to perform field calibrations for this equipment for each major soil type that requires irrigation scheduling. After becoming familiar with the procedures discussed in this publication, be sure to:

For further information on calibrating soil-water measuring devices, contact your county Extension Service office.