The Hood Infiltrometer (Punzelmeter)

Josh Plush

Principle

Watch Dr. Punzel in action

The hood infiltrometer or Hauben-infiltrometer or sometimes called the Punzelmeter is invented by Dr. Jurgen Punzel (left), measures the unsaturated hydraulic conductivity (K) of the soil in the field. The infiltration is done by first placing a hemispherical hood filled with water directly on the soil surface. The hood is connected to a Mariotte bottle, which controls the suction of the water on the top of the soil. The negative pressure controlled by the Mariotte bottle compensates the depth of water ponding and hence, water can be supplied at different pressure heads. The experimental hood infiltrometer setup allows the measurement of hydraulic properties from saturation up to the air entry value of the soil. The effective pressure head on the soil surface can be measured by an U-tube manometer with a precision of ± 1 mm (Punzel and Schwärzel, 2004).

Steady-state infiltration rates at hydraulic pressures between 0 hPA (cm water) and the air entry pressure of the soil system (up to 16 hPa) can be measured (Buczko et al, 2006b). The sequence of applied pressure heads can have an effect on the estimated hydraulic conductivity values (Bagarello et al., 2000).

The pressure head and the bubble point can be measured directly via an U-pipe manometer and the stand pipe of the hood. Vertical infiltration is initially governed by capillarity or sorptivity of water into the soil matrix, containing both vertical and horizontal components. Later-time infiltration becomes gravity driven and linear with time as soil capillarity forces are reduced, indicating that infiltration is at steady state.

 

The design of the hood infiltrometer comes from Dixon (1975) who developed a closed-top ring infiltrometer to quantify macropores. Water is applied to a closed-top system, which permits the imposition of negative head or pressure on the ponded water surface. Negative tension can be considered as simulating a positive soil air pressure, created by a negative air pressure above ponded surface water. A simplification was made by Topp and Zebchuk (1985). The limitation of this device is the infiltration has to be started by ponding the closed-top infiltrometer (applying a positive head), then adjusted to a negative pressure. Little research effort was continued in this area, instead attention has been given mainly to the sorptivity apparatus of Dirksen (1975) which used a ceramic plate as a base. Based on this design, Clothier and White (1981) developed the ‘sorptivity tube’ which can provide a constant negative potential (tension) on the soil surface. However, the ‘sorptivity tube’ had many shortcomings, hence modifications to the design led to the development of the disc permeameter, also known as the tension infiltrometer.

Although the hood infiltrometer is different in its design to the tension and ponded disc permeameters its environmental and agricultural implications are still very much the same. The measurements taken by the hood infiltrometer are converted to a measurement of the soils' unsaturated hydraulic conductivity. Measurements taken between air entry point and saturation are able to give an indication of the infiltration characteristics at the soil surface.

 

Brief description of apparatus

The infiltration is done by placing a circular shaped hood (base diameter of 16 cm) filled  with water directly on the soil surface. The circular contact line between the hood rim and the soil is sealed with medium textured sand. Compared with the tension disc infiltrometer, the hood infiltrometer requires little preparation on the soil surface and no contact materials (Buczko et al., 2006a). The pressure head in the water filled hood is regulated by a Mariotte water supply. The effective pressure head at the soil surface can be adjusted between zero and any negative pressure up to the bubble point of the soil. Although no preparation of the soil surface is required, unlike the tension and ponded disc infiltrometers  vegetation should be cut down to about 5mm high and a level site should be chosen.

The hood infiltrometer is set up as per the diagram below.

1) Preparation: The bubble tower is then filled to mark "B" by pulling out the air pipe and by use of a funnel. The infiltration Resevoir (5) is then filled to mark "I" with valves V1, V2 and V3 remaining shut. The next step is filling the U- tube manometer (8) to the zero mark. The hood (2) is connected to the infiltrometer through the connecting tube and the U-tube manometer through the hose (9), and connected to the air escape hose (10). The outer ring of the hood is initially placed onto the ground and pressed into the soil a few millimeters and the hood is centred in the outer ring. The infiltrometer is brought into a vertical position and the connecting hose is bent into place (11). Finally the U-tube manometer is installed.

2) Filling the hood: The next step involves filling the hood. The submergence depth "T" is set about 2cm higher than the infiltration chamber height "Hk" to create a hydraulic pressure head of 0 beneath the soil surface. The "V1" valve is slowly opened to fill the connecting hose (11) and overflow chamber (3). Air is withdrawn from the hood using a syringe at hose (9) until the water table in the standpipe (4) is approximately mid- scale. The gap between the outer ring and hood is filled with fine sand and sprinkled with a wash bottle. Valve "V2"is opened to expel air from the hood and may be further assisted by opening "V3" if required whilst maintaining the negative pressure under the hood at a desired value (the water pressure 'Us' must always exceed the water scale at the stand pipe (4)). When the water table has reached the mark on the hood "V2" is closed, awaiting the bubble of the mariotte water supply system.

3)  Measurement: The effective water tension on the soil surface may be chosen via the depth of the submergence "T" by changing the depth of the air pipe in the bubbling tower. Deeper insertion leads to higher T values and increased negative tensions (-h= Us-Hs). Initially a water tension of 0 is selected which is achieved by pulling the air pipe slowly until bubbling is initiated in the bubbling tower. When bubbling occurs it is necessary to adjust the pipe so that the calculated tension (-h) is equal to 0. The drop in water level in the marriote bottle is recorded over time. When infiltration has reach a steady state rate the water tension is decreased to more negative values by inserting the pipe into the bubbling tower and decreasing T. Once again the aim is to reach steady state infiltration noting change in water level in the marriote supply, decreasing the tension until bubble point. The effective bubble point is determined by shutting "V1" inducing a pressure rise on the U-tube manometer. This can then be used to calculate the maximum US (BP= Usmax-Hs).

Analysis of data

The data collected in the field was used to generate steady state infiltration rates and hydraulic conductivity values:

1) The steady state infiltration rate (q) was then calculated for each applied tension. The analysis is based on Wooding’s equation for steady-state infiltration from a small pond (Wooding, 1968):

               

    where, q = steady-state infiltration rate (mm/s),

     K0 = hydraulic conductivity at applied potential h0,

     r = the radius of the ring/hood (124mm),

    C = the average wetting front potential (unit mm).

2) The unknown in this equation is C. It is possible to calculate C by comparing measurement for two different supply potentials or tensions. For infiltration under two different tension (supply potential) h1 and h2, the corresponding steady-state infiltration rate is q1, and q2:

            ,

4) It is then possible to solve for C and estimate a value based on the following equation:

   

5) Finally, after calculating the C parameter it is possible to calculate hydraulic conductivity at supply potential h1 as:          

   

Similarly the hydraulic conductivity for the other potential, K2 can be calculated.

Results

The table below shows the steady state rate and hydraulic conductivity of the soil for one cultivated area (C1) and two pasture areas (D1 & D2). Site C1 was measured at 2 potentials at 0 cm and -2 cm. At 0cm potential it was found that the soil had reasonable steady state rates and hydraulic conductivities. Site C1 recorded a higher average hydraulic conductivity than D1 but a lower average hydraulic conductivity than D2. On a daily basis C1 recorded a hydraulic conductivity of 683 cm/day at 0 cm potential and 563 cm/day at -2cm potential.

Site D1 in the pasture area was found to have the greatest steady state rates and hydraulic conductivity measurements. It was found to have very high hydraulic conductivity values of 1287 cm/day at 0cm potential and 622 cm/day at -1.5cm potential.

Site D2, also in the pasture area returned the lowest steady state rates and hydraulic conductivity values however the results still appear reasonable. Site D2 was found to have a hydraulic conductivity of  360 cm/day at 0cm potential, 161cm/day at -2.5cm potential and 119cm/day at -3.1 cm potential.

Site

Land use

Supply potential (mm)

Steady-state rate (mm/s)

C (mm)

K (cm/day)

C1

Cultivated

0

0.088

106

360

-20

0.072

 

298

     

C4

Cultivated

0

0.188

   
     

D1

Pasture

0

0.152

17

1287

-15

0.074

 

622

     

D2

Pasture

0

0.053

26

361

-25

0.024

 

162

-31

0.018

 

119

     

D4

Pasture

0

0.073

21

516

     
     

On average the numbers are quite large but unlike the ponded and tension disc permeameters did not return negative hydraulic conductivity values. Hydraulic conductivity values around 100 to 300 cm/day are reasonable however measurements around 600- 1200 cm/day are very high especially in a Vertisol. It would be expected that the hydraulic conductivities would be larger in the cultivated field (C1 and C2) than in the pasture area. There is quite a large variation in hydraulic conductivities and not enough samples placing limiting the usefulness of the data. This has both agricultural and environmental implications. In irrigation scheduling and rainfall- runoff events it is important to have a good understanding of about the infiltration characteristics of the topsoil.

 

Problems with method

Frequently applied procedures for  analysing field measured infiltration rates are based on steady state conditions. Apparent, steady infiltration rates measured in the field frequently overestimate true steady rates. Studies have also found that this methodology is not appropriate in water repellant soils (Buczko et al., 2006b). Infiltration has to be started by ponding (applying a positive head), then adjusted to a negative pressure. The device is also complex to setup and difficult to use.

 

References

Bagarello, V., Iovino,M.,Tusa, G. (2000). Factors affecting measurement of the near-saturated soil hydraulic conductivity. Soil Science Society of America Journal, 64,1203–1210.

Buczko,U., Bens, O., Hüttl, R.F.  (2006a).Tillage Effects on Hydraulic Properties and Macroporosity in Silty and Sandy Soils. Soil Science Society of America Journal, 70, 1166-1173. http://soil.scijournals.org/cgi/content/full/70/6/1998

Buczko,U., Bens, O., Hüttl, R.F.  (2006b). Water infiltration and hydrophobicity in forest soils of a pine–beech transformation chronosequence
Journal of Hydrology331, (3-4),  383-395.

Clothier, B.E., White, I., 1981. Measurement of sorptivity and soil water diffusivity in the field. Soil Science Society of America Journal 45, 241-245.

Dirksen, C., 1975. Determination of soil water diffusivity by sorptivity measurements. Soil Science Society of America Proceedings 39, 22-27.

Dixon, R.M., 1975. Design and use of closed-top infiltrometers. Soil Science Society of America Proceedings 39, 755-763.

Punzel, J., Schwärzel, K., (2004). Hood infiltrometer – a device for undisturbed field measurements of saturated and near saturated conductivity. SuperSoil 2004: 3rd Australian New Zealand Soils Conference, 5 – 9 December 2004, University of Sydney, Australia. http://www.regional.org.au/au/asssi/supersoil2004/s15/poster/1409_punzelj.htm

Topp, G.C., Zebchuk, W.D. (1985). A closed adjustable head infiltrometer. Canadian Agricultural Engineering, 27, 99–104.

Wooding, R.A. (1968). Steady infiltration from a shallow circular pond. Water Resources Research, 4, 1259–1273.

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