| Literature DB >> 23226296 |
Thomas C Lindsay1, Musa Jawara, Umberto D'Alessandro, Margaret Pinder, Steven W Lindsay.
Abstract
African pit latrines produce prodigious numbers of the latrine fly, Chrysomya putoria, a putative vector of diarrhoeal pathogens. We set out to develop a simple, low-cost odour-baited trap for collecting C. putoria in the field. A series of field experiments was carried out in The Gambia to assess the catching-efficiency of different trap designs. The basic trap was a transparent 3L polypropylene box baited with 50 g of fish, with a white opaque lid with circular entrance holes. We tested variations of the number, diameter, position and shape of the entrance holes, the height of the trap above ground, degree of transparency of the box, its shape, volume, colour, and the attractiveness of gridded surfaces on or under the trap. Traps were rotated between positions on different sampling occasions using a Latin Square design. The optimal trapping features were incorporated into a final trap that was tested against commercially available traps. Features of the trap that increased the number of flies caught included: larger entrance holes (compared with smaller ones, p<0.001), using conical collars inside the holes (compared with without collars, p = 0.01), entrance holes on the top of the trap (compared with the side or bottom, p<0.001), traps placed on the ground (compared with above ground, p<0.001), the box having transparent sides (compared with being opaque, p<0.001), and with no wire grids nearby (compared with those with grids, p = 0.03). This trap collected similar numbers of C. putoria to other common traps for blow flies. The optimum trap design was a transparent box, with a white plastic lid on top, perforated with 10 conical entrance holes, placed on the ground. Our simple trap provides a cheap, low-maintenance and effective method of sampling C. putoria in the field.Entities:
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Year: 2012 PMID: 23226296 PMCID: PMC3511572 DOI: 10.1371/journal.pone.0050505
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Experiments for developing a flytrap for collecting C. putoria.
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| Entrance hole - diameter | 0.6 cm, 1.0 cm and 1.6 cm diameter entrance holes. | To determine the ideal size of hole for collecting and holding flies in a trap. |
| Entrance hole - diameter and number of holes | 28×0.6 cm diameter entrance holes, 10×1.0 cm diameter entrance holes and 4×diameterentrance holes. | Here the total area of hole is the same for the small, medium and large holes. We hypothesized that if hole size was unimportant, all traps would collect a similar number of flies. |
| Entrance hole - position | Top, bottom and side, with all holes positioned17 cm above the ground | To determine whether fly catch size was dependent on whether the entrance holes were on the top, bottom or side of the trap |
| Entrance hole – shape test 1 | Standard 1.6 cm diameter entrance holes, (1) without a cone fitted, (2) with a 1.0 cm deep paper cone with a 0.6 cm internal diameter at its tip, (3) with a 1.0 cm cone with a 1.0 cm internal diameter at its tip. | We hypothesized that small conical collars protruding from the entrance holes inside the trap lid would reduce the number of flies leaving a trap. |
| Entrance hole – shape test 2 | Standard 1.6 cm diameter entrance holes, fittedwith and without a 0.6 cm diameter paper cone,1.0 cm deep. Traps were left overnight. | Although the 1.6 cm holes were effective at letting flies enter traps, we hypothesised that conical entrance holes would make it less likely for flies to leave the traps at night. |
| Trap - height | Bottom of trap positioned 0 cm, 25 cm and 120 cm above the ground. | To determine whether the height of a trap affected fly collections. |
| Trap - opacity | Transparent (no paper), semi-transparent (1 layer of 90 gm2 Natural Translucent Paper (Royal SovereignLtd., London, UK)) and opaque (3 layers of 90 gm2Natural Translucent Paper). The paper waspositioned inside the traps. | We hypothesized that flies remained in the trap since they were attracted to the light coming through the transparent walls. We considered that non-transparent flies would have fewer flies. |
| Trap - shape | Cubic 1L box (Whitefurze, Coventry UK) and acylindrical 1L box (Whitefurze, Coventry UK). | We hypothesized that flies were more likely to leave a trap which had internal corners than one which did not. |
| Trap - volume | 0.6 L, 3.0 L and 6.0 L boxes | To determine whether the trap volume affected fly collections. |
| Trap – lid colour only | The plastic lids were replaced with either glosswhite, brown or blue mount board (Antique White,Chocolate Murano, Hussar Blue, Daler-Rowney,Bracknell UK) cut to fit. Entrance holes wereadded to the lid of each trap. | To determine whether the colour of the lid affected fly collections. White was the standard lid colour, brown is the colour of faeces and blue is a common colour used for attracting tsetse flies, a day-flying insect. |
| Trap – slab colour | Grey 1×1 m chipboard, black 1×1 m chipboard and blue 1×1 m chipboard. A 12 cm diameter pipe,10 cm in length, in the centre of each board wasinserted into the base of a standard trap | During the ‘Trap – lid colour only’ experiment we noticed flies were least attracted to black lids. We tested whether colours under the trap would deter flies from entering the trap. |
| Trap - gridded vs. non-gridded | 1×1 m wire grid placed underneath the trap, 0.17×0.17 m wire grid positioned over the traplid, no grid. The wire grid consisted of 1 mm steelwire spaced 2.5 cm apart. | Based on the characteristics of a Scudder Grill. A grid is recognized as a means of counting flies in a given area because they (the flies) prefer to land on edges. |
Standard trap design consisted of 10 entrance holes, each 1.6 cm in diameter, in a white lid of a 3 L polypropylene box, with transparent sides. 50 g of raw fish was placed in a 9 cm diameter white pot, covered with cotton netting.
Figure 1Optimal trap for collecting C. putoria.
Figure 2Common flytraps used for collecting blow flies.
Figure 3a & b. Trap development experiments.
Means and 95% confidence intervals are shown, where * = P<0.05, ** = P<0.001).