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Potential of an alternative prey to disrupt predation of the generalist predator, Orius insidiosus, on the pest aphid, Aphis glycines, via short-term indirect interactions

Published online by Cambridge University Press:  10 October 2008

N. Desneux*
Affiliation:
Unité de Recherches Intégrées en Horticulture, I.N.R.A., 400 Route des Chappes, 06903 Sophia-Antipolis Cedex, France Department of Entomology, Purdue University, Smith Hall, 901 W. State Street, West Lafayette, IN 47907, USA 55108, USA
R.J. O'Neil
Affiliation:
Department of Entomology, Purdue University, Smith Hall, 901 W. State Street, West Lafayette, IN 47907, USA 55108, USA
*
*Author for correspondence Fax: (33) 4.92.38.66.77 E-mail: nicolas.desneux@sophia.inra.fr
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Abstract

Generalist insect predators can significantly impact the dynamics of pest populations; and, using alternative prey, they can rapidly establish in disturbed agroecosystems. However, indirect interactions between prey can occur, leading to either increased or decreased predation on focal prey. The present paper demonstrates how alternative prey can disrupt predation by the hemipteran Orius insidiosus on the soybean aphid Aphis glycines via short-term indirect interactions. We used laboratory microcosms to measure the impact of the predator on the population growth of the aphid in the presence of alternative prey, soybean thrips Neohydatothrips variabilis, and we characterized the foraging behaviour of the predator to assess prey preference. We showed that O. insidiosus predation on aphids was reduced in the presence of thrips and that this positive impact on aphids increased as thrips density increased. Results from the behavioural experiment support the hypothesis of a prey preference toward thrips. When prey-pest ratio is aphid-biased, short-term apparent commensalism between prey occurs in favour of the most abundant prey (aphids) with no switching behaviour appearing in O. insidiosus. These results demonstrate that potential indirect interactions should be taken into account when considering O. insidiosus as a biocontrol agent against the soybean aphid.

Information

Type
Research Paper
Copyright
Copyright © 2008 Cambridge University Press
Figure 0

Fig. 1. Mean number (±SE) of aphids per plant after four days of growth in microcosm as function of thrips and O. insidiosus treatments. (a) Results for experiment with V2-stage plants (two unifoliate leaves and two trifoliate leaves) on which 0, 5 or 15 thrips and 16 aphids were placed. (b) Results for experiment with V4-stage plants (two unifoliate leaves and four trifoliate leaves) on which 0, 10 or 30 thrips and 32 aphids were placed (Student's t-test compared ‘with O. insidiosus’ to respective ‘without O. insidiosus’ groups. **, P<0.01; ***, P<0.001) (□, without Orius insidiosus; , with Orius insidiosus).

Figure 1

Table 1. Statistics from the generalized linear model used to analyse the number of aphids after four days of growth in microcosms as a function of plant nodes (Node), predator (Orius) and alternative prey (Thrips) presence. (a) Results for experiment with a V2 plant on which 0, 5 or 15 thrips and 16 aphids were used. (b) Results for experiment with a V4 plant on which 0, 10 or 30 thrips and 32 aphids were used.

Figure 2

Fig. 2. Mean number of aphids (±SE) after four days of growth in microcosm as function of plant nodes (U, unifoliates=bottom of the plant; Tn, trifoliates n with the highest Tn corresponding to the top of the plant), thrips and O. insidiosus treatments on V2- and V4-stage plants. Control groups (without O. insidiosus) were pooled to simplify the figure because GLM analysis on control groups showed significant node effect but no significant effect of the thrips on aphid number (V2 plant: node: χ2=92.86, df=2, P<0.001; thrips: χ2=5.77, df=2, P=0.056 (—○—, control; - - -○- - -, Orius insidiosus – 0 thrips; - - -□- - -, Orius insidiosus – 5 thrips; - - -■- - -, Orius insidiosus – 15 thrips); V4 plant: node: χ2=103.94, df=4, P<0.001; thrips: χ2=2.72, df=2, P=0.257) (—○—, control; - - -○- - -, Orius insidiosus – 0 thrips; - - -□- - -, Orius insidiosus – 10 thrips; - - -■- - -, Orius insidiosus – 30 thrips).

Figure 3

Table 2. Mean time (±SE) spent for behaviours per O. insidiosus females on various prey patches (no prey, aphids alone, thrips alone or aphids and thrips together).

Figure 4

Fig. 3. Mean attack rate (±SE), (number of attack per minute) by Orius insidiosus on (a) aphids, and (b) thrips in single-prey and two-prey patches (n=32–36; ANOVA; *, P<0.05) (, single-prey patch; ■, two-prey patch).

Figure 5

Fig. 4. Manly's Beta values (±SE) for O. insidiosus behaviour in two-prey patch (2 aphid adults+18 aphid nymphs+10 thrips). •, Probed as function of number of prey in the patch; ○, fed as function of number of prey in the patch. Lines represent the expected βj values against which calculated βj values for each prey are compared (Student's t-test, significance difference with expected βj values are indicated by arrows, at the 0.05 level). Different letters indicate significantly different βj values between the prey (lower case letters: probed as function of number of prey in the patch; upper case letters: fed as function of number of prey in the patch) (P>0.05, ANOVA with Tukey's post-hoc analysis) (- - - - -, expected βj for aphid nymph; – ·· – ·, expected βj for aphid adult; ——, expected βj for thrips).