Determination of number of instars of Rhyssomatus subtilis (Coleoptera: Curculionidae) based on head capsule widths.
Little is known about this species' life history (durations of the egg, larval, pupal stages, instar numbers, adult longevity, etc.), because it is a new pest of soybean and dry bean crops in NWA (Cazado et al. 2013) and spends much of its life is hidden from view. To manage pests rationally, it is important to study their biology, and determination of the number of R. subtilis instars is basic for these studies.
As most of the instars of R. subtilis are concealed within the pod, it is difficult to distinguish between instars by larval molts, so head capsule width measurements were used to determine the number of instars (Dyar 1890; Daly 1985; Panzavolta 2007).
Several mathematical models have been used to determine the distinctions between instars. One of the best known models for distinguishing instars is Dyar's rule (Gaines & Campbell 1935), which is based on the fact that a sclerotized area of the insect body, such as the head capsule of an instar, remains more or less constant during a single stadium, but increases with a regular geometric progression from one molt to the next.
Other statistical methods used are based on the assumption that measurements of the head capsule are normally distributed for each instar and that each peak of the resulting multimodal curve, represents a different instar (Sokal & Rohlf 1995; Panzavolta 2007).
Computer programs have been developed to facilitate the analysis of these kinds of data and to determine overlapping dimensions of instars. The Hcap program determines an optimum separation rule based on the distribution of head capsule widths (Logan et al. 1998). Hcap generates optimum instar classification rules, mean and standard deviation estimates of head capsule widths for each instar, and misclassification probabilities.
The aim of this study was to determine the number of instars and the width of head capsules for each instar of R. subtilis using the Hcap program and Dyar's rule.
MATERIALS AND METHODS
Sampling of larvae was carried out during 2 yr (2011 and 2013) from soybean crops located in Rosario de la Frontera (Salta province, Argentina) (S 25[degrees]39' 57.6" -W 64[degrees]56' 58.1"). Weekly from Feb to May, during the R4-R8 stages of the soybean (Fehr et al. 1971). Forty plants with damaged pods were selected randomly and carried to the laboratory. After 24 h, plant pods were extracted from collected plants and checked for presence of R. subtilis larvae. A total of 1,018 live larvae were collected, killed and preserved in 70% ethanol, and held for head capsule measurement. Dead larvae were not included in this study. The head capsule width of each larva was measured at the widest point according to the methodology described by Fox et al. (1972), McClellan & Logan (1994) and Panzavolta (2007), by a binocular microscope (Zeiss model Stemi DV 4) equipped with a 32X micrometer.
Head capsule width data of R. subtilis larvae were analyzed using the Hcap program developed by Logan et al. (1998), as a generalization of techniques developed by McClellan & Logan (1994) for the analysis of the gypsy moth (Lymantria dispar (L.): Lepidoptera: Lymantriidae) head capsule data. The program also calculated the mean, SD, and size range for each instar.
Dyar's ratios were then derived for all instars by taking the mean from one instar and dividing it by the mean of the previous instar. The strength of Dyar's rule was analyzed by the linear fit between number of instars and the natural log of the mean head capsule measurements, following the method proposed by Gaines & Campbell (1935). The significance of the regression line slope was tested with one-way ANOVA with StatSoft, Inc. 2007 as in Logan et al. (1998).
The Hcap program analysis on the frequency distribution of head capsule widths indicated 4 distinct peaks, representing 4 instars (Fig. 1). Larval head capsule widths ranged from 0.280 to 1.332 mm and differences between mean head capsule widths for each instar were significant (Table 1). Estimated means, standard deviations, and number of individuals in each instar are presented in Table 1. The range of each instar and the probability of misclassifying instars illustrated that the chance of misclassification was low, with a maximum probability of misclassification of 2.1%. Dyar's ratio ranged from 1.32 to 1.53 (Table 1). The logarithm of head capsule widths plotted against the number of instars resulted in perfect geometric larval growth for each instar (Table 1; Fig. 2).
The linear regression equation for head capsule widths with successive instars was highly significant (P= <0.0001; R = 0.9882; [R.sup.2] =0.9764; [RSS.sup.2] = 186,341) (Fig. 2). The excellent fit to a linear model, indicated that no instar was overlooked. A significant difference in head capsule size between instars (F = 14,040.57; df = 3, 1015; P = < 0.001) (Table 1), confirmed the results observed by the linear relationship.
Based on head capsule widths, this study determined that the number of instars of R. subtilis was 4. Previous studies also used this methodology to determine instars of various species (Fox et al. 1972; Mizell & Nebeker 1979; Caltagirone et al. 1983; Parra & Hadadd 1989; Hoffman-Campo et al. 1991; McClellan & Logan 1994; Logan et al. 1998; Panzavolta 2007, and others).
Moran Lemir et al. (1990), found 4 instars for Rhyssomatus tomentosus Fiedler, when the insect was reared on fruit of ipomoea purpurea (L.) Roth (Convolvulaceae) and on artificial diet. O'Donnell (1967), Pantoja et al. (1999); Bailez et al. (2003) and Panzavolta (2007) identified 4 instars for the following species of Curculionoidea: Sitophilus oryzae (L.), lissorhoptrus kuscheli O'Brien, Conotrachelus psidii Marshall and Pissodes castaneus De Geer.
For R. subtilis, Dyar's rule indicated a perfect geometrical progression of head capsule size with each successive instar. This observation agrees with previous studies for species of other weevil genera, e.g., Sternechus subsignatus Boheman (Hoffman-Campo et al. 1991), Dendroctonus ponderosae Hopkins (Logan et al. 1998), C. psidii (Bailez et al. 2003), and P. castaneus (Panzavolta 2007).
Head capsule width analyzed through Dyar's rule and the Hcap program reliably indicated the number of instars in field populations of the black soybean weevil in soybean. Results obtained in this work are important in building life tables and for use in other ecological studies to understand the behavior of this important pest, and to develop management programs in soybean crops in this region.
Caption: Fig. 1. Frequency distribution of observed head capsule widths (mm) of Rhyssomatus subtilis larvae. Graphs were produced by the Hcap program.
Caption: Fig. 2. Linear regression relationship between the natural logarithm of the mean larval head capsule widths and the number of the instars in the development of Rhyssomatus subtilis larvae.
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We thank J. A. Logan for making the HCAP program available, J. R. P. Parra and M. L. Haddad (Escuela Superior de Agricultura "Luiz de Queiroz", Piracicaba, Brasil) and Lic. Eduardo Willink (EEAOC) for constructive comments on an earlier draft of the manuscript. We also thank A. Casmuz and F. Scalora (EEAOC), M. Aralde, M. Aybar and M. Gomez, students of Facultad de Agronomia y Zootecnia (Universidad Nacional de Tucuman) for excellent technical support and assistance in the collection of material and work in the laboratory. This study was supported by Estacion Experimental Agroindustrial Obispo Colombres (EEAOC) and CONICET, and it is part of the first author's doctoral thesis.
L. E. CAZADO (1,3), *, G. A. VAN NIEUWENHOVE (1), C. W. O'BRIEN (2), G. A. GASTAMINZA (1) AND M. G. MURUA (1,3),*
(1) Seccion Zoologia Agricola, Estacion Experimental Agroindustrial Obispo Colombres, Las Talitas (T4104AUD), Tucuman, Argentina
(2) 2313 W. Calle Balaustre, Green Valley, AZ 85622-8047, USA
(3) ITANOA (Instituto Agroindustrial del Noroeste Argentino)--EEAOC--CONICET (Consejo Nacional de Investigaciones Cientificas y Tecnicas)
* Corresponding author; E-mail: email@example.com; firstname.lastname@example.org
TABLE 1. HEAD CAPSULE MEANS, RANGES, AND MISCLASSIFICATION PROBABILITIES OF THE FOUR INSTARS OF RHYSSOMATUS SUBTILIS CALCULATED BY THE HCAP PROGRAM AND DYAR'S RATIO. Instar N Mean [+ or -] SD (mm) Range (mm) (i) 1 162 0.380 [+ or -] 0.022 0.280-0.443 2 174 0.569 [+ or -] 0.048 * 0.443-0.701 3 228 0.871 [+ or -] 0.061 ** 0.701-0.998 4 454 1.150 [+ or -] 0.063 *** 0.998-1.332 Instar Probability of misclassification Dyar's (i) ratio i as i - 1 i as i + 1 Total 1 0.0000 0.0018 0.0018 -- 2 0.0039 0.0027 0.0066 1.50 3 0.0028 0.0183 0.0209 1.53 4 0.0080 0.000000 0.0080 1.32 An asterisk indicates significant differences between head capsule means (P < 0.05) (Tukey HSD test).
Please note: Some tables or figures were omitted from this article.
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|Author:||Cazado, L.E.; Van Nieuwenhove, G.A.; O'Brien, C.W.; Gastaminza, G.A.; Murua, M.G.|
|Date:||Jun 1, 2014|
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