| Literature DB >> 22529922 |
Joaquín Goyret1, Almut Kelber.
Abstract
Most visual systems are more sensitive to luminance than to colour signals. Animals resolve finer spatial detail and temporal changes through achromatic signals than through chromatic ones. Probably, this explains that detection of small, distant, or moving objects is typically mediated through achromatic signals. Macroglossum stellatarum are fast flying nectarivorous hawkmoths that inspect flowers with their long proboscis while hovering. They can visually control this behaviour using floral markings known as nectar guides. Here, we investigate whether this is mediated by chromatic or achromatic cues. We evaluated proboscis placement, foraging efficiency, and inspection learning of naïve moths foraging on flower models with coloured markings that offered either chromatic, achromatic or both contrasts. Hummingbird hawkmoths could use either achromatic or chromatic signals to inspect models while hovering. We identified three, apparently independent, components controlling proboscis placement: After initial contact, 1) moths directed their probing towards the yellow colour irrespectively of luminance signals, suggesting a dominant role of chromatic signals; and 2) moths tended to probe mainly on the brighter areas of models that offered only achromatic signals. 3) During the establishment of the first contact, naïve moths showed a tendency to direct their proboscis towards the small floral marks independent of their colour or luminance. Moths learned to find nectar faster, but their foraging efficiency depended on the flower model they foraged on. Our results imply that M. stellatarum can perceive small patterns through colour vision. We discuss how the different informational contents of chromatic and luminance signals can be significant for the control of flower inspection, and visually guided behaviours in general.Entities:
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Year: 2012 PMID: 22529922 PMCID: PMC3328476 DOI: 10.1371/journal.pone.0034629
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1Flower models used in the experiments.
A) Each model is named with 2 letters, where the first letter refers to the colour of cross mark and the second letter refers to the colour of the background “corolla” (B: dark blue; Y: dark yellow; b: bright blue; y: bright yellow). B) Relative catches (photon catches relative to a white standard -ws-) versus Colour distance (in the perceptual colour space of a hawkmoth) for the 4 colours used in flower models. See methods section for calculations.
Values and statistics for Responsiveness, Latency (mean±s.e.m.), Foraging time (mean±s.e.m.), Empty flowers (mean±s.e.m.).
| ≠ Colour ≠Brightness | ≠Colour = Brightness | = Colour ≠Brightness | ||||||
| yB | Yb | bY | YB | BY | Bb | bB | B | |
| Responsiveness (%) | 87.0 | 69.0 | 77.8 | 88.9 | 89.0 | 83.3 | 87.0 | 82.6 |
| Latency time (s) | 22±8 | 65±1 | 56±13 | 40±1 | 52±12 | 56±9 | 55±10 | 39±9 |
| Foraging time (s) | 180 | 180 | 180 | 180 | 180 | 180 | 180 | 180 |
| Empty flowers | 9.7±0.9A | 10.3±0.8Aα | 6.1±1.4β | 11.2±2.6A† | 9.7±0.8† | 6.6±1.2a | 10.1±1b | 6.3±1.3a |
| Number of replicates (N) | 23 | 29 | 18 | 25 | 27 | 24 | 23 | 24 |
Number of replicates indicates the number of moths that were exposed to each flower model (the base for the responsiveness percentages). The statistical tests are based on an α-level = 0.005 after a Bonferroni correction. Responsiveness (G-test): Gh = 5.52; p = 0.7; N = 193; Latency (ANOVA): F(7, 155) = 2.64; p = 0.0135. Each comparison between models for the variable empty flowers is denoted by a superscript of a different type (A, a, α, and †). Statistically significant differences are denoted by different characters within each type (e.g. “a” and “b”, or “α” and “β”). Empty Flowers (Kruskal-Wallis tests): χ2 = 35.6; p<0.0001. Comparison among models with a yellow cross (A): χ2 = 2.35; p = 0.31. Comparisons among all models with only blue colour (a, b): χ2 = 10.79; p = 0.0045; only Bb vs. bB: χ2 = 10.13; p = 0.0015. Comparisons among “inverted patterns” Yb vs. bY (α, β): χ2 = 11.6; p = 0.0007; YB vs. BY(†): χ2 = 7.2; p = 0.0074.
Figure 2Area of first contact by flower-naïve moths.
In the upper row are the different flower models; in the middle row are the expected distributions, for each model. These are colour-coded under the null hypothesis of no bias. In the lower row are the actual distributions based on the recorded data. *p<0.05; **p<0.01; ***p<0.00001. α-level = 0.0063 after Bonferroni correction.
Figure 3Discovery times (time elapsed (s) inspecting flowers, disregarding drinking and flying between models) vs. Attempts (1st, 2nd, …, 10th successful nectary discovery events).
R2 and p values are from tests for goodness of fit to an exponential decline function of 2 parameters (f(x) = a(−bx)), a typical learning curve. Insets: absolute frequency distributions of the number of successfully emptied flowers arranged in 5 bins (none, 1–3, 4–6, 7–9, and 10–12).