Elsevier

Developmental Biology

Volume 357, Issue 2, 15 September 2011, Pages 318-325
Developmental Biology

The coordination of growth among Drosophila organs in response to localized growth-perturbation

https://doi.org/10.1016/j.ydbio.2011.07.002Get rights and content
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Abstract

The developmental mechanisms by which growth is coordinated among developing organs are largely unknown and yet are essential to generate a correctly proportioned adult. In particular, such coordinating mechanisms must be able to accommodate perturbations in the growth of individual organs caused by environmental or developmental stress. By autonomously slowing the growth of the developing wing discs within Drosophila larvae, we show that growing organs are able to signal localized growth perturbation to the other organs in the body and slow their growth also. Growth rate is so tightly coordinated among organs that they all show approximately the same reduction in growth rate as the developing wings, thereby maintaining their correct size relationship relative to one another throughout development. Further, we show that the systemic growth effects of localized growth-perturbation are mediated by ecdysone. Application of ecdysone to larvae with growth-perturbed wing discs rescues the growth rate of other organs in the body, indicating that ecdysone is limiting for their growth, and disrupts the coordination of their growth with growth of the wing discs. Collectively our data demonstrate the existence of a novel growth-coordinating mechanism in Drosophila that synchronizes growth among organs in response to localized growth perturbation.

Highlights

► We show how animals coordinate organ growth to generate well-proportioned adults. ► Slowing the growth of one organ slows the growth of all other organs in the body. ► Growth rate is coordinated among organs even if one organ is slow growing. ► The coordination of organ growth is mediated by ecdysone.

Keywords

Growth coordination
Imaginal discs
Growth rate
Robustness
Ecdysone
Organ growth

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