Gong Mengsha, Ashok Minakshi, Helou Ariane, Goentoro Lea
Division of Biology and Biological Engineering, California Institute of Technology, Pasadena, CA 91125.
Beckman Institute, California Institute of Technology, Pasadena, CA 91125.
Proc Natl Acad Sci U S A. 2025 Apr;122(13):e2412082122. doi: 10.1073/pnas.2412082122. Epub 2025 Mar 17.
Why are jellyfish round? Animals get their shapes as they develop. After development, however, how animals keep their shapes is less understood. Moon jellies respond to perturbations to body shape, such as being halved or quartered, by reorganizing existing body parts and regaining radial symmetry, i.e., their round shape. The robust recovery of radial symmetry led us to investigate, in this study, how being round is encoded. We tested perturbing shape by grafting body sections in varying configurations. Testing these perturbations confirms the moon jellies' ability to recover their round shape from many perturbations. However, in response to some perturbations, the jellies can also adopt other stable body shapes, such as oval, quadrilateral, and triangular. Thus, although the jellies are characterized by a radially symmetrical body plan, perturbations can lead to them recovering to bilateral shapes. Employing mathematical modeling, we find that interactions between forces from muscle contractions and viscoelastic tissues can explain the recovery to different shapes. A stable body shape is achieved when the mechanical forces are locally balanced, regardless of symmetry. Consistent with the model prediction that stable shape is the outcome of balancing mechanical forces, modulating the mechanical parameter in the system, i.e., the muscle contraction rate, can produce shape-shifting. Maintaining shapes dynamically as the balance of mechanical forces may enable the animals to readily adapt to changing physical environments.
为什么水母是圆形的?动物在发育过程中形成其形状。然而,在发育之后,动物如何保持其形状却鲜为人知。海月水母通过重新组织现有的身体部分并恢复辐射对称,即它们的圆形,来应对身体形状的扰动,比如被切成两半或四分之一。辐射对称的强劲恢复促使我们在这项研究中探究圆形是如何编码的。我们通过以不同配置嫁接身体部分来测试形状扰动。对这些扰动的测试证实了海月水母从多种扰动中恢复圆形的能力。然而,在应对某些扰动时,水母也可以呈现其他稳定的身体形状,如椭圆形、四边形和三角形。因此,尽管水母的特征是具有辐射对称的身体结构,但扰动可导致它们恢复为双侧形状。通过数学建模,我们发现肌肉收缩力与粘弹性组织之间的相互作用可以解释恢复到不同形状的原因。当机械力在局部达到平衡时,无论对称性如何,都能实现稳定的身体形状。与稳定形状是机械力平衡结果的模型预测一致,调节系统中的机械参数,即肌肉收缩率,可以产生形状变化。随着机械力的平衡动态地保持形状,可能使动物能够轻松适应不断变化的物理环境。