ctor of the fitted vertical plane: R ! . Because the fitted plane passes through the centroid s, the offset e was calculated as N MQ. Then, the fitted plane was represented as O G N O MQ 0. Availability of data and materials The code for Apical3DTip, along with all associated datasets, is available on Github: https://github.com/blues0910/Apical3DTip. Apical3DTip is also available as an ImageJ plugin: https://github.com/YusukeKimata-Moo/Apical3DTip. Ethics approval and consent to participate Not applicable. Consent for publication Not applicable. Competing interests The authors declare no competing interests. Funding This work was supported by a Japan Society for the Promot
Open resource ↗https://github.com/blues0910/Apical3DTip · pdf-layout-page:12 lines:1-49Unverified paper record
Apical3DTip: Elliptic Cross-section-based Reconstruction for the Embryo Initial Cell of Arabidopsis
bioRxiv · 26 Jun 2026 · 10.64898/2026.06.25.734685
Abstract
Background Cell geometry plays a central role in determining division orientation and body axis formation during early embryogenesis in Arabidopsis thaliana . However, quantitative analysis of dynamic three-dimensional (3D) morphology remains challenging because live-imaging studies often rely on two-dimensional (2D) projections, while existing 3D reconstruction approaches, including mesh-based methods, often lose the original orientation information relative to the ovule and require labor-intensive mesh correction. In addition, embryo positional fluctuation caused by floating in liquid medium and continuous growth makes it difficult to analyze temporal morphological changes within a common coordinate system. Results We developed a robust framework for quantitative 3D and four-dimensional (4D; 3D + time) analysis of embryo initial cell (apical cell) morphology. The method first establishes a standardized 3D coordinate system by normalizing cell orientation based on the bottom plane and the optical axis of the observation. Cell morphology is then reconstructed through ellipse-based approximation of serial cross-sections extracted from stacked imaging data, enabling accurate geometric characterization without the need for complex surface mesh reconstruction. To evaluate shape anisotropy, we quantified the apical cell shape in 3D. The framework further supports the characterization of volumetric features of subsequent division, providing a basis for quantifying 3D embryogenesis. Conclusion Our framework provides a simple and noise-reduced approach for quantitative analysis of living cell morphology in 3D. We named the integrated method of combining coordinate normalization with elliptical cross-section-based reconstruction Apical3DTip. This method enables consistent comparison of cell shapes without extensive manual corrections. The method overcomes key limitations of 2D projection-based and mesh-dependent analyses and offers a practical platform for quantifying cell shape and daughter cell shapes in 3D. More broadly, it provides a quantitative foundation for exploring the relationship between cell geometry, morphodynamics, and developmental patterning in living plant embryos.
Plant phenotyping relevance
植物胚の細胞形態を3D・4D画像から定量化する再構成手法を開発しており、表現型取得・抽出法が研究の中心である。
abstractWe developed a robust framework for quantitative 3D and four-dimensional (4D; 3D + time) analysis of embryo initial cell (apical cell) morphology.
abstractCell morphology is then reconstructed through ellipse-based approximation of serial cross-sections extracted from stacked imaging data, enabling accurate geometric characterization without the need for complex surface mesh reconstruction.
abstractWe named the integrated method of combining coordinate normalization with elliptical cross-section-based reconstruction Apical3DTip.
Code and data availability
The paper's Methods availability statement explicitly deposits the Apical3DTip analysis code and associated datasets on two public GitHub repositories (main implementation and ImageJ plugin). These are paper-specific author assets for the 3D/4D apical cell reconstruction and phenotyping analysis. No separate phenotype/
troid s, the offset e was calculated as N MQ. Then, the fitted plane was represented as O G N O MQ 0. Availability of data and materials The code for Apical3DTip, along with all associated datasets, is available on Github: https://github.com/blues0910/Apical3DTip. Apical3DTip is also available as an ImageJ plugin: https://github.com/YusukeKimata-Moo/Apical3DTip. Ethics approval and consent to participate Not applicable. Consent for publication Not applicable. Competing interests The authors declare no competing interests. Funding This work was supported by a Japan Society for the Promotion of Science (JSPS) KAKENHI Grant (No. JP22K15135 to H.M., JP25H01809 to Y.K., JP26K02023 t
Open resource ↗https://github.com/YusukeKimata-Moo/Apical3DTip · pdf-layout-page:12 lines:1-49This is an automatically classified, unverified record. Curator approval is required before any resource enters the Catalog.