CVJun 22, 2025

Deep Supervised LSTM for 3D morphology estimation from Multi-View RGB Images of Wheat Spikes

arXiv:2506.18060v11 citationsh-index: 5
Originality Incremental advance
AI Analysis

This work addresses volume estimation for agricultural applications, specifically for wheat spikes, but is incremental as it builds on existing deep learning methods.

The paper tackles the problem of estimating 3D morphology from 2D RGB images of wheat spikes, using a deep supervised LSTM model that achieves a mean absolute percentage error of 6.46% on indoor images, outperforming conventional baselines.

Estimating three-dimensional morphological traits from two-dimensional RGB images presents inherent challenges due to the loss of depth information, projection distortions, and occlusions under field conditions. In this work, we explore multiple approaches for non-destructive volume estimation of wheat spikes, using RGB image sequences and structured-light 3D scans as ground truth references. Due to the complex geometry of the spikes, we propose a neural network approach for volume estimation in 2D images, employing a transfer learning pipeline that combines DINOv2, a self-supervised Vision Transformer, with a unidirectional Long Short-Term Memory (LSTM) network. By using deep supervision, the model is able to learn more robust intermediate representations, which enhances its generalisation ability across varying evaluation sequences. We benchmark our model against two conventional baselines: a 2D area-based projection and a geometric reconstruction using axis-aligned cross-sections. Our deep supervised model achieves a mean absolute percentage error (MAPE) of 6.46% on six-view indoor images, outperforming the area (9.36%) and geometric (13.98%) baselines. Fine-tuning the model on field-based single-image data enables domain adaptation, yielding a MAPE of 10.82%. We demonstrate that object shape significantly impacts volume prediction accuracy, with irregular geometries such as wheat spikes posing greater challenges for geometric methods compared to our deep learning approach.

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