Data-Driven Buried Anomaly Detection Without Annotated Samples

VE3 AI framework that identifies buried ferromagnetic objects from magnetometry data - using magnetic dipole modeling and DBSCAN clustering - with zero ground-truth labels required at any stage.

Buried ferromagnetic objects - from unexploded ordnance to ageing infrastructure - pose persistent risks across marine, terrestrial, and archaeological environments. Yet reliable automated detection remains elusive for three core reasons.

Three Pain Points

Labeled data scarcity

Supervised AI models require large geophysical datasets - rarely available in remote or marine survey environments.

Signal noise

Background geological variation and sensor interference create false positives that undermine detection confidence.

Poor generalisation

Most approaches fail to adapt across varying object depth, orientation, and burial conditions.

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Stat tiles

3x
Sensor channels
multi-magnetometer array simulated per survey pass
300
Maximum samples tested
stable clustering confirmed across all configurations
0
Labeled training samples required
fully unsupervised detection
2
Coherent cluster groups identified
reporting (API, Web, SMS, IVR)

What's Inside This Research Paper

01. Physics-Based Synthetic Data Generation

Full methodology for simulating realistic Total Magnetic Intensity (TMI) signals using a magnetic dipole model - covering object orientation, burial depth, sensor altitude, and Gaussian noise conditions.

02. Report price changes

How maximum, minimum, mean, and peak-to-peak amplitude are extracted per sensor channel and combined with survey-specific parameters to build a compact, clustering-ready feature vector.

03. DBSCAN Clustering - Full Parameter Analysis

Systematic sensitivity analysis across epsilon (0.5 to 1.5) and MinPts (3 to 9) with a complete results table for 20 to 300 samples. Includes actionable guidance on adaptive parameter tuning as dataset size scales.

04.  Key Finding: Standard Deviation Excluded

Empirical evidence that removing standard deviation from the feature vector reduces noise points and improves cluster separation - a counterintuitive but validated result explained in full.

05.  PCA Visualisation of Cluster Separability

2D PCA projections demonstrating anomaly vs non-anomaly cluster compactness, inter-cluster separation, and the distribution of outlier points across all tested parameter configurations.

06. Scaling Rules for Larger Datasets

As sample count grows from 40 to 300, optimal epsilon decreases from 1.0 to 0.6 while MinPts increases from 3 to 9. The paper documents exactly why and provides configuration guidance for practitioners.

07. Applications and Future Research Directions

Discussion of how the framework extends to UXO clearance, marine seabed surveying, pipeline inspection, and mineral exploration - plus a roadmap for hybrid machine learning and deep learning integration.

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Key Findings

Datasets

Optimal parameters for small datasets identified.

Epsilon values of 1.04 to 1.05 with MinPts = 3 produce stable two-cluster formation with minimal noise points for 40-sample datasets.

Adaptable Scaling

Adaptive scaling validated up to 300 samples

As dataset size grows, optimal epsilon decreases from 1.0 to 0.6 and MinPts increases from 3 to 9 - a clear, actionable scaling rule for practitioners.

Performance Improvement icon

Standard deviation excluded - performance improves

Removing standard deviation from the feature vector reduces outlier contamination and improves cluster separation. Counterintuitive and empirically confirmed.

Data Pipeline icon

Fully label-free detection confirmed

The entire pipeline - from data generation through cluster identification - operates with zero labeled training samples.

Probabilistic icon

Clustering structure remains stable at scale.

Improved deterministic + probabilistic logic delivers stronger reconciliation across BFSI, Government, and Healthcare use cases. 

Ready to Explore the Full Methodology?

Download the complete paper - including full experimental results, DBSCAN parameter tables, and PCA cluster visualisations across 20 to 300 sample configurations.

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