Computational Breast Anatomy Simulation Using Multi-Scale Perlin Noise

• Published in: IEEE transactions on medical imaging 2021-12, Vol.40 (12), p.3436-3445
• Main Authors: Barufaldi, Bruno, Abbey, Craig K., Lago, Miguel A., Vent, Trevor L., Acciavatti, Raymond J., Bakic, Predrag R., Maidment, Andrew D. A.
• Format: Article
• Language: English
• Subjects: Anatomy; anthropomorphic breast phantom; Breast; Breast - diagnostic imaging; Clinical trials; Clinical Trials as Topic; Computational modeling; Computer applications; Computer Simulation; digital breast tomosynthesis; Entropy; Exponents; Humans; Imaging phantoms; Ligaments; Mammography; Medical imaging; Noise; Noise measurement; Parenchyma; Patients; Perlin noise; Phantoms; Phantoms, Imaging; Power law; Power spectra; Simulation; User-Computer Interface; virtual clinical trial
• ISSN: 0278-0062; 1558-254X
• DOI: 10.1109/TMI.2021.3087958

Virtual clinical trials (VCTs) of medical imaging require realistic models of human anatomy. For VCTs in breast imaging, a multi-scale Perlin noise method is proposed to simulate anatomical structures of breast tissue in the context of an ongoing breast phantom development effort. Four Perlin noise distributions were used to replace voxels representing the tissue compartments and Cooper's ligaments in the breast phantoms. Digital mammography and tomosynthesis projections were simulated using a clinical DBT system configuration. Power-spectrum analyses and higher-order statistics properties using Laplacian fractional entropy (LFE) of the parenchymal texture are presented. These objective measures were calculated in phantom and patient images using a sample of 140 clinical mammograms and 500 phantom images. Power-law exponents were calculated using the slope of the curve fitted in the low frequency [0.1, 1.0] mm −1 region of the power spectrum. The results show that the images simulated with our prior and proposed Perlin method have similar power-law spectra when compared with clinical mammograms. The power-law exponents calculated are −3.10, −3.55, and −3.46, for the log-power spectra of patient, prior phantom and proposed phantom images, respectively. The results also indicate an improved agreement between the mean LFE estimates of Perlin-noise based phantoms and patients than our prior phantoms and patients. Thus, the proposed method improved the simulation of anatomic noise substantially compared to our prior method, showing close agreement with breast parenchyma measures.