Détail du document
Identifiant
oai:pubmedcentral.nih.gov:9524...
Sujet
Research ArticleAuteur
Rodallec, Anne Vaghi, Cristina Ciccolini, Joseph Fanciullino, Raphaelle Benzekry, SebastienLangue
enEditeur
Public Library of Science
Catégorie
PMC full-text journals
Année
2022
Date de référencement
11/10/2022
Mots clés
cancer formula formulasRésumé
PURPOSE: Although recent regulations improved conditions of laboratory animals, their use remains essential in cancer research to determine treatment efficacy.
In most cases, such experiments are performed on xenografted animals for which tumor volume is mostly estimated from caliper measurements.
However, many formulas have been employed for this estimation and no standardization is available yet.
METHODS: Using previous animal studies, we compared all formulas used by the scientific community in 2019.
Data were collected from 93 mice orthotopically xenografted with human breast cancer cells.
All formulas were evaluated and ranked based on correlation and lower mean relative error.
They were then used in a Gompertz quantitative model of tumor growth.
RESULTS: Seven formulas for tumor volume estimation were identified and a statistically significant difference was observed among them (ANOVA test, p < 2.10(−16)), with the ellipsoid formula (1/6 π × L × W × (L + W)/2) being the most accurate (mean relative error = 0.272 ± 0.201).
This was confirmed by the mathematical modeling analysis where this formula resulted in the smallest estimated residual variability.
Interestingly, such result was no longer valid for tumors over 1968 ± 425 mg, for which a cubic formula (L x W x H) should be preferred.
MAIN FINDINGS: When considering that tumor volume remains under 1500mm(3), to limit animal stress, improve tumor growth monitoring and go toward mathematic models, the following formula 1/6 π × L × W x (L + W)/2 should be preferred.
Rodallec, Anne,Vaghi, Cristina,Ciccolini, Joseph,Fanciullino, Raphaelle,Benzekry, Sebastien, 2022, Tumor growth monitoring in breast cancer xenografts: A good technique for a strong ethic, Public Library of Science
