= Mechanism of Sustained-Action Medication. Theoretical Analysis of Rate of Release of Solid Drugs Dispersed in Solid Matrices by T. Higuchi
{c}
{tag=Work by Takeru Higuchi}
Primary paper: https://pubmed.ncbi.nlm.nih.gov/14088963/ . T. Higuchi, Journal of Pharmaceutical Sciences 52, 1145–1149 (December 1963); DOI https://doi.org/10.1002/jps.2600521210 . Original scan hosted in USPTO proceedings: https://ptacts.uspto.gov/ptacts/public-informations/petitions/1519735/download-documents?artifactId=Oa66ferdR3w2b5pS9-xX0Mcec5DHvuJE3_Ze0mytFlVRg2kA16YpxPc . The original abstract distinguishes diffusion in a homogeneous matrix from solvent leaching of a granular matrix and considers planar and spherical geometry. Initial-only byline retained.
Verified author identity: the University of Kansas Kenneth Spencer Research Library lists this exact 1963 paper in Personal papers of Takeru Higuchi, PP 359, Box 10 Folder 13, https://archives.lib.ku.edu/repositories/3/archival_objects/124437 . Publisher page https://onlinelibrary.wiley.com/doi/abs/10.1002/jps.2600521210 retains the literal byline T. Higuchi and University of Wisconsin pharmacy affiliation. Person and empty Work canonicalized to Takeru Higuchi; old person and Work IDs retained as adjacent synonyms. Preserve the published initial-only source title/byline.
Publisher abstract: https://onlinelibrary.wiley.com/doi/abs/10.1002/jps.2600521210 . It explicitly relates the one-dimensional release rates to the earlier ointment-base equation and distinguishes those results from spherical-pellet release, which it says is not first-order. This is the verified abstract locator for the historical context of the <Higuchi equation>.
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