{"ok":true,"nota":{"id":"41f6db4d16702f1a","slug":"tres-datos-bastan-para-recrear-conchas-de-moluscos-muy-distintas-entre-41f6db","titulo":"Tres datos bastan para recrear conchas de moluscos muy distintas entre sí","resumen":"Un ingeniero y científico de materiales desarrolló un modelo matemático que reproduce la forma de muchas conchas de moluscos usando solo tres parámetros de crecimiento. El trabajo busca explicar cómo estructuras complejas surgen de reglas simples.","fuente":"phys","fuenteNombre":"Phys.org","color":"#2b5c8a","autor":"","url":"https://phys.org/news/2026-10-mathematics-shell-recreating-diverse-mollusk.html","imagen":"https://scx1.b-cdn.net/csz/news/tmb/2026/the-mathematics-of-gro-3.jpg","tema":"ciencia","subtemas":["biologia evolutiva","matematica aplicada","moluscos","ingenieria de materiales","modelado de formas"],"entidades":["Kaushik Bhattacharya"],"formato":"dato","entretenimiento":false,"pubTs":"2026-10-27T14:40:24.000Z","indexTs":"2026-10-27T14:41:32.665Z","hash":"2907521b30fa0377a20d6894c591591f78920d0e6742ea5617996acc4cd29acd","tsa":{"time":"Oct 27 14:41:59 2026 GMT","provider":"freetsa.org","sobre":"sello"},"stats":{"views":0,"likes":0,"clicks":0,"dwell":0},"tipo":"normal","registro":"hallazgo","porQueImporta":"Una concha que parece obra de un diseñador surge de reglas sencillas que se repiten en cada paso del crecimiento. Eso quiere decir que la complejidad de la naturaleza no siempre necesita un plan elaborado. El modelo sirve para entender formas biológicas y también para pensar materiales y construcciones nuevas. Es un trabajo de curiosidad pura que, sin buscarlo, muestra cómo funciona la naturaleza.","quienFirma":"Universidad no especificada en la fuente","confianza":"revisado","consulta":null},"sello":{"hash":"2907521b30fa0377a20d6894c591591f78920d0e6742ea5617996acc4cd29acd","sello":"deabcb4e571ee050f504b8a58b46970366bbeb0315edc92d5cd76152305eb02b","beacon":{"drand":{"cadena":"8990e7a9aaed2ffed73dbd7092123d6f289930540d7651336225dc172e51b2ce","ronda":6589369,"aleatorio":"ae487f46d7f851075cccb0d3be012f9821ee3d976ec541a10ac39fb97faf54a4","tiempo":"2026-10-27T14:41:30.000Z"},"nist":{"cadena":2,"pulso":2001772,"salida":"0E703280D2ECB99CF237148891BE4B05125CA4A9FA93BA99C93DE108693398FC1C1436A917C2E942D3FD99D4FACCDDC40E70589522F4EEDE9B18514294B0BD55","tiempo":"2026-10-27T12:55:00.000Z"},"noAntes":"2026-10-27T14:41:30.000Z"},"verificacion":{"drand":true,"nist":true},"tsa":{"time":"Oct 27 14:41:59 2026 GMT","provider":"freetsa.org","sobre":"sello"},"original":{"titulo":"The mathematics of growing a shell—recreating diverse mollusk shells with just three inputs","descripcion":"Kaushik Bhattacharya is an engineer and materials scientist, but he has always been fascinated by seashells. Part of the draw is the \"beautiful\" idea that even simple organisms like mollusks can construct wonderfully complex structures over and over again, even in differing environments. He marvels at nature's engineering capabilities.","pubDate":"Tue, 27 Oct 2026 10:40:24 EDT","url":"https://phys.org/news/2026-10-mathematics-shell-recreating-diverse-mollusk.html"},"indexado":"2026-10-27T14:41:32.665Z"}}