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url: http://polired.upm.es/index.php/pastos/article/view/1819
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saved date: Tue Jan 19 2021 17:43:42 GMT-0500
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<title>MODELOS DE SIMULACIÓN DEL CULTIVO DE MAÍZ: FUNDAMENTOS Y APLICACIONES EN ESPAÑA | SAU | Pastos</title>
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<meta name=description content="MODELOS DE SIMULACIÓN DEL CULTIVO DE MAÍZ: FUNDAMENTOS Y APLICACIONES EN ESPAÑA">
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<meta name=DC.Creator.PersonalName content="F. SAU">
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<meta name=DC.Creator.PersonalName content="F. X. LÓPEZ CEDRÓN">
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<meta name=DC.Creator.PersonalName content="A. E. CONFALONES">
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<meta name=DC.Creator.PersonalName content="J. I. LIZASO">
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<meta name=DC.Date.created scheme=ISO8601 content=2012-05-04>
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<meta name=DC.Date.dateSubmitted scheme=ISO8601 content=2012-05-04>
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<meta name=DC.Date.issued scheme=ISO8601 content=2012-05-04>
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<meta name=DC.Date.modified scheme=ISO8601 content=2012-05-04>
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<meta name=DC.Description xml:lang=es content=" Un modelo de simulación del crecimiento de un cultivo es cualquier colección de algoritmos que describe matemáticamente la respuesta de un sistema de cultivo a su entorno. La idea inicial de los modelos de crecimiento de los cultivos parte de la necesidad de integrar los conocimientos de suelo, clima, cultivos y prácticas agrícolas en una herramienta que facilite la toma decisiones. Existe un gran número de modelos matemáticos de simulación del maíz, pero el más empleado es CERES-Maize. Se trata de un modelo desarrollado en 1986 que ha sido mejorado en versiones sucesivas para hacer su empleo más fiable en entornos y condiciones de manejo más diversos. Durante el ciclo, CERES-Maize calcula cada día, el avance de la fenología, la tasa de crecimiento y el reparto de la biomasa entre los órganos en fase de crecimiento. Cuando el agua y el nitrógeno no limitan el crecimiento (crecimiento potencial), los procesos simulados se ven afectados por los valores que toman las principales variables ambientales (radiación solar, temperatura máxima y mínima diaria, y concentración de CO2 atmosférico), de factores específicos del cultivar, y de las prácticas de cultivo. Cuando el agua y el nitrógeno pueden limitar el crecimiento potencial del cultivo, CERES-Maize efectúa balances de agua y de nitrógeno diarios para estimar el impacto del déficit en el crecimiento del cultivo. Finalmente, se presentan algunos problemas que tiene CERES-Maize y, por tanto, aspectos susceptibles de mejora. También se mencionan algunos trabajos realizados en España apoyándose en diferentes modelos de simulación del cultivo del maíz ">
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<meta name=DC.Language scheme=ISO639-1 content=es>
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<meta name=DC.Source content=Pastos>
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<meta name=DC.Source.ISSN content=0210-1270>
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<meta name=DC.Source.Issue content=2> <meta name=DC.Source.URI content=http://polired.upm.es/index.php/pastos>
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<meta name=DC.Source.Volume content=40> <meta name=DC.Title content="MODELOS DE SIMULACIÓN DEL CULTIVO DE MAÍZ: FUNDAMENTOS Y APLICACIONES EN ESPAÑA">
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<meta name=DC.Type content=Text.Serial.Journal>
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<meta name=citation_journal_title content=Pastos>
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<meta name=citation_issn content=0210-1270>
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<meta name=citation_author content="F. SAU">
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<meta name=citation_author_institution content="Departamento de Biología Vegetal. ETSI Agrónomos-UPM. Ciudad Universitaria. 28040 Madrid (España).
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federico.sau@upm.es.">
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<meta name=citation_author content="F. X. LÓPEZ CEDRÓN">
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<meta name=citation_author_institution content="Consellería do Medio Rural. 27003 Lugo (España).">
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<meta name=citation_author content="A. E. CONFALONES">
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<meta name=citation_author_institution content="Agrometeorología-Facultad de Agronomía - UNCPBA. Azul. 7300 Buenos Aires (Argentina">
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<meta name=citation_author content="J. I. LIZASO">
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<meta name=citation_author_institution content="Departamento de Producción Vegetal: Fitotecnia. ETSI Agrónomos-UPM. Ciudad Universitaria. 28040 Madrid (España).">
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<meta name=citation_title content="MODELOS DE SIMULACIÓN DEL CULTIVO DE MAÍZ: FUNDAMENTOS Y APLICACIONES EN ESPAÑA">
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<meta name=citation_date content=2012/05/04>
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" 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<p style=text-align:center><a title=Latindex href="http://www.latindex.unam.mx/latindex/ficha?folio=6655" target=_blank><img src="data:image/png;base64,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" 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<p style=text-align:center><a title="VETERINARY SCIENCE DATABASE" href=https://www.cabi.org/publishing-products/online-information-resources/veterinary-science-database/ target=_blank><img 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 alt></a></p>
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<p><a title=DIALNET href="http://dialnet.unirioja.es/servlet/revista?codigo=13523" target=_blank><img style=display:block;margin-left:auto;margin-right:auto src="data:image/png;base64,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" alt></a></p>
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<p style=text-align:center><a title="CAB ABSTRACTS" href=https://www.cabi.org/publishing-products/online-information-resources/cab-abstracts/ target=_blank><img src="data:image/png;base64,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" alt></a></p>
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<p style=text-align:center><a title="INDICES CSIC" href=https://indices.csic.es/ target=_blank><img src=data:image/png;base64,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<a href=http://polired.upm.es/index.php/pastos/index target=_parent>Inicio</a> >
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<a href=http://polired.upm.es/index.php/pastos/issue/view/225 target=_parent>Vol. 40, Núm. 2 (2010)</a> > <a href=http://polired.upm.es/index.php/pastos/article/view/1819/0 class=current target=_parent>SAU</a>
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<div id=articleTitle><h3>MODELOS DE SIMULACIÓN DEL CULTIVO DE MAÍZ: FUNDAMENTOS Y APLICACIONES EN ESPAÑA</h3></div>
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<div id=authorString><em>F. SAU, F. X. LÓPEZ CEDRÓN, A. E. CONFALONES, J. I. LIZASO</em></div>
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<strong>Texto completo: </strong>
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<a href=http://polired.upm.es/index.php/pastos/article/view/1819/1820 class=file target=_parent>PDF</a>
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<div id=articleAbstract>
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<h4>Resumen</h4>
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<div>Un modelo de simulación del crecimiento de un cultivo es cualquier colección de algoritmos que describe matemáticamente la respuesta de un sistema de cultivo a su entorno. La idea inicial de los modelos de crecimiento de los cultivos parte de la necesidad de integrar los conocimientos de suelo, clima, cultivos y prácticas agrícolas en una herramienta que facilite la toma decisiones. Existe un gran número de modelos matemáticos de simulación del maíz, pero el más empleado es CERES-Maize. Se trata de un modelo desarrollado en 1986 que ha sido mejorado en versiones sucesivas para hacer su empleo más fiable en entornos y condiciones de manejo más diversos. Durante el ciclo, CERES-Maize calcula cada día, el avance de la fenología, la tasa de crecimiento y el reparto de la biomasa entre los órganos en fase de crecimiento. Cuando el agua y el nitrógeno no limitan el crecimiento (crecimiento potencial), los procesos simulados se ven afectados por los valores que toman las principales variables ambientales (radiación solar, temperatura máxima y mínima diaria, y concentración de CO2 atmosférico), de factores específicos del cultivar, y de las prácticas de cultivo. Cuando el agua y el nitrógeno pueden limitar el crecimiento potencial del cultivo, CERES-Maize efectúa balances de agua y de nitrógeno diarios para estimar el impacto del déficit en el crecimiento del cultivo. Finalmente, se presentan algunos problemas que tiene CERES-Maize y, por tanto, aspectos susceptibles de mejora. También se mencionan algunos trabajos realizados en España apoyándose en diferentes modelos de simulación del cultivo del maíz</div>
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