Home News Massey Ferguson contribui com projeto de plantio de soja em terras baixas Massey Ferguson contribui com projeto de plantio de soja em terras baixas 06 Apr 2021 22:54 A Massey Ferguson faz parte da cooperação-técnica do Projeto Sulco, da Embrapa Clima Temperado, cujo objetivo é avaliar a viabilidade técnica e econômica do cultivo de soja irrigada no sistema sulco-camalhão em terras baixas, que têm como particularidade a deficiência de drenagem. A marca tem a responsabilidade de desenvolver a melhor forma de mecanização dentro desse conceito de cultivo. O trabalho consiste em buscar melhores opções de mecanização, desde o preparo, plantio e trato cultural, até a colheita em áreas de plantio no sistema sulco-camalhão. “Para o projeto fizemos adequações em nossa plantadeira MF 500, para que esteja apta a andar sobre esses camalhões com linhas de espaçamentos de 30 centímetros. Também adequamos as rodagens de um trator, para que pudesse andar dentro do próprio sulco, evitando danos nas zonas de cultivo do camalhão”, afirma Fabrício Müller, gerente de Produto e Marketing Estratégico para Plantio e Pulverização da AGCO América do Sul. O plantio de soja em terras baixas é feito como alternativa para rotação de cultura em regiões onde tradicionalmente é produzido o arroz. O sistema de cultivo com sulco-camalhão tem demonstrado resultados positivos na mitigação de fatores limitantes da produtividade (deficiente drenagem natural do solo e a ocorrência de frequentes períodos de estiagem) nessas áreas. “Na safra 2019/2020, tivemos resultados muito positivos com ganhos de produtividade superiores a 20 sacas por hectares, comparado ao modelo tradicional, dentro das quatros áreas experimentais no Rio Grande do Sul. Vislumbramos oportunidades de seguir com o desenvolvimento de conhecimento sobre esse sistema produtivo e atingir resultados superiores da safra passada”, avalia Muller. “Estamos muito satisfeitos em fazer parte dessa iniciativa, agregando conhecimento com outras empresas para oferecer aos produtores alternativas que contribuam com sua rentabilidade”. Segundo a Embrapa, o sistema sulco-camalhão consiste na estruturação da lavoura para a irrigação por sulcos, obtendo-se, ao mesmo tempo, grande benefício em drenagem. É um modelo indicado para solos planos, com declividades uniformes, requerendo, geralmente, a suavização do terreno.
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2021 19:10","mediaGallery":[{"type":"image","imageUrl":"https://d2wuvg8krwnvon.cloudfront.net/media/user_space/3e5cc75d5d57/news/listImage_1632337905_BAMAQU.jpg","summary":""}]}],"newsType":1}],"categories":[{"catId":"76776","catName":"Marcas e 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e Máquinas","newsHeading":"Massey Ferguson contribui com projeto de plantio de soja em terras baixas","type":"custom","imageUrl":"https://d2wuvg8krwnvon.cloudfront.net/media/user_space/3e5cc75d5d57/news/listImage_1617749794_M-Projeto-Sulco.jpg","newsFullStory":" A Massey Ferguson faz parte da cooperação-técnica do Projeto Sulco, da Embrapa Clima Temperado, cujo objetivo é avaliar a viabilidade técnica e econômica do cultivo de soja irrigada no sistema sulco-camalhão em terras baixas, que têm como particularidade a deficiência de drenagem. A marca tem a responsabilidade de desenvolver a melhor forma de mecanização dentro desse conceito de cultivo. O trabalho consiste em buscar melhores opções de mecanização, desde o preparo, plantio e trato cultural, até a colheita em áreas de plantio no sistema sulco-camalhão. “Para o projeto fizemos adequações em nossa plantadeira MF 500, para que esteja apta a andar sobre esses camalhões com linhas de espaçamentos de 30 centímetros. Também adequamos as rodagens de um trator, para que pudesse andar dentro do próprio sulco, evitando danos nas zonas de cultivo do camalhão”, afirma Fabrício Müller, gerente de Produto e Marketing Estratégico para Plantio e Pulverização da AGCO América do Sul. O plantio de soja em terras baixas é feito como alternativa para rotação de cultura em regiões onde tradicionalmente é produzido o arroz. O sistema de cultivo com sulco-camalhão tem demonstrado resultados positivos na mitigação de fatores limitantes da produtividade (deficiente drenagem natural do solo e a ocorrência de frequentes períodos de estiagem) nessas áreas. “Na safra 2019/2020, tivemos resultados muito positivos com ganhos de produtividade superiores a 20 sacas por hectares, comparado ao modelo tradicional, dentro das quatros áreas experimentais no Rio Grande do Sul. Vislumbramos oportunidades de seguir com o desenvolvimento de conhecimento sobre esse sistema produtivo e atingir resultados superiores da safra passada”, avalia Muller. “Estamos muito satisfeitos em fazer parte dessa iniciativa, agregando conhecimento com outras empresas para oferecer aos produtores alternativas que contribuam com sua rentabilidade”. Segundo a Embrapa, o sistema sulco-camalhão consiste na estruturação da lavoura para a irrigação por sulcos, obtendo-se, ao mesmo tempo, grande benefício em drenagem. É um modelo indicado para solos planos, com declividades uniformes, requerendo, geralmente, a suavização do terreno.","newsLocation":"Canoas RS","coments":"0","accessStatus":"public","newsDate":"06 Apr 2021 22:54","isBookmark":0,"totalComments":"0"}}},"page":"/category","query":{"page":"news_1615386415079_58","category":"289433"},"buildId":"1234567890","dynamicBuildId":false,"runtimeConfig":{"buildId":"1234567890","webservice":"https://api.appexecutable.com/webservices/V2PWA/","reseller":"https://api.appexecutable.com","rssURL":"https://api.appexecutable.com/webservices/V2PWA/ApiManager/ExternalApi.php","bucket":"https://d2wuvg8krwnvon.cloudfront.net","version":0}} ["/_next/static/runtime/webpack-42b3bd11fc090f6c5874.js","/_next/static/chunks/commons.72d6dca3f6c4ce6407d5.js","/_next/static/runtime/main-a9bb6c1de67ebd4df332.js"]