tag:blogger.com,1999:blog-1659456171495890302023-11-16T07:53:49.777-08:00A Geografia MundialNiina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-165945617149589030.post-45233436068251473072011-07-28T17:53:00.000-07:002011-07-28T17:56:43.330-07:00Atuação das massas de ar [2]<div dir="ltr" style="text-align: left;" trbidi="on"><span class="Apple-style-span" style="font-family: verdana, arial, sans-serif; font-size: 10px;"></span><br />
<h2 style="color: black; font: normal normal bold 1.8em/normal arial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span class="Apple-style-span" style="font-family: verdana, arial, sans-serif; font-size: 10px; font-weight: normal;"><h2 style="color: black; font: normal normal bold 1.8em/normal arial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Bolsões de ar influenciam o clima</h2></span></h2><br />
<span class="Apple-style-span" style="color: #444444; font-family: arial; font-size: 12px;"><strong>Massas de ar</strong> são grandes bolsões de ar, ventos de escala planetária que se deslocam, por diferença de pressão, pela superfície terrestre, carregando consigo as características de temperatura, pressão e umidade da região em que se originaram. Para que uma massa de ar se forme é necessário que o ar fique estacionado durante algum tempo sobre uma região que tenha uma distribuição uniforme de temperatura, de modo que o ar possa adquirir suas características. A essas regiões damos o nome de <strong>regiões de origem das massas de ar</strong>.<br />
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À medida que se deslocam, as massas de ar sofrem a influência de outras massas de ar, com as quais trocam calor. Ou seja, da mesma forma como interferem nas condições do tempo, as massas vão sendo influenciadas pelas condições dos lugares por onde passam, até que as características do ar no interior da massa se igualem às do ar do exterior. Então, a massa de ar se dissipa.<br />
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Geralmente, as características das massas de ar são muito simples: as oceânicas são úmidas - e as continentais, com raras exceções, secas; as tropicais e equatoriais são quentes - enquanto as temperadas e polares são frias.<br />
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<h3 style="color: black; font: normal normal bold 12px/normal arial; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0.2em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Classificação</h3>As massas de ar se classificam em três grandes grupos: massas equatoriais, massas tropicais e massas polares.<br />
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<li style="list-style-position: inside; width: auto;">Massas Equatoriais: são as massas que se formam nas proximidades do Equador, ou seja, nas áreas de baixas latitudes. São as massas de temperaturas mais elevadas que existem - e apresentam, portanto, baixas pressões em seu interior. A massa equatorial oceânica é, em geral, a massa mais úmida de todas, enquanto a continental, embora muito quente, é um pouco menos úmida. </li><br />
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<li style="list-style-position: inside; width: auto;">Massas Tropicais: são as que se formam nas proximidades de cada um dos trópicos - Câncer e Capricórnio -, geralmente em latitudes subtropicais, tanto no hemisfério norte como no hemisfério sul. São massas muito quentes, com pressões médias e baixas, sendo a de origem oceânica bem mais úmida que a continental. </li><br />
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<li style="list-style-position: inside; width: auto;">Massas Polares: são as massas que se formam nas proximidades dos círculos polares ártico e antártico, sempre em latitudes superiores a 50<sup>o</sup>. São as massas mais frias que existem e, portanto, são também massas de pressão muito alta. A continental é a mais fria e mais seca de todas, enquanto a marítima, por ser um pouco úmida, não apresenta temperaturas muito baixas.<br />
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<h3 style="color: black; font: normal normal bold 12px/normal arial; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0.2em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Massas de ar que atuam no Brasil</h3>O ar atmosférico está sempre em movimento, na forma de massa de ar ou de vento. Se uma massa de ar possui características particulares de temperatura e umidade, torna-se responsável pelo tempo e, portanto, pelo clima de uma área. Dependendo da estação do ano, as massas avançam para o território brasileiro ou dele recuam. Seus avanços ou recuos é que vão determinar o clima.<br />
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Quando duas ou mais massas de ar de características diferentes se encontram, elas não se misturam. Forma-se entre elas uma zona de transição, que recebe influências das massas envolvidas e que, por isso, se apresenta como uma zona de instabilidade meteorológica. Essa faixa de ar recebe o nome de <strong>frente</strong>.<br />
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Quando ocorre o encontro de duas massas quentes, forma-se uma frente quente. Quando há o encontro de duas massas frias, ou de uma fria e uma quente, forma-se um frente fria. No caso do Brasil, destaca-se o fato de que o nosso território recebe a influência de cinco grandes massas de ar, conforme quadro abaixo:<br />
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<table border="0" cellpadding="4" cellspacing="2" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 420px;"><tbody style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<tr align="LEFT" bgcolor="#CCCCCC" valign="TOP"><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><div align="CENTER"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b>Massas</b></span></div></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><div align="CENTER"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b>Características</b></span></div></td></tr>
<tr align="LEFT" bgcolor="#CCCCFF" valign="TOP"><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Massa Equatorial Atlântica(mEa)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Quente e úmida, dominando a parte litorânea da Amazônia e do Nordeste em alguns momentos do ano, tem seu centro de origem no Oceano Atlântico.</span></td></tr>
<tr align="LEFT" bgcolor="#FFFF99" valign="TOP"><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Massa Equatorial Continental (mEc)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Quente e úmida, com centro de origem na parte ocidental da Amazônia, domina a porção noroeste da Amazônia durante quase todo o ano.</span></td></tr>
<tr align="LEFT" bgcolor="#CCCCFF" valign="TOP"><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Massa Tropical Atlântica (mTa)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Quente e úmida, originária do Oceano Atlântico, nas imediações do trópico de Capricórnio, exerce enorme influência sobre a parte litorânea do Brasil.</span></td></tr>
<tr align="LEFT" bgcolor="#FFFF99" valign="TOP"><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Massa Tropical Continental (mTc)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Quente e seca, se origina na depressão do Chaco e abrange uma área de atuação muito limitada, permanecendo em sua região de origem durante quase todo o ano.</span></td></tr>
<tr align="LEFT" bgcolor="#CCCCFF" valign="TOP"><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Massa Polar Atlântica (mPa)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0.3em; padding-left: 0.3em; padding-right: 0.3em; padding-top: 0.3em;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Fria e úmida, forma-se nas porções do Oceano Atlântico próximas à Patagônia. Atua mais no inverno, quando entra no Brasil como uma frente fria, provocando chuvas e queda de temperatura.</span></td></tr>
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<i>Observação</i>: o território brasileiro sofre a ação de cinco massas de ar. Três delas são mais atuantes durante o todo o ano: a Equatorial Continental, a Tropical Atlântica e Polar Atlântica que, embora ocorra com mais frequência no inverno, quando entra no Brasil, como uma frente fria, pode ocorrer também em outros meses do ano.</li><br />
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</div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0tag:blogger.com,1999:blog-165945617149589030.post-81385601349103522752011-07-28T17:52:00.000-07:002011-07-28T17:56:26.127-07:00Atuação das massas de ar [1]<div dir="ltr" style="text-align: left;" trbidi="on"><span class="Apple-style-span" style="font-family: verdana, arial, sans-serif; font-size: 10px;"></span><br />
<h2 style="color: black; font: normal normal bold 1.8em/normal arial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Correntes de ar e variação climática</h2><br />
<span class="Apple-style-span" style="color: #444444; font-family: arial; font-size: 12px;">As correntes de ar têm forte influência sobre as condições de <a href="http://educacao.uol.com.br/geografia/ult1701u18.jhtm" style="color: black; text-decoration: underline;">clima</a>. Entenda por quê e como isso ocorre.<br />
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As correntes marítimas quentes elevam a temperatura das regiões litorâneas e<a href="http://educacao.uol.com.br/geografia/ult1694u352.jhtm" style="color: black; text-decoration: underline;">insulares</a> de alta latitude e podem ser responsáveis pela maior umidade. O aquecimento da costa atlântica <a href="http://educacao.uol.com.br/geografia/europa-mapa.jhtm" style="color: black; text-decoration: underline;">européia</a>, a amenização das temperaturas da costa oeste da <a href="http://educacao.uol.com.br/geografia/ult1694u332.jhtm" style="color: black; text-decoration: underline;">Noruega</a> e a umidade das <a href="http://educacao.uol.com.br/geografia/ult1694u307.jhtm" style="color: black; text-decoration: underline;">ilhas britânicas</a> são exemplos da ação da corrente do golfo que tem origem nas baixas latitudes do mar das Antilhas.<br />
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As correntes marítimas frias, além de resfriarem as regiões costeiras podem, em certas circunstâncias, impedir a penetração da umidade no continente e formar climas secos. É o caso do deserto de Atacama, no norte do <a href="http://educacao.uol.com.br/geografia/ult1694u83.jhtm" style="color: black; text-decoration: underline;">Chile</a>. A massa de ar quente e úmida que segue em direção ao continente, se resfria ao cruzar a <strong>corrente fria de Humboldt</strong> (corrente do <a href="http://educacao.uol.com.br/geografia/ult1694u89.jhtm" style="color: black; text-decoration: underline;">Peru</a>). A queda de temperatura do ar provoca a condensação e a formação de chuvas sobre o <a href="http://educacao.uol.com.br/geografia/ult1694u353.jhtm" style="color: black; text-decoration: underline;">oceano</a> Pacífico e a massa de ar perde toda a umidade antes de atingir o continente.<br />
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Fenômeno semelhante ocorre no outro lado da <a href="http://educacao.uol.com.br/geografia/ult1694u79.jhtm" style="color: black; text-decoration: underline;">América do Sul</a>, na costa atlântica. No sul da <a href="http://educacao.uol.com.br/geografia/ult1694u80.jhtm" style="color: black; text-decoration: underline;">Argentina</a>, onde está situado o extenso deserto frio da Patagônia, o movimento da corrente fria das Malvinas (Falklands) condensa o ar úmido proveniente do Atlântico e as chuvas caem antes de penetrar no continente. Outro exemplo é o deserto da Namíbia, na costa atlântica meridional da <a href="http://educacao.uol.com.br/geografia/africa-mapa.jhtm" style="color: black; text-decoration: underline;">África</a>, devido à ação da corrente de Benguela.<br />
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<h3 style="color: black; font: normal normal bold 12px/normal arial; margin-bottom: 0.2em; margin-left: 0px; margin-right: 0px; margin-top: 0.2em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">O mar e as massas de ar</h3>A maritimidade (proximidade do mar) é um fator de suavização das temperaturas, contribuindo para que haja menor variação entre as temperaturas máximas e mínimas. Isso é decorrência das diferenças existentes entre o comportamento térmico dos oceanos e dos continentes. No interior dos continentes, o aquecimento é mais rápido, mas também é mais rápida a liberação do calor.<br />
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Os oceanos, embora demorem mais para aquecer, conservam o calor por mais tempo. Desse modo, os lugares situados próximos ao mar têm uma amplitude térmica menor, enquanto que lugares mais afastados têm amplitude maior, isto é, variação mais acentuada de temperatura.<br />
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O principal fator climático é a circulação das massas de ar, responsável pela dinâmica da atmosfera. As massas de ar têm ação numa superfície mais abrangente e, portanto, sobrepõe-se aos fatores locais (como altitude, maritimidade, altitude, etc.). Elas adquirem as características de temperatura e umidade da região onde têm origem e transmitem estas características por onde passam ou onde ficam relativamente estacionadas, durante um determinado tempo.</div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0tag:blogger.com,1999:blog-165945617149589030.post-36124153932377906412011-07-28T17:45:00.000-07:002011-07-28T17:45:52.089-07:00Tipos de Chuva<div dir="ltr" style="text-align: left;" trbidi="on"><span class="Apple-style-span" style="font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16px;"><taghw>Podemos <a href="http://www.infoescola.com/meteorologia/tipos-de-chuvas/#" rel="nofollow" style="border-bottom-color: initial; border-bottom-style: dotted; border-bottom-width: 1px; color: blue; text-decoration: underline;">entender</a> por </taghw><strong>precipitação</strong> como sendo o retorno do vapor d’água atmosférica no estado líquido ou sólido à superfície da terra. Formas de precipitação: <strong>chuva</strong>, neve, granizo, orvalho e geada. Sendo que os dois últimos ocorrem por deposição na superfície terrestre.</span><br />
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Existem três principais <strong>tipos de chuvas</strong>, que estão relacionados com fatores que a originaram. As chuvas podem ser <strong>orográficas</strong>, <strong>ciclônicas</strong> ou <strong>convectivas</strong>.<br />
<h2 style="color: rgb(51, 51, 51) !important; font-family: 'Trebuchet MS', 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 1.6em; font-weight: bold; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 5px; text-decoration: none !important;">Chuvas orográficas</h2>É originada quando uma <a href="http://www.infoescola.com/meteorologia/massas-de-ar/" style="color: #398671; text-decoration: underline;">massa de ar</a> úmido que se desloca, encontra uma barreira topográfica (serra, montanha, etc), e é forçada a elevar-se, ocorrendo queda de temperatura seguida da condensação do vapor d’água e<a href="http://www.infoescola.com/meteorologia/tipos-de-nuvens/" style="color: #398671; text-decoration: underline;">formação de nuvens</a>. Chuvas orográficas apresentam pequena intensidade, e longa duração. Veja abaixo um esquema de como ocorrem:<br />
<div class="wp-caption aligncenter" id="attachment_7283" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; display: block; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 10px; padding-top: 4px; text-align: center; width: 510px;"><a href="http://static.infoescola.com/wp-content/uploads/2009/10/chuva-orografica.jpg" style="color: #398671; text-decoration: underline;"><img alt="Chuva orográfica" class="size-medium wp-image-7283" height="274" src="http://static.infoescola.com/wp-content/uploads/2009/10/chuva-orografica-500x274.jpg" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="chuva-orografica" width="500" /></a><div class="wp-caption-text" style="font-size: 11px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 4px; padding-right: 4px; padding-top: 0px;">Chuva orográfica</div></div><h2 style="color: rgb(51, 51, 51) !important; font-family: 'Trebuchet MS', 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 1.6em; font-weight: bold; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 5px; text-decoration: none !important;">Chuvas ciclônicas ou Frontais</h2>Ocorrem no encontro de massas de ar de características distintas (ar quente + ar frio). São caracterizadas por, serem contínuas, apresentarem intensidade baixa a moderada<strong> </strong>e abrangem grande área. Abaixo seguem as maneiras com que as frentes quentes e frentes frias se distribuem, originando a precipitação (chuva).<br />
<div class="wp-caption aligncenter" id="attachment_7282" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; display: block; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 10px; padding-top: 4px; text-align: center; width: 608px;"><a href="http://static.infoescola.com/wp-content/uploads/2009/10/chuva-ciclonica.jpg" style="color: #398671; text-decoration: underline;"><img alt="chuva ciclonica" class="size-large wp-image-7282" height="614" src="http://static.infoescola.com/wp-content/uploads/2009/10/chuva-ciclonica-996x1024.jpg" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="chuva ciclonica" width="598" /></a><div class="wp-caption-text" style="font-size: 11px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 4px; padding-right: 4px; padding-top: 0px;">Chuva ciclônica ou frontal</div></div><div style="text-align: center;"></div><h2 style="color: rgb(51, 51, 51) !important; font-family: 'Trebuchet MS', 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 1.6em; font-weight: bold; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 5px; text-decoration: none !important;">Chuvas convectivas</h2>São chuvas causadas pelo movimento de massas de ar mais quentes que sobem e condensam. As chuvas convectivas ocorrem principalmente, devido à diferença de temperatura nas em camadas próximas da atmosfera terrestre. São caracterizadas por serem de curta duração porém de alta intensidade e abrangem pequenas áreas.<br />
<div class="wp-caption aligncenter" id="attachment_7281" style="background-color: #f3f3f3; border-bottom-color: rgb(221, 221, 221); border-bottom-left-radius: 3px 3px; border-bottom-right-radius: 3px 3px; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-left-radius: 3px 3px; border-top-right-radius: 3px 3px; border-top-style: solid; border-top-width: 1px; display: block; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 10px; padding-top: 4px; text-align: center; width: 510px;"><a href="http://static.infoescola.com/wp-content/uploads/2009/10/chuva-convectiva.jpg" style="color: #398671; text-decoration: underline;"><img alt="Chuva de convecção" class="size-medium wp-image-7281" height="274" src="http://static.infoescola.com/wp-content/uploads/2009/10/chuva-convectiva-500x274.jpg" style="border-bottom-style: none; border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-style: none; border-left-width: 0px; border-right-style: none; border-right-width: 0px; border-top-style: none; border-top-width: 0px; border-width: initial; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="chuva convectiva" width="500" /></a><div class="wp-caption-text" style="font-size: 11px; line-height: 17px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 4px; padding-right: 4px; padding-top: 0px;">Chuva de convecção</div></div></div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0tag:blogger.com,1999:blog-165945617149589030.post-60415500325670233092011-07-28T17:40:00.000-07:002011-07-28T17:40:45.291-07:00Principais tipos climáticos do Brasil<div dir="ltr" style="text-align: left;" trbidi="on"><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;"><strong style="font-style: inherit; font-weight: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><span style="color: navy; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Tipos climáticos brasileiros</span></strong> <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />No Brasil, o espectro de temperaturas revela a presença de dois vastos conjuntos climáticos - os climas quentes ou tropicais e os climas mesotérmicos ou subtropicais. A atuação das massas de ar e as precipitações permitem distinguir diversos tipos climáticos. <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />As correntes marinhas do Atlântico ocidental exercem influência sobre a circulação atmosférica no Brasil. <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></span><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;"><img alt="" border="0" height="330" src="http://www.iped.com.br/sie/uploads/8652.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; height: 317px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: 418px;" width="440" /></span><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">O clima equatorial exibe elevadas temperaturas e pequena amplitude térmica anual. As médias anuais são sempre superiores a 24°C, e as médias do mês mais frio, sempre superiores a 21°C. A diferença entre as médias do mês mais quente e as do mês mais frio não ultrapassam 2°C ou 3°C, menores, portanto, que as amplitudes térmicas diárias. Contudo, em virtude da alta umidade relativa do ar e da forte nebulosidade, não se registram meses tórridos ou temperaturas diárias excessivamente elevadas. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">O que distingue o clima equatorial é o volume das precipitações. Sob a atividade permanente da mEc (massa equatorial continental), os totais de chuvas variam entre um mínimo de l .800mm e máximos que se aproximam de 3.500mm, perto da fronteira com a Colômbia. Não há uma estação seca configurada: em todo o domínio, praticamente não se registram meses com precipitações inferiores a 60mm. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">O clima tropical também é quente, com médias anuais superiores a 21°C. Contudo exibe maior variedade térmica que o equatorial: no interior do seu domínio, as áreas em maiores latitudes e altitudes podem ter médias próximas a 18°C em julho. As amplitudes anuais são menores que as diárias, mas superam as do clima equatorial, podendo chegar a 7°C. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">A característica distintiva desse tipo climático é a alternância entre uma estação chuvosa de verão e uma estiagem de inverno. Durante o verão austral, a ZC/T (Zona Continental Tropical) desloca-se para a Bolívia, e a mEc domina o Brasil central. Nessa época, as precipitações são abundantes e resultam, principalmente, da convecção. No inverno, o predomínio passa para a mTa (massa tropical atlântica). As altas pressões condicionam tempo estável, céu claro e baixa umidade do ar. A invasão eventual da mPa é antecedida por linhas de instabilidade que provocam tempestades tropicais. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">O clima semi-árido distingue-se do tropical pela fraca atuação da mEc, o que condiciona estiagens ainda mais prolongadas e totais pluviométricos menores. Na extensa mancha semi-árida do Sertão nordestino, ocorre larga variação da estação seca, que dura entre seis e onze meses. As chuvas concentram-se no verão e início do outono, quando podem ser torrenciais e provocar inundações. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">Contudo a característica mais marcante desse tipo climático não é a escassez das precipitações, mas a sua irregularidade. Quando as chuvas de janeiro ou fevereiro não caem – ou são pouco intensas – instala-se um ano de seca. Periodicamente, registram-se períodos de seca de alguns anos, nos quais as precipitações ficam bastante abaixo do normal. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">Clima tropical atlântico abrange a fachada oriental nordestina, incluindo as planícies litorâneas e as vertentes orientais dos planaltos, desde o Rio Grande do Norte </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">até quase o extremo sul da Bahia. A sua característica distintiva é o regime de precipitações, que apresenta totais pluviométricos elevados, em torno de l.500mm, com chuvas concentradas nos meses de outono e inverno. O climograma de Recife (PE) é representativo desse regime: embora não exista estação verdadeiramente seca, as grandes chuvas ocorrem entre abril e julho. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">O clima tropical de altitude apresenta regime de chuvas concentradas no verão. O seu traço distintivo não se encontra nas precipitações, mas nas temperaturas. Nos planaltos e nas serras da metade leste de São Paulo, do sul de Minas Gerais e de uma estreita faixa ocidental do Rio de Janeiro, as médias anuais ficam entre 18°C e 21°C, e as médias de julho, abaixo de 18°C. Na Serra da Mantiqueira, há uma mancha com médias de julho entre 12°C e 15°C. Nessa mancha, estão as cidades turísticas de Campos do Jordão (SP) e Monte Verde (MG), à altitude de l.600 metros, que apresentam temperaturas ainda menores. A média anual de Campos do Jordão não chega a 14°C. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">O clima subtropical domina toda a Região Sul, além do extremo sul de São Paulo e do Mato Grosso do Sul. Distingue-se de todos os demais climas brasileiros pelos padrões da circulação atmosférica. A mEc exerce influência restrita, de tal forma que no verão atinge apenas a latitude do norte do Paraná. Por outro lado, a mPa (massa polar atlântica) exerce influência ampla, que é dominante durante o inverno. </span><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span class="Apple-style-span" style="font-family: Arial, helvetica, sans-serif; font-size: 12px; line-height: 20px;">As temperaturas permitem distinguir dois subtipos do clima subtropical. As áreas mais elevadas, na porção leste e no centro da região, exibem médias anuais inferiores a 18°C, e médias de janeiro em tomo de 22°C ou 23°C. Esse é o clima subtropical com verões brandos. Já as áreas mais baixas, na parte oeste da região e nas planícies litorâneas do Paraná e de Santa Catarina, exibem médias anuais superiores a 18°C, e médias de janeiro próximas de 24°C. Na Campanha Gaúcha, o mês mais quente tem médias superiores a 24°C. Esse é o clima subtropical com verões quentes, bem representado pelo climograma de Porto Alegre (RS).</span></div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0tag:blogger.com,1999:blog-165945617149589030.post-2790946177636522002011-07-28T17:38:00.000-07:002011-07-28T17:38:21.618-07:00Principais problemas do relevo brasileiro<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Arial; font-size: 13px; line-height: 24px;"><img alt="Região Centro-Oeste (www.portalbrasil.net)" src="http://www.portalbrasil.net/images/centro-oeste.jpg" /></span></div><span class="Apple-style-span" style="font-family: Arial; font-size: 13px; line-height: 24px;">O clima da região é tropical semi-umido, com frequentes chuvas de verão. A vegetação, de cerrado nos planaltos, é variada no Pantanal. No sudoeste de Goiás e no oeste de Mato Grosso do Sul, o solo é fértil, em contraste com a aridez do nordeste goiano. Os recursos minerais mais importantes são calcário (em Goiás e Mato Grosso), água mineral, cobre, amianto (no norte goiano), níquel e ferro-nióbio (em Goiás). O Brasil é o maior produtor mundial de nióbio, muito utilizado na indústria automobilística. Em Mato Grosso, aumenta a exploração da madeira, cuja retirada predatória cria um dos mais graves problemas ambientais do estado.</span></div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0tag:blogger.com,1999:blog-165945617149589030.post-85850317199316045742011-07-28T17:30:00.000-07:002011-07-28T17:32:19.310-07:00Principais Unidades do relevo brasileiro: Aziz Ab'Saber<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisSXw6IBO2ew_iejSWRo7taFvh0wPOZwi7pNgC2HJoPcsuaZKfOJdQ4VMpLWw7LbUh5zK1guZE2GpTTtNtNzyKFGCZxaoP35WOQaRU_slLB4Hzp9ZlW0YaY9JiHK8AkG7WvRYDfvhUkJBK/s1600/Brasil+relevo+Classifica%C3%A7%C3%A3o+Aziz+Ab%C2%B4Saber.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisSXw6IBO2ew_iejSWRo7taFvh0wPOZwi7pNgC2HJoPcsuaZKfOJdQ4VMpLWw7LbUh5zK1guZE2GpTTtNtNzyKFGCZxaoP35WOQaRU_slLB4Hzp9ZlW0YaY9JiHK8AkG7WvRYDfvhUkJBK/s400/Brasil+relevo+Classifica%C3%A7%C3%A3o+Aziz+Ab%C2%B4Saber.jpg" /></a></div><span class="Apple-style-span" style="font-family: sans-serif; font-size: 13px; line-height: 19px;"></span><br />
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O <b>Relevo do Brasil</b> é um domínio de estudos e conhecimentos sobre todos os<a href="http://pt.wikipedia.org/wiki/Planalto" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Planalto">planaltos</a> e <a href="http://pt.wikipedia.org/wiki/Plan%C3%ADcie" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Planície">planícies</a> do <a href="http://pt.wikipedia.org/wiki/Territ%C3%B3rio" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Território">território</a> <a href="http://pt.wikipedia.org/wiki/Brasil" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Brasil">brasileiro</a>.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">O Brasil é um país de altitudes modestas. Cerca de 40% do seu <a href="http://pt.wikipedia.org/wiki/Territ%C3%B3rio" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Território">território</a> encontra-se abaixo de 200 m de <a href="http://pt.wikipedia.org/wiki/Altitude" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Altitude">altitude</a>, 45% entre 200 e 600 m, e 12%, entre 600 e 900 m.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">O Brasil não apresenta grandes formações montanhosas, pois não existe nenhum <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Dobramento_moderno" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Dobramento moderno">dobramento moderno</a> em seu território.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em;">Tradicionalmente, o <a href="http://pt.wikipedia.org/wiki/Relevo" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Relevo">relevo</a> do Brasil é dividido de acordo com a <a href="http://pt.wikipedia.org/wiki/Classifica%C3%A7%C3%A3o" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Classificação">classificação</a> de <a href="http://pt.wikipedia.org/wiki/Aziz_Ab%27Saber" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Aziz Ab'Saber">Ab'Saber</a>, respeitado geógrafo <a href="http://pt.wikipedia.org/wiki/Paulista" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Paulista">paulista</a>, pioneiro na identificação dos grandes domínios morfoclimáticos nacionais. Sua classificação identifica dois grandes tipos de unidades de relevo no território brasileiro: <a href="http://pt.wikipedia.org/wiki/Planalto" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Planalto">planaltos</a> e planícies.</div><div style="line-height: 1.5em; margin-bottom: 0.5em; margin-left: 0px; margin-right: 0px; margin-top: 0.4em; text-align: center;"></div></div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com1tag:blogger.com,1999:blog-165945617149589030.post-10216556216196515462011-07-28T17:22:00.000-07:002011-07-28T17:22:27.519-07:00Estrutura Geológica do Brasil<div dir="ltr" style="text-align: left;" trbidi="on"><span class="Apple-style-span" style="font-family: Tahoma, Verdana, Geneva, Arial, Helvetica, sans-serif;"></span><br />
<div align="center" style="color: #151515; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><img alt="" height="226" src="http://www.brasilescola.com/upload/e/geologia%20do%20brasil1.jpg" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" width="298" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><span style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Área de mineração na Serra dos Carajás, nesse local é extraído minério de ferro formado em escudos cristalinos.</span></div><div align="left" style="color: #151515; margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">A realização de estudos direcionados ao conhecimento geológico é de extrema importância para saber quais são as principais jazidas minerais e quantidade que existe no subsolo. Tal informação proporciona o racionamento da extração de determinados minérios, de maneira que não comprometa sua reserva para o futuro. <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />A superfície brasileira é constituída basicamente por três estruturas geológicas: escudos cristalinos, bacias sedimentares e terrenos vulcânicos. <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">• Escudos cristalinos:</strong> são áreas cuja superfície se constituiu no Pré-Cambriano, essa estrutura geológica abrange aproximadamente 36% do território brasileiro. Nas regiões que se formaram no éon Arqueano (o qual ocupa cerca de 32% do país) existem diversos tipos de rochas, com destaque para o granito. Em terrenos formados no éon Proterozoico, são encontradas rochas metamórficas, onde se forma minerais como ferro e manganês. <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">• Bacias sedimentares:</strong> estrutura geológica de formação mais recente, que abrange pelo menos 58% do país. Em regiões onde o terreno se formou na era Paleozoica, existem jazidas carboníferas. Em terrenos formados na era Mesozoica, existem jazidas petrolíferas. Em áreas da era Cenozoica ocorre um intenso processo de sedimentação, correspondem às planícies. <br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /><strong style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">• Terrenos vulcânicos:</strong> esse tipo de estrutura ocupa somente 8% do território nacional, isso acontece por ser uma formação mais rara. Tais terrenos foram submetidos a derrames vulcânicos, as lavas deram origem a rochas, como o basalto e o diabásio, o primeiro é responsável pela formação dos solos mais férteis do Brasil, a “terra roxa”.</div></div>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0tag:blogger.com,1999:blog-165945617149589030.post-49076624127911304232011-07-22T05:28:00.000-07:002011-07-22T05:31:43.065-07:00O Relevo Brasileiro<div style="text-align: center; font-weight: bold;"><span style="font-size:180%;"> Relevo Brasileiro</span></div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><img 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" alt="" /></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">Introdução</span></p><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">O território brasileiro pode ser dividido em grandes unidades e classificado a partir de diversos critérios. Uma das primeiras classificações do relevo brasileiro, identificou oito unidades e foi elaborada na década de 1940 pelo geógrafo Aroldo de Azevedo. No ano de 1958, essa classificação tradicional foi substituída pela tipologia do geógrafo Aziz Ab´Sáber, que acrescentou duas novas unidades de relevo.<br /></span> </p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">Classificações de relevo </span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">Uma das classificações mais atuais é do ano de 1995, de autoria do geógrafo e pesquisador Jurandyr Ross, do Departamento de Geografia da USP (Universidade de São Paulo). Seu estudo fundamenta-se no grande projeto Radambrasil, um levantamento feito entre os anos de 1970 e 1985. O Radambrasil tirou diversas fotos da superfície do território brasileiro, através de um sofisticado radar acoplado em um avião. Jurandyr Ross estabelece 28 unidades de relevo, que podem ser divididas em planaltos, planícies e depressões. </span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">Características do relevo brasileiro </span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">O relevo do Brasil tem formação muito antiga e resulta principalmente de atividades internas do planeta Terra e de vários ciclos climáticos. A <a href="http://www.suapesquisa.com/geografia/erosao.htm">erosão</a>, por exemplo, foi provocada pela mudança constante de <a href="http://www.suapesquisa.com/clima"> climas</a> úmido, quente, semi-árido e árido. Outros fenômenos da natureza (ventos e chuvas) também contribuíram no processo de erosão.</span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">O relevo brasileiro apresenta-se em : </span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 50px; margin-right: 50px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;">Planaltos – superfícies com elevação e aplainadas , marcadas por escarpas onde o processo de desgaste é superior ao de acúmulo de sedimentos.<br />Planícies – superfícies relativamente planas , onde o processo de deposição de sedimentos é superior ao de desgaste.<br />Depressão Absoluta - região que fica abaixo do nível do mar.<br />Depressão Relativa – fica acima do nível do mar . A periférica paulista, por exemplo, é uma depressão relativa.<br />Montanhas – elevações naturais do relevo, podendo ter várias origens , como falhas ou dobras.</span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> </div><p class="MsoNormal" style="margin-left: 25px; margin-right: 25px; text-align: center; font-weight: bold; font-family: times new roman;"><span style="font-size:100%;"> </span></p><div style="text-align: center; font-weight: bold; font-family: times new roman;"> <span style="font-size:100%;"><strong> <p style="margin-left: 45; margin-right: 45" align="center">Pontos Culminantes do Brasil</p> </strong></span> </div><table style="text-align: left; margin-left: auto; margin-right: auto; font-weight: bold; font-family: times new roman;" border="1" cellpadding="4" cellspacing="1" width="513"><tbody><tr> <td bg valign="center" width="20%" style="color:#D7FFFF;"><span style="font-size:100%;"><strong> </strong></span><p align="center"><span style="font-size:100%;"><strong>Pico</strong></span></p> </td> <td bg valign="center" width="58%" style="color:#D7FFFF;"><span style="font-size:100%;"><strong> </strong></span><p align="center"><span style="font-size:100%;"><strong>Serra</strong></span></p> </td> <td bg valign="center" width="22%" style="color:#D7FFFF;"><span style="font-size:100%;"><strong> </strong></span><p align="center"><span style="font-size:100%;"><strong>Altitude (m)</strong></span></p> </td> </tr> <tr> <td valign="center" width="20%"> <p align="center"><span style="font-size:100%;">da Neblina</span></p> </td> <td valign="center" width="58%"> <p align="center"><span style="font-size:100%;">Imeri (Amazonas)</span></p> </td> <td valign="center" width="22%"> <p align="center"><span style="font-size:100%;">3.014</span></p> </td> </tr> <tr> <td valign="center" width="20%"> <p align="center"><span style="font-size:100%;">31 de Março</span></p> </td> <td valign="center" width="58%"> <p align="center"><span style="font-size:100%;">Imeri (Amazonas)</span></p> </td> <td valign="center" width="22%"> <p align="center"><span style="font-size:100%;">2.992</span></p> </td> </tr> <tr> <td valign="center" width="20%"> <p align="center"><span style="font-size:100%;">da Bandeira</span></p> </td> <td valign="center" width="58%"> <p align="center"><span style="font-size:100%;">do Caparaó (Espírito Santo/Minas Gerais)</span></p> </td> <td valign="center" width="22%"> <p align="center"><span style="font-size:100%;">2.890</span></p> </td> </tr> <tr> <td valign="center" width="20%"> <p align="center"><span style="font-size:100%;">Roraima</span></p> </td> <td valign="center" width="58%"> <p align="center"><span style="font-size:100%;">Pacaraima (Roraima)</span></p> </td> <td valign="center" width="22%"> <p align="center"><span style="font-size:100%;">2.875</span></p> </td> </tr> <tr> <td valign="center" width="20%"> <p align="center"><span style="font-size:100%;">Cruzeiro</span></p> </td> <td valign="center" width="58%"> <p align="center"><span style="font-size:100%;">do Caparaó (Espírito Santo)</span></p> </td> <td valign="center" width="22%"> <p align="center"><span style="font-size:100%;">2.861</span></p></td></tr></tbody></table>Niina ♥http://www.blogger.com/profile/01328378103836390175noreply@blogger.com0