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	<title>Soluções Em Odontologia &#187; Ortopedia Funcional dos Maxilares</title>
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		<title>Mastigação correta beneficia a saúde dos dentes e o sistema digestivo</title>
		<link>http://solucoesemodontologia.com.br/mastigacao-correta-beneficia-a-saude-dos-dentes-e-o-sistema-digestivo</link>
		<comments>http://solucoesemodontologia.com.br/mastigacao-correta-beneficia-a-saude-dos-dentes-e-o-sistema-digestivo#comments</comments>
		<pubDate>Thu, 05 Apr 2012 11:43:04 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Acontece]]></category>
		<category><![CDATA[Atualidades em Odontologia]]></category>
		<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[fonoaudiologia]]></category>
		<category><![CDATA[má oclusão]]></category>
		<category><![CDATA[mastigação]]></category>
		<category><![CDATA[saude oral]]></category>

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		<description><![CDATA[Ao assistir a excelente matéria do Programa Bem Estar, resolvi comentar sobre a importância da mastigação na prevenção da  má oclusão. Quando instalo um aparelho ortopédico na boca de crianças, adolescentes e adultos, oriento os pacientes quanto a necessidade de avaliação de um fonoaudiológo para a orientação e correção de possíveis erros mastigatórios em função [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Ao assistir a excelente matéria do Programa Bem Estar, resolvi comentar sobre a importância da mastigação na prevenção da  má oclusão. Quando instalo um aparelho ortopédico na boca de crianças, adolescentes e adultos, oriento os pacientes quanto a necessidade de avaliação de um fonoaudiológo para a orientação e correção de possíveis erros mastigatórios em função do tipo de alimentação utilizada. É importantíssimo o trabalho multidisciplinar para o tratamento integral daquele que nos procura.</p>
<p style="text-align: justify;">Leiam a matéria</p>
<p style="text-align: justify;">Duvidas e orientações, escrevam</p>
<p style="text-align: justify;">abs</p>
<p style="text-align: justify;"><strong>Dra. Jussara Jorge-Giorgi</strong></p>
<p style="text-align: justify;">Você já parou para analisar a maneira como você mastiga os alimentos? A mastigação é o primeiro processo da digestão e, se feita de maneira errada, pode causar diversos problemas. No Bem Estar desta terça-feira (3), a endocrinologista Cintia Cercato e a fonoaudióloga Adriana Bueno de Figueiredo explicaram e deram dicas para a mastigação correta.</p>
<p style="text-align: justify;">O padrão ideal de mastigação, segundo a Sociedade Brasileira de Fonoaudiologia, é a bilateral. Ela pode ser simultânea ou alternada, com movimentos verticais e de rotação de mandíbula. A mastigação correta beneficia o tônus muscular da boca e da língua, a saúde dos dentes e o bom funcionamento do sistema digestivo. Além disso, previne as alterações nas arcadas dentárias, os distúrbios da Articulação Temporomandibular (ATM) que podem causar dores crônicas de cabeça, fragmenta os alimentos de maneira correta, o que ajuda na digestão e aumenta a sensação de saciedade.</p>
<p style="text-align: justify;">Existem vários motivos que levam a uma mastigação incorreta: correria do dia-a-dia, estresse, problemas odontológicos (má oclusão, mordida cruzada, sensibilidade, obturação desgastada), distúrbios na Articulação Temporomandibular (ATM), fraqueza dos músculos responsáveis pela mastigação, alterações morfológicas como cicatrizes nos lábios entre outros. Além disso, alterações respiratórias como rinite e desvio de septo, que causam obstrução da respiração nasal e exigem a respiração pela boca, também podem provocar a má mastigação.</p>
<p style="text-align: justify;">Nas crianças, o desenvolvimento da mastigação começa desde o primeiro dia de vida com a amamentação. A força que o bebê faz para sugar o leite trabalha o tônus muscular e é um importante estímulo para o desenvolvimento ósseo e para uma futura mastigação.</p>
<p style="text-align: justify;">Facilitar a alimentação da criança mantendo por tempo muito prolongado a dieta pastosa, por exemplo, pode levar a conseqüências graves no futuro porque desequilibra o tônus muscular das estruturas moles como o lábio, a língua e as bochechas.</p>
<p style="text-align: justify;">Este desequilíbrio pode levar a uma deformação das arcadas dentárias (como a mordida aberta ou cruzada) e pode também colaborar para uma alteração na conformação da face no caso de uma predisposição genética, além de levar a criança a ter problemas de fala como a incapacidade de articular determinados fonemas.</p>
<p style="text-align: justify;">Nos adultos, a mastigação incorreta também pode provocar esse desequilíbrio, com conseqüências diretas na ATM, da qual as funções dependem do equilíbrio e da relação de forças entre vários músculos. Uma condição desfavorável ao trabalho desta articulação por tempo prolongado pode levar a um quadro de inflamação articular e a pessoa pode sentir dor localizada durante a mastigação e dores irradiadas de cabeça, cervicais e de ouvido. Também é muito comum nesses casos a presença de estalos e ruídos durante a mastigação ou zumbido nos ouvidos.</p>
<p style="text-align: justify;">Outra conseqüência para o adulto é a má digestão que pode causar desconforto após as refeições com sensação de estômago muito cheio, dores abdominais, sonolência, arrotos, enjoos e até vômitos. Quando a mastigação é correta, a produção de saliva é mais eficiente e ajuda a formar um bolo alimentar mais coeso e fácil de ser deglutido. Quando isso não ocorre, precisamos da ajuda de líquidos como água, refrigerantes e sucos para &#8220;empurrar&#8221; a comida, o que também colabora para a má digestão.</p>
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" alt="" width="494" height="476" /></p>
<p>&nbsp;</p>
<p style="text-align: justify;">Além disso, para a saciedade, é mais importante que o bolo alimentar seja mantido sobre os entres de trituração, o que aumenta a pressão interoclusal. A força mastigatória ativa os receptores dos ligamentos periodontais que enviam informações a um centro de saciedade no cérebro. Quando comemos muito rápido, não é possível realizar a mastigação corretamente, portanto a força mastigatória é menor ou inexistente, não há estimulo dos ligamentos periodontais e os receptores de saciedade não são ativados.</p>
<p style="text-align: justify;"> A manutenção do equilíbrio muscular das partes moles do sistema mastigatório é importante durante toda a vida, para prevenir futuros distúrbios que podem surgir após a terceira idade. A dificuldade de mastigar seja por falta de dentes, problemas com a prótese dentária ou fraqueza dos músculos da boca pode levar à desnutrição. Algumas pessoas deixam de comer carne, por exemplo, e podem ter anemia pela falta de ferro.</p>
<p style="text-align: justify;">Na mastigação, cada dente tem sua função. Os incisivos (da frente) servem para cortar os alimentos; os pré-molares têm a função de triturar a comida e os molares (do fundo) servem para pulverizar o bolo alimentar. A língua ajuda a lateralizar os alimentos. A mandíbula precisa ter um movimento vertical e circular e a mastigação deve ser de forma alternada: ora de um lado ora de outro, não se deve mastigar só de um lado o tempo todo.</p>
<p style="text-align: justify;">Na fase de abertura da boca, com a queda da mandíbula, há um relaxamento dos músculos levantadores e uma contração dos abaixadores. Em seguida, ocorre o fechamento da mandíbula com contração dos músculos levantadores e o relaxamento dos abaixadores. Neste momento, ocorre a fase oclusal, que é o golpe mastigatório propriamente dito.</p>
<p style="text-align: justify;">A língua, as bochechas e os lábios são responsáveis pela escolha, transporte e distribuição das partículas maiores de alimento nas superfícies dos dentes. Esse desempenho depende da qualidade e consistência do alimento.</p>
<p style="text-align: justify;">Os movimentos mandibulares são tridimensionais. Em uma visão frontal, a mandíbula desce para o lado que está sem o alimento (chamado de passivo) atingindo 2 cm de abertura e, em seguida, cruza a linha média para o lado que contém o alimento (chamado de ativo) e por fim eleva-se novamente, fechando a boca até atingir a posição cêntrica para fazer o golpe mastigatório.</p>
<p style="text-align: justify;">Inicialmente, os movimentos mandibulares são apenas de abertura e fechamento, no sentido vertical. Após determinado nível de trituração, os movimentos mandibulares ocorrem de forma rotatória.</p>
<p style="text-align: justify;">A fonoaudióloga Adriana Bueno de Figueiredo entrevistou 200 pessoas e separou 80 sem problemas odontológicos para analisar a mastigação de cada uma delas. Dessas 80, ela dividiu em dois grupos: 40 obesos e 40 com peso ideal. A pesquisa revelou que entre os obesos ocorreu um maior número de alterações funcionais. Eles mastigaram mais de um lado só, não fizeram a movimentação correta da mandíbula e tinham uma tonicidade menor dos lábios, das bochechas e da língua (acúmulo de gordura).</p>
<p style="text-align: justify;">Um estudo que fez a análise da distribuição do alimento na cavidade oral em pessoas saudáveis com dentição natural e completa mostrou que 10% apresentam mastigação bilateral simultânea (realizada dos dois lados ao mesmo tempo), 75% a mastigação bilateral alternada (ora de um lado, ora do outro) e 15% possuem o padrão mastigatório exclusivamente unilateral direito ou esquerdo.</p>
<p style="text-align: justify;">Para identificar uma mastigação errada ou ineficiente, é primordial que se dê atenção ao próprio bolo alimentar. Pedaços muito grandes de alimento, desconforto ou necessidade de utilização do líquido na hora de engolir já são sinais importantes de que a função não está sendo realizada corretamente. Outro fator importante é o desconforto ou dor durante a mastigação na região das bochechas ou da ATM. Estalos ou ruídos nos ouvidos também são sinais de que algo está errado.</p>
<p style="text-align: justify;">Demorar muito tempo para mastigar não significa que a pessoa está mastigando bem. Muitas vezes a língua não coordena o alimento sobre os dentes para fazer a trituração e o bolo alimentar fica sendo jogado de um lado para o outro da boca até ser amolecido pela própria língua e engolido com dificuldade ou com auxílio de líquido.</p>
<p style="text-align: justify;">Um exercício bem simples para fortalecer a musculatura envolvida na mastigação é fazer uma vitamina de frutas bem grossa,e tomá-la com um canudinho bem fininho, de duas a três vezes por semana. Este procedimento exige força muscular dos lábios, da língua e das bochechas ao mesmo tempo.</p>
<p style="text-align: justify;">Outra dica muito simples é procurar consumir alimentos menos cozidos como cenoura, beterraba, pepino ou brócolis para exigir mais da musculatura mastigatória. Mas atenção: pessoas com dores na região das bochechas ou da ATM não devem realizar estes procedimentos sem orientação prévia. Veja abaixo mais algumas dicas para a mastigação correta:</p>
<p style="text-align: justify;"><strong>Dicas</strong><br />
- Coloque na boca uma quantidade de alimento que permita uma mastigação confortável<br />
- Ao mastigar, preste atenção em qual lado está a comida. Após engolir, coloque a outra porção do alimento do outro lado<br />
- É possível ter alimento dos dois lados da boca ao mesmo tempo. O mais importante é que a língua sempre deve direcionar o bolo alimentar para a superfície dos dentes correspondentes: pedaços maiores nos pré-molares e à medida que eles vão ficando menores são jogados para os molares<br />
- A mastigação deve começar com movimentos verticais da mandíbula, que abre e fecha. A partir da metade do tempo da mastigação, os movimentos devem ser rotatórios para pulverizar o alimento.</p>
<p style="text-align: justify;">
<p style="text-align: justify;">FONTE: G1</p>
<img src="http://solucoesemodontologia.com.br/?ak_action=api_record_view&id=1520&type=feed" alt="" />]]></content:encoded>
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		</item>
		<item>
		<title>Sou credenciada Be Flash. Ortodontia Invisível.</title>
		<link>http://solucoesemodontologia.com.br/sou-credenciada-be-flash-ortodontia-invisivel</link>
		<comments>http://solucoesemodontologia.com.br/sou-credenciada-be-flash-ortodontia-invisivel#comments</comments>
		<pubDate>Mon, 27 Jun 2011 20:50:55 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Acontece]]></category>
		<category><![CDATA[Atualidades em Odontologia]]></category>
		<category><![CDATA[Odontopediatria]]></category>
		<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[be flash]]></category>
		<category><![CDATA[ortodontia invisivel]]></category>

		<guid isPermaLink="false">http://solucoesemodontologia.com.br/?p=1319</guid>
		<description><![CDATA[A Técnica Be Flash foi idealizada pela Dra. Maria Elisabeth de Oliveira no ano de 1992, e desde então esta técnica vem se desenvolvendo e se espalhando pelo mundo. A Reabilitação Dinâmica Funcional dos Maxilares e Odontologia Sistêmica, que consiste em trabalhar o paciente de forma integral, abrangendo o corpo como um todo e não [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">A Técnica Be Flash foi idealizada pela Dra. Maria Elisabeth de  Oliveira no ano de 1992, e desde então esta técnica vem se desenvolvendo  e se espalhando pelo mundo.</p>
<p style="text-align: justify;">A Reabilitação Dinâmica Funcional dos Maxilares e Odontologia Sistêmica,  que consiste em trabalhar o paciente de forma integral, abrangendo o  corpo como um todo e não se fixando somente na boca. E a Técnica Be Flash veio possibilitar novos recursos, trazendo maior  facilidade na elaboração dos aparelhos e maior qualidade dos materiais.</p>
<p style="text-align: justify;">As Cápsulas Be flash permitem diversas movimentações dentárias, também  servindo como placas miorrelaxantes (aliviando os traumas de oclusão,  melhorando respiração e posicionamento da língua).<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/06/foto_10.jpg"><img class="alignright size-medium wp-image-1320" title="foto_10" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/06/foto_10-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p style="text-align: justify;">Elas possibilitam a movimentação do dente sem  inclinação (coroa e raiz), por proporcionarem maior ancoragem, uma vez  que abraçam o dente em toda sua extensão, chegando muitas vezes até a  região gengival.</p>
<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/06/foto_02.jpg"><img class="alignleft size-medium wp-image-1321" title="foto_02" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/06/foto_02-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;">Elas buscam o equilíbrio muscular, oclusal e das bases ósseas,  procurando criar espaços para evitar extrações, a fim de ‘levar o errado  para o lugar certo’.</p>
<p style="text-align: justify;">O método Be Flash surgiu para aprimorar os aparelhos encapsulados, antes  confeccionados apenas em resina, com o objetivo de trazer mais conforto  ao paciente, do ponto de vista funcional e também estético, e rapidez  nas correções ortodônticas, além da agilidade na confecção e menores  custos.</p>
<p style="text-align: justify;">Agora sou credenciada neste método, e quero oferecer a você cliente em saúde o melhor e o mais moderno sistema de recuperação do sorriso. Agende uma consulta e vamos estudar o seu caso.</p>
<p style="text-align: justify;">Abs</p>
<p style="text-align: justify;"><strong>Dra. Jussara Jorge-Giorgi</strong></p>
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		<title>Dentista não é super heroí; mas cuida da saúde oral deles!!!</title>
		<link>http://solucoesemodontologia.com.br/dentista-nao-e-super-heroi-mas-cuida-da-saude-oral-deles</link>
		<comments>http://solucoesemodontologia.com.br/dentista-nao-e-super-heroi-mas-cuida-da-saude-oral-deles#comments</comments>
		<pubDate>Fri, 08 Apr 2011 14:53:16 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Atualidades em Odontologia]]></category>
		<category><![CDATA[Odontopediatria]]></category>
		<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[dentes limpos]]></category>
		<category><![CDATA[prevenção bucal]]></category>
		<category><![CDATA[Saúde Bucal]]></category>
		<category><![CDATA[saúde oral de seus filhos]]></category>
		<category><![CDATA[super heroí]]></category>

		<guid isPermaLink="false">http://solucoesemodontologia.com.br/?p=1272</guid>
		<description><![CDATA[Atendemos seu filho, criança e  adolescente visando promover saúde, evitando o dano irreversível da cárie dentária e acompanhando o  seu crescimento para que ele  viva sem cáries, com dentes alinhados e com a oclusão normal. Tratar cada necessidade no momento adequado ao nascimento dos dentes e ainda divertindo-o em um ambiente agradável e descontraído, é [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/04/DSCF2602.jpg"><img class="alignleft size-medium wp-image-1274" title="DSCF2602" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/04/DSCF2602-300x225.jpg" alt="" width="300" height="225" /></a>Atendemos seu filho, criança e  adolescente visando promover saúde, evitando o dano irreversível  da cárie dentária e acompanhando o  seu crescimento para que ele  viva sem cáries, com dentes alinhados e  com a oclusão normal.<strong><br />
</strong>Tratar cada necessidade no  momento adequado ao nascimento dos dentes e ainda divertindo-o em um ambiente  agradável e descontraído, é a nossa maneira de trata-lo.</p>
<p style="text-align: justify;">Após a consulta e  diagnóstico  inicial, iremos monitorar a erupção dos dentes, através de  visitas programadas , sempre  atuando preventivamente .<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/04/DSCF2606.jpg"><img class="alignright size-medium wp-image-1275" title="DSCF2606" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/04/DSCF2606-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p style="text-align: justify;">A prevenção e a manutenção da saúde oral, começa ainda na fase intra-uterina, e daremos a orientação a mamãe e ao futuro bebê.</p>
<p style="text-align: justify;">Estou a disposição para mais esclarecimentos</p>
<p>abs</p>
<p><strong>Dra. Jussara Jorge-Giorgi</strong></p>
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		<title>Bruxismo é uma desordem dentária altamente destrutiva</title>
		<link>http://solucoesemodontologia.com.br/bruxismo-e-uma-desordem-dentaria-altamente-destrutiva</link>
		<comments>http://solucoesemodontologia.com.br/bruxismo-e-uma-desordem-dentaria-altamente-destrutiva#comments</comments>
		<pubDate>Mon, 28 Feb 2011 19:43:11 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Atualidades em Odontologia]]></category>
		<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[bruxismo]]></category>
		<category><![CDATA[desgaste dos dentes]]></category>
		<category><![CDATA[ranger de dentes]]></category>
		<category><![CDATA[ronco e bruxismo]]></category>

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		<description><![CDATA[Quem convive com o problema de apertar e ranger os dentes enquanto dorme já deve ter ouvido a afirmação que o distúrbio tem como sua maior causa o estresse. Um grupo de pesquisadores em dor orofacial e desordens do sono da PUC-RS, começa a dar uma nova abordagem ao problema, na qual o estresse deixa [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><strong><em>Quem convive com o problema de apertar e  ranger os dentes enquanto dorme já deve ter ouvido a afirmação que o  distúrbio tem como sua maior causa o estresse.</em></strong></p>
<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/bruxismo.jpg"><img class="alignleft size-medium wp-image-1244" title="bruxismo" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/bruxismo-300x197.jpg" alt="" width="300" height="197" /></a>Um grupo de pesquisadores em  dor orofacial e desordens do sono da PUC-RS, começa a dar uma nova abordagem  ao problema, na qual o estresse deixa de ser o maior vilão do bruxismo  para tornar-se apenas um coadjuvante. Para estes estudiosos, o distúrbio  está associado à dificuldade de se respirar durante o sono leve &#8211;  estágio anterior ao sono profundo.</p>
<p style="text-align: justify;">A pesquisa demonstrou que o uso de um dispositivo de avanço mandibular  (conhecido por &#8220;placa de ronco&#8221;) durante 30 dias melhorou  significativamente o problema em quase 100% dos 28 pacientes estudados.</p>
<p style="text-align: justify;">O bruxismo e a apneia têm relação à dificuldade da passagem do ar.  &#8220;Imagine uma rodovia. No distúrbio, todos os carros passam com uma  velocidade menor. Na apneia, nenhum carro passa&#8221;.</p>
<p style="text-align: justify;">Alguns autores afirmam que bruxismo é todo contato de dentes que ocorre  fora da função, já que o contato dos dentes só deve ocorrer na  mastigação e deglutição, inclusive da saliva.</p>
<p style="text-align: justify;">Nesses casos o tempo médio de contato diário fica em torno de 12 a 20  minutos. Qualquer contato fora disso é caracterizado como bruxismo. O  distúrbio leva a uma grande força de contato entre as superfícies  oclusais dos dentes superiores e inferiores e produz sons incômodos às  pessoas próximas.</p>
<p style="text-align: justify;">O primeiro estudioso do sono a descobrir a função do distúrbio para a  respiração foi o cirurgião-dentista franco-canadense Gilles Lavigne.  Conforme o pesquisador, quando uma pessoa está acordada, a cabeça fica  na posição ereta e a mandíbula na horizontal.</p>
<p style="text-align: justify;">Quando dorme, a cabeça fica na horizontal. A mandíbula fica na vertical e  cai para trás. O bruxismo faz parte de um mecanismo de  acordar/despertar, em geral no estágio do sono leve &#8211; quando a  necessidade de oxigênio é maior do que no sono profundo. Sua função é  manter a passagem das vias aéreas e a lubrificação da cavidade oral.<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/bruxismo3.jpg"><img class="alignright size-medium wp-image-1246" title="bruxismo3" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/bruxismo3-245x300.jpg" alt="" width="245" height="300" /></a></p>
<p style="text-align: justify;">Mesmo acordado, a mandíbula é projetada à frente pelos músculos da região até os dentes entrarem em contato.</p>
<p style="text-align: justify;">A musculatura fica tensa para evitar que a mandíbula volte a cair para  trás. &#8220;É neste momento que a pessoa range e/ou aperta os dente&#8221;, observa  Grossi.</p>
<p style="text-align: justify;">Esse mecanismo evita que a mandíbula volte a cair para trás, o que  reduziria novamente a passagem do ar na região do orofaringe &#8211; que fica  atrás do nariz e da boca.</p>
<p style="text-align: justify;">O bruxismo normal ou fisiológico não provoca sintomas. Já o patológico  ocorre em pessoas com dificuldade de entrar em sono profundo. Quem fica muito tempo no sono leve pode ter até 40  minutos de bruxismo por noite. De manhã, tende a apresentar  sensibilidade nos dentes da frente, dores de cabeça, na face e na  articulação logo à frente dos ouvidos (articulação têmporo-mandibular).  &#8220;Em longo prazo, corre o risco de ter desgaste excessivo dos dentes e o  aumento do tamanho dos músculos da face&#8221;.</p>
<p style="text-align: justify;">O distúrbio pode acontecer mesmo com a pessoa acordada, e sua etiologia é  diferente do bruxismo do sono, e normalmente não possui sintomas. É  apenas um hábito adquirido que precisa ser mudado.</p>
<p style="text-align: justify;"><strong>Tratamento multidisciplinar</strong></p>
<p style="text-align: justify;">O tratamento clássico da doença pode ser feito por meio de placas para  proteger dentes e relaxar os músculos. Os dispositivos de avanço  mandibular ou &#8220;placas de ronco&#8221; eram originalmente usadas por pessoas  com dificuldades de passagem de ar ao dormir (apneia/hipoapneia), mas  essas placas agora mostraram no estudo também reduzir significativamente  o bruxismo do sono.</p>
<p style="text-align: justify;">Nem todos os casos podem ser tratados por  cirurgiões-dentistas.  &#8220;Se a pessoa tem problemas de bruxismo, ronco e  apnéia, precisa procurar um laboratório do sono e ser avaliada por uma  equipe médica, que vai investigar e fazer o diagnóstico. O tratamento  é multidisciplinar.</p>
<p style="text-align: justify;">Um exame clínico correto vai indicar as possíveis causas do bruxismo. O  tratamento vai desde uma simples orientação mastigatória com  fisioterapia aplicada, até a necessidade de pequenos ajustes na oclusão  removendo ou acrescentando material sobre os dentes, ou ainda com o uso  de aparelhos ortopédicos funcionais.</p>
<p style="text-align: justify;">A utilização de placas protetoras noturnas apenas impede um desgaste  excessivo do esmalte dentário, porem modifica a altura da oclusão  durante o período de uso. Durante o dia, sem a placa, a boca oclui em  altura diferente podendo levar a uma desorganização do controle  muscular.<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/placa-de-bruxismo.jpg"><img class="alignright size-medium wp-image-1247" title="placa de bruxismo" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/placa-de-bruxismo-300x205.jpg" alt="" width="300" height="205" /></a></p>
<p style="text-align: justify;">Nem de longe o termo bruxismo é algo relacionado à bruxaria. No  vocabulário odontológico significa apertamento dos dentes. O termo é  derivado do francês &#8220;la bruxomanie&#8221;, utilizado para identificar um  problema dentário desencadeado pelo movimento anormal da mandíbula.</p>
<p style="text-align: justify;">Normalmente o ruído é tão forte, em intervalos intermitentes, que se  assemelham com o barulho do atrito de duas pedras de granito. Somente  alguns casos são diagnosticados precocemente, pois a pessoa portadora  desse hábito não sabe o barulho que faz e muitas vezes, continua  dormindo tranquilamente.</p>
<p style="text-align: justify;">.Em compensação, a companheira ou companheiro que dorme junto é quem  sofre ainda mais, mas, quase sempre, dá o alarme tardiamente, quando  o desgaste dos dentes e a queda na qualidade de vida do paciente já estão em  fase adiantada.</p>
<p style="text-align: justify;">Um avaliação odontológica somada a uma abordagem homeopática, podem ajudar a controlar e tratar este problema.</p>
<p style="text-align: justify;">
<p style="text-align: justify;"><strong>Dra. Jussara S. Jorge Giorgi</strong></p>
<p><strong>Fonte:</strong> Paraná Online</p>
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		<title>Ronco e disfunção erétil. Qual a relação?</title>
		<link>http://solucoesemodontologia.com.br/ronco-e-disfuncao-eretil-qual-a-relacao</link>
		<comments>http://solucoesemodontologia.com.br/ronco-e-disfuncao-eretil-qual-a-relacao#comments</comments>
		<pubDate>Tue, 15 Feb 2011 18:57:23 +0000</pubDate>
		<dc:creator>Dr. Mario Giorgi</dc:creator>
				<category><![CDATA[Atualidades em Odontologia]]></category>
		<category><![CDATA[Indicação de Leitura]]></category>
		<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[aparelho ronco]]></category>
		<category><![CDATA[disfunção erétil]]></category>
		<category><![CDATA[ronco]]></category>
		<category><![CDATA[ronco e disfunção erétil]]></category>

		<guid isPermaLink="false">http://solucoesemodontologia.com.br/?p=1225</guid>
		<description><![CDATA[A maioria dos homens, em algum momento de suas vidas, vivencia episódios de disfunção erétil. Dentre as causas estão desde traumas, má alimentação, abuso de álcool, até cansaço. E é nessa última opção que entram as noites mal dormidas decorrentes de distúrbios do sono. Ronco, apneia do sono, bruxismo e dores de cabeça por compressão [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><em> </em><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/sono-ronco.jpg"><img class="alignleft size-full wp-image-1226" title="sono ronco" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/sono-ronco.jpg" alt="" width="225" height="211" /></a>A maioria dos homens, em algum momento de suas vidas,  vivencia episódios de disfunção erétil. Dentre as causas estão desde  traumas, má alimentação, abuso de álcool, até cansaço. E é nessa última  opção que entram as noites mal dormidas decorrentes de distúrbios do  sono. Ronco, apneia do sono, bruxismo e dores de cabeça por compressão  da arcada dentária, são doenças crônicas que, se tratadas, proporcionam  um descanso de qualidade, e consequentemente, reduzem ou podem até resolver  problemas de disfunção erétil.</p>
<p style="text-align: justify;">Sonolência diurna é  justamente  uma das evidências que mostram se tratar de um paciente roncador ou com  apneia do sono que necessitam de tratamento para passar a dormir bem, reduzindo ou até  eliminando casos de disfunção erétil.</p>
<p style="text-align: justify;">Muitas pessoas acreditam no mito de que o ronco é sinal de um sono  profundo, mas é exatamente o contrário. Roncar faz barulho e denota  dificuldade de entrada do ar, o que não produz um sono de qualidade. O  indivíduo não percebe, mas passa a noite toda em estado de  semirelaxamento, e no dia seguinte, não se sentirá disposto como  deveria.</p>
<p style="text-align: justify;">Quem não busca tratamento ou os cuidados necessários para solucionar  esse distúrbio terá por toda a vida falta de energia e sonolência, o que  pode gerar problemas com a ereção, advindos do cansaço extremo.</p>
<p style="text-align: justify;"><strong>O Tratamento</strong></p>
<p style="text-align: justify;">Próteses ou aparelhos nos dentes feitos  especificamente para o paciente com distúrbios do sono, são métodos  altamente eficazes para eliminar o problema. Um  estudo detalhado de ser feito em Clínicas do Sono, cujo  responsável é um médico do sono. Com esse diagnóstico, temos condições  de saber os níveis de ronco e se existem outros distúrbios do sono  presentes, como a própria apneia ou o bruxismo.<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/apneia.jpeg"><img class="alignright size-full wp-image-1228" title="apneia" src="http://solucoesemodontologia.com.br/wp-content/uploads/2011/02/apneia.jpeg" alt="" width="258" height="289" /></a></p>
<p style="text-align: justify;">O aparelho oral é confeccionado de acordo com o tipo de arcada dental de  cada indivíduo. Existem vários tipos de aparelhos, escolhidos após uma  avaliação das condições orais e faciais que incluem um exame  odontológico completo da boca, dos dentes e gengivas, dos músculos da  face e da mastigação e articulação da mandíbula – a ATM.</p>
<p style="text-align: justify;">
<p style="text-align: justify;"><strong>Dr. Mario Giorgi</strong></p>
<p style="text-align: justify;">
<p style="text-align: justify;">Fonte: Dr. Eduardo Rollo Duarte / <strong>Fonte:</strong> Portal Bagaraí</p>
<p style="text-align: justify;">
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		<title>A necessidade de tratamento ortodôntico</title>
		<link>http://solucoesemodontologia.com.br/a-necessidade-de-tratamento-ortodontico</link>
		<comments>http://solucoesemodontologia.com.br/a-necessidade-de-tratamento-ortodontico#comments</comments>
		<pubDate>Mon, 20 Dec 2010 18:09:53 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[dentes tortos]]></category>
		<category><![CDATA[má oclusão]]></category>
		<category><![CDATA[má posição dos dentes]]></category>
		<category><![CDATA[tratamento ortodontico]]></category>

		<guid isPermaLink="false">http://solucoesemodontologia.com.br/?p=1167</guid>
		<description><![CDATA[A Ortodontia é a especialidade da odontologia que corrige as más-oclusões, isto é, a posição inadequada dos dentes e dos ossos maxilares. A crescente preocupação, principalmente, relacionada à estética do sorriso e também das funções mastigatória, respiratória e da fonação, faz do tratamento ortodôntico um importante aliado na busca de uma vida mais saudável. Dentes [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><em><strong>A Ortodontia é a especialidade da  odontologia que corrige as más-oclusões, isto é, a posição inadequada  dos dentes e dos ossos maxilares.</strong><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/bracket_estet2.jpg"><img class="alignright size-full wp-image-1168" title="bracket_estet2" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/bracket_estet2.jpg" alt="" width="296" height="227" /></a><br />
</em></p>
<p style="text-align: justify;">A crescente preocupação, principalmente, relacionada à  estética do sorriso e também das  funções mastigatória, respiratória e  da fonação, faz do tratamento ortodôntico um importante aliado na busca  de uma vida mais saudável. Dentes tortos ou dentes que não se encaixam  corretamente são difíceis de serem mantidos limpos, assim, podem ser  perdidos precocemente devido à formação de cáries e problemas gengivais.  Também podem causar uma fadiga muscular, um “cansaço” excessivo aos  músculos de mastigação que pode levar a dores de cabeça, disfunções da  ATM (articulação da mandíbula) e dores na região do pescoço, dos ombros e  das costas.</p>
<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/má-oclusão-1.jpg"><img class="alignleft size-full wp-image-1169" title="má oclusão 1" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/má-oclusão-1.jpg" alt="" width="191" height="100" /></a>Inúmeros estudos têm demonstrado e confirmado que uma má-oclusão pode  afetar negativamente na vida de uma pessoa. Dentes bem posicionados e um  sorriso agradável conotam um status positivo em todos os níveis sociais  e idades, enquanto que dentes irregulares carregam um status negativo.  Isso pode afetar a maneira pela qual uma pessoa interage com as outras,  trazendo-lhe desconforto psicossocial e emocional.</p>
<p style="text-align: justify;">A mastigação deficiente é frequentemente relatada por pacientes com  má-oclusão, decorrente de um “encaixe” incorreto dos dentes superiores  em relação aos dentes inferiores. Devido a isso, também podem apresentar  uma maior dificuldade na deglutição, o ato de engolir, tornando-se  necessárias adaptações da musculatura, o que por sua vez pode acarretar  em desordens na ATM.</p>
<p style="text-align: justify;">Há alguns anos, a grande maioria dos pacientes submetidos ao tratamento  ortodôntico era composta por crianças e adolescentes, eram poucos  “adultos” que utilizavam aparelhos. Atualmente, técnicas mais discretas  onde o aparelho é menos perceptível ou até mesmo transparente, fizeram  com que a aceitação do aparelho por pacientes de todas as idades (20,  30, &#8230;60 anos) seja maior. É cada vez mais freqüente a procura da  Ortodontia prévia a reabilitação oral com próteses e implantes,  fazendo-se um tratamento combinado para alcançar melhores resultados.<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/ma-oclusao.jpg"><img class="alignright size-full wp-image-1170" title="ma-oclusao" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/ma-oclusao.jpg" alt="" width="250" height="127" /></a></p>
<p style="text-align: justify;">A necessidade do tratamento ortodôntico ocorre diante de diversos  quadros de más-oclusões. A procura por um dentista ou ortodontista para  um diagnóstico preciso e indicação de tratamento correto é fundamental  para cada paciente.</p>
<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/dscn0673.jpg"><img class="alignleft size-medium wp-image-1171" title="dscn0673" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/12/dscn0673-300x225.jpg" alt="" width="300" height="225" /></a><strong>Um belo sorriso pode trazer efeitos positivos na  qualidade de vida.</strong></p>
<p style="text-align: justify;">
<p style="text-align: justify;"><strong>abraços</strong></p>
<p style="text-align: justify;"><strong>Dra. Jussara Jorge-Giorgi</strong></p>
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		<title>Ranger dentes: porque isso acontece?</title>
		<link>http://solucoesemodontologia.com.br/ranger-dentes-porque-isso-acontece</link>
		<comments>http://solucoesemodontologia.com.br/ranger-dentes-porque-isso-acontece#comments</comments>
		<pubDate>Wed, 28 Jul 2010 12:10:35 +0000</pubDate>
		<dc:creator>Dr. Mario Giorgi</dc:creator>
				<category><![CDATA[Atualidades em Odontologia]]></category>
		<category><![CDATA[Homeopatia Odontológica]]></category>
		<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[bruxismo]]></category>
		<category><![CDATA[consulta homeopatica]]></category>
		<category><![CDATA[desgaste dos dentes]]></category>
		<category><![CDATA[Homeopatia]]></category>
		<category><![CDATA[ranger dentes]]></category>

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		<description><![CDATA[É um mal da vida moderna. A irritação e o estresse do dia-a-dia prejudicam o sono e podem causar complicações ainda maiores. Alguns pacientes  descobrem que tem bruxismo depois que um dente fratura de tanto pressionar a arcada dentária durante a noite. Relatam que acordam com dor na mandíbula, os dentes muito apertados. O bruxismo é [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo-1.jpg"></a><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo-1.jpg"><img class="alignleft size-full wp-image-885" title="bruxismo 1" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo-1.jpg" alt="" width="225" height="144" /></a>É um mal da vida moderna. A irritação e o estresse do dia-a-dia prejudicam o sono e podem causar complicações ainda maiores.</p>
<p style="text-align: justify;">Alguns pacientes  descobrem que tem bruxismo depois que um dente fratura de tanto pressionar a arcada dentária durante a noite. Relatam que acordam com dor na mandíbula, os dentes muito apertados. <a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo.jpg"><img class="alignright size-medium wp-image-884" title="bruxismo" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo-300x167.jpg" alt="" width="300" height="167" /></a></p>
<p style="text-align: justify;">O bruxismo é mais um mal comum na vida moderna. A correria do dia-a-dia, a ansiedade e, principalmente, o estresse agravam esta disfunção que muitas pessoas têm, mas nem sabem.  Os danos para quem não cuida do bruxismo são crescentes.</p>
<p style="text-align: justify;">“Bruxismo vai como dominó, no começo a pessoa não liga muito. Pensa que desgastou um pouquinho o dente, mas aquilo vai caminhando. Aí a pessoa sente o dente mole. No grau mais severo, pode causar problema na articulação. Estalos quando abre a boca.</p>
<p style="text-align: justify;">A disfunção ocorre à noite. O próprio dia-a-dia do indivíduo faz com que ele manifeste mais ou menos. Se está mais estressado, mais irritado, pode potencializar o ranger de dentes. Além do emocional, o fator hereditário e alterações na mordida (oclusão), podem ser os fatores desencadeantes do problema. Quando você tem um desequilíbrio, um dente fora de posição, uma restauração mais alta, uma coroa, uma prótese desbalanceada,  isso pode acabar gerando bruxismo.</p>
<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo2.jpg"><img class="alignleft size-full wp-image-887" title="bruxismo2" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/bruxismo2.jpg" alt="" width="242" height="130" /></a>Os dentistas indicam para a maioria dos pacientes uma placa de acrílico. Ela ameniza os sintomas e controla o desgaste dos dentes durante o sono. Mudar alguns hábitos também pode ajudar, como escovar os dentes com escovas ultra-macias para não agredir ainda mais o esmalte do dente; evitar tomar bebidas que contenham cafeína e não fazer exercícios antes de se deitar, são algumas dicas.</p>
<p style="text-align: justify;">Além de prejudicar o sono, o bruxismo também pode causar enxaqueca e até problemas no pescoço e nas costas, por causa da tensão dos músculos da face.</p>
<p style="text-align: justify;">Uma abordagem homeopática pode ajudar a compreender melhor a pessoa que range os dentes. Além da técnica, instalação de aparelhos e etc, a valorização sintomática dos sintomas apresentados e o porque isso acontece, auxiliam e muito na seleção do medicamento homeopático individualizado.<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/mario-homeopatia.bmp"><img class="size-full wp-image-888 aligncenter" title="mario-homeopatia" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/07/mario-homeopatia.bmp" alt="" /></a><strong>Consulte , um cirurgião dentista homeopata</strong>.</p>
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		<title>Entenda quais são os problemas da ATM (articulação temporo mandibular)</title>
		<link>http://solucoesemodontologia.com.br/entenda-quais-sao-os-problemas-da-atm-articulacao-temporo-mandibular</link>
		<comments>http://solucoesemodontologia.com.br/entenda-quais-sao-os-problemas-da-atm-articulacao-temporo-mandibular#comments</comments>
		<pubDate>Sun, 20 Jun 2010 22:20:31 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[bruxismo]]></category>
		<category><![CDATA[dor atm]]></category>
		<category><![CDATA[dor de cabeça]]></category>
		<category><![CDATA[estalos articulação]]></category>

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		<description><![CDATA[O que é ATM? ATM é a abreviatura de &#8220;Articulação TemporoMandibular&#8221;. Essa articulação situa-se logo à frente do ouvido e é responsável pelos movimentos executados pela mandíbula. Qual é a principal característica de um paciente que tem problemas de ATM? O principal indicativo de uma alteração na ATM é o estalido (clique), normalmente acompanhado de [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">
<p style="text-align: justify;"><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/06/atm.jpg"><img class="aligncenter size-medium wp-image-813" title="atm" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/06/atm-300x282.jpg" alt="" width="300" height="282" /></a></p>
<p style="text-align: justify;"><strong><em>O que é ATM?</em></strong></p>
<p style="text-align: justify;">ATM é a abreviatura de &#8220;Articulação TemporoMandibular&#8221;. Essa articulação situa-se logo à frente do ouvido e é responsável pelos movimentos executados pela mandíbula.</p>
<p style="text-align: justify;"><strong><em>Qual é a principal característica de um paciente que tem problemas de ATM?</em></strong></p>
<p style="text-align: justify;">O principal indicativo de uma alteração na ATM é o estalido (clique), normalmente acompanhado de dor que se manifesta na cabeça, face, pescoço, olhos e dentes. A ausência de dor não é sinal de normalidade. O estalido (clique), por si só, já traduz problemas nas ATMs.</p>
<p style="text-align: justify;"><strong><em>Quais as principais causas dos problemas de ATMs?</em></strong></p>
<p style="text-align: justify;">
<p style="text-align: justify;">Toda e qualquer doença necessita de mais de um fator para a sua ocorrência. O fator principal deve ser acompanhado dos fatores que contribuem, modificam ou perpetuam a doença. No caso da disfunção das ATMs, acredita-se que o fator principal seja a maloclusão (relacionamento inadequado entre os dentes da maxila e mandíbula), sendo o &#8220;stress&#8221;, os hábitos parafuncionais e algumas doenças sistêmicas ou hormonais capazes de contribuir, modificar ou perpetuar o seu aparecimento. Contudo, sabe-se que a ordem dos fatores principais e secundários pode alterar-se, havendo diferentes pesos no julgamento de quem é o agente iniciador da disfunção.</p>
<p style="text-align: justify;"><strong><em>Por que acontece o estalido (clique) nas ATMs?</em></strong></p>
<p style="text-align: justify;">Entre as faces articulares dos ossos que compõem as ATMs (osso temporal e côndilo da mandíbula), existe uma estrutura fibrocartilaginosa chamada disco articular, cujas principais funções são amortecer e amoldar as superfícies ósseas incongruentes da articulação, evitando traumas e desgastes prematuros. Quando o disco articular se desloca de sua posição fisiológica, acontece o estalido (clique), notado nos movimentos mandibulares, tais como: falar, mastigar, cantar, bocejar etc.</p>
<p style="text-align: justify;"><strong>Por que o problema de ATM pode causar dor de cabeça?</strong></p>
<p style="text-align: justify;">As dores de cabeça provenientes das disfunções de ATM, em geral, não são propriamente de cabeça: são dores nos músculos que envolvem a cabeça. Posições posturais viciosas, relacionamento dental inadequado, apertamento e/ou ranger de dentes, associados ao &#8220;stress&#8221;, normalmente culminam em quadros crônicos de dores nos músculos da face, da cabeça e do pescoço.</p>
<p style="text-align: justify;">
<p style="text-align: justify;">
<p style="text-align: justify;"><strong><em>Por que o problema de ATM pode causar dor de ouvido?</em></strong></p>
<p style="text-align: justify;">A proximidade entre a ATM e o ouvido pode ocasionalmente confundir o paciente sobre o local de origem da dor. Na realidade, a dor de ouvido é diferente da dor de ATM. Como diagnóstico diferencial, as disfunções das ATMs não manifestam febre, não eliminam secreção pelos ouvidos e não são acompanhadas por quadros infecciosos das vias aéreas superiores. Existe relação entre dentes e ATM?Sim. O &#8220;encaixe dental&#8221; (oclusão) é responsável pela posição do côndilo (cabeça da mandíbula) dentro da articulação. Ocluir os dentes mais para a frente, para trás ou para os lados traz conseqüências para as ATMs. O ideal é que a oclusão tenha um relacionamento adequado, para manter côndilo e disco articular harmônicos e bem posicionados entre si, a fim de que a articulação seja saudável.</p>
<p style="text-align: justify;"><strong><em>Qual é o tratamento indicado?</em></strong></p>
<p style="text-align: justify;">O tratamento é multi-fatorial. Depende do estágio da disfunção e principais causas. O Cirurgião-Dentista deve estar habilitado para detectar e tratar da DTM</p>
<p style="text-align: justify;"><strong><em>Quais são as conseqüências do não-tratamento?</em></strong></p>
<p style="text-align: justify;">A disfunção temporomandibular é uma doença que, depois de instalada, é quase sempre progressiva. O que não se consegue determinar com exatidão é a sua velocidade de progressão e as suas conseqüências. Portanto, o ideal é o tratamento precoce, que certamente proporciona melhores soluções e resultados.</p>
<p style="text-align: justify;"><strong><em>O que é dor orofacial?</em></strong></p>
<p style="text-align: justify;">Dor orofacial pode ser definida como uma dor que acomete a região orofacial, ou seja, a boca, a face, a cabeça e o pescoço. São dores que podem ocorrer devido a problemas musculares, da articulação temporomandibular (ATM), dos dentes, dos vasos sanguíneos e/ou dos nervos. Dentre as condições dolorosas mais comuns da região orofacial, destacam-se as dores de origem músculo-esquelética, mais conhecidas pelo termo disfunções temporomandibulares (DTMs).</p>
<p style="text-align: justify;"><strong><em>O que é DTM?</em></strong></p>
<p style="text-align: justify;">DTM é um termo que inclui um número de problemas clínicos que envolvem a musculatura mastigatória, a ATM e estruturas associadas, ou ambas. Pode gerar dores de cabeça, cansaço muscular, dor nas ATMs, dores próximas à região do ouvido, dores na região do pescoço, mordida instável e/ou dificuldade de mastigação.</p>
<p style="text-align: justify;"><strong><em>Quais são os sintomas mais comuns?</em></strong></p>
<p style="text-align: justify;">Dor na região do ouvido sem infecção, dor ou desconforto na região da ATM mais comumente ao acordar ou no final da tarde, dor na ATM durante a fala ou a mastigação, dificuldade para abrir ou fechar a boca, cansaço nos músculos da face e/ou da mastigação, sensibilidade dentária quando não há nenhum problema aparente.</p>
<p style="text-align: justify;"><strong><em>O que pode causar DTM?</em></strong></p>
<p style="text-align: justify;">Cada indivíduo engole cerca de 2.000 vezes por dia, o que gera o contato dos dentes superiores e inferiores. Assim, situações como mordida instável, dentes perdidos, mau alinhamento dentário, apertamento e/ou rangido dos dentes (também conhecido como bruxismo), trauma na cabeça ou no pescoço e má postura podem causar problemas, pois os músculos têm de trabalhar mais para compensar essas falhas. Assim, os músculos podem entrar em fadiga e alterar toda a função do sistema mastigatório, causando dor e desconforto.</p>
<p style="text-align: justify;"><strong><em>O que é o bruxismo?</em></strong></p>
<p style="text-align: justify;">Bruxismo é o apertamento ou rangido dos dentes, que pode ocorrer enquanto o indivíduo está acordado ou dormindo. É uma atividade danosa ao sistema mastigatório, pois pode gerar desgaste dos dentes ou dor muscular, entre outros problemas. Indivíduos com dentes desgastados, portanto, necessitam de uma avaliação para verificar se possuem quadro de bruxismo ativo e se há necessidade de tratamento. É importante ressaltar que alguns medicamentos podem induzir ou agravar essa situação.</p>
<p style="text-align: justify;"><strong><em>O que eu posso fazer para tratar a DTM?</em></strong></p>
<p style="text-align: justify;">A maioria dos casos pode ser tratada pela promoção de repouso das articulações e dos músculos mastigatórios. Isso pode ser conseguido por meio de manobras odontológicas, como por exemplo, a confecção de placas oclusais, utilização de medicamentos e, fundamentalmente, pela aquisição de novos hábitos saudáveis. Em muitos casos, o paciente po­de apresentar melhora com manobras simples, como adoção de dieta com alimentos macios, exercícios físicos para os músculos da mastigação, educação das funções mastigatórias, compressas quentes e frias e controle do apertamento dentário. Em casos muito específicos, pode ser necessária uma intervenção cirúrgica.</p>
<p style="text-align: justify;"><strong><em>A DTM é permanente?</em></strong></p>
<p style="text-align: justify;">Essa condição é episódica e pode ocorrer em fases de estresse ou após algum evento físico (como um trauma) ou emocional. É fundamental, entretanto, que o paciente procure por tratamento para que a dor não se torne crônica (de longa duração), o que torna o tratamento muito mais difícil.</p>
<p style="text-align: justify;"><strong>Dra. Jussara Jorge-Giorgi</strong></p>
<p style="text-align: justify;">Especializada em ATM  <a href="jusjg@terra.com.br" target="_self">jusjg@terra.com.br </a></p>
<p style="text-align: justify;">Fonte consultada <a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/06/atm.jpg"><img class="alignleft size-thumbnail wp-image-813" title="atm" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/06/atm-150x150.jpg" alt="" width="150" height="150" /></a>: http://bucomaxilofacial.blogspot.com/</p>
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		<title>Tratamento Ortodôntico e as 10 principais dúvidas</title>
		<link>http://solucoesemodontologia.com.br/tratamento-ortodontico-e-as-10-principais-duvidas</link>
		<comments>http://solucoesemodontologia.com.br/tratamento-ortodontico-e-as-10-principais-duvidas#comments</comments>
		<pubDate>Sat, 24 Apr 2010 21:50:59 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>
		<category><![CDATA[ortodontia]]></category>

		<guid isPermaLink="false">http://solucoesemodontologia.com.br/?p=594</guid>
		<description><![CDATA[1) Por que durante o tratamento ortodôntico com aparelho fixo a higiene é difícil?j A instalação do aparelho ortodôntico fixo e a presença de braquetes (peças coladas nos dentes), bandas (anéis cimentados nos dentes), fios e demais acessórios fazem com que aumentem as áreas que retêm os alimentos, provocando assim um maior acúmulo de placa [...]]]></description>
			<content:encoded><![CDATA[<p><strong><span style="color: #0000ff;">1) Po<a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/04/ortopedia-funcional-maxilar2.jpg"><img class="alignleft size-full wp-image-653" title="ortopedia-funcional-maxilar" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/04/ortopedia-funcional-maxilar2.jpg" alt="Tratamento Ortodôntico e as 10 principais dúvidas " width="234" height="209" /></a>r que durante o tratamento ortodôntico com aparelho fixo a higiene é difícil?<span style="color: #ffffff;">j</span><br />
</span></strong></p>
<p>A instalação do aparelho ortodôntico fixo e a presença de braquetes (peças coladas nos dentes), bandas (anéis cimentados nos dentes), fios e demais acessórios fazem com que aumentem as áreas que retêm os alimentos, provocando assim um maior acúmulo de placa bacteriana.</p>
<p><strong><span style="color: #0000ff;">2) O que é placa bacteriana?</span> </strong></p>
<p>É uma película de cor branca, cinzenta ou amarelada que se adere aos dentes, em volta dos braquetes, e é constituída de restos de alimentos, microorganismos, células descamadas. A falta de higiene bucal faz com que ela se torne espessa e de difícil remoção.</p>
<p><span style="color: #ffffff;">h</span></p>
<p><strong><span style="color: #0000ff;">3) O tipo de alimentação interfere na higiene bucal e no bom andamento no tratamento ortodôntico?</span></strong></p>
<p>Sim. Deve-se evitar a ingestão de alimentos açucarados e pegajosos: balas, pirulitos, chicletes, que prejudicam os dentes, aumentando o risco de contrair a doença cárie. Evitar também a ingestão de alimentos duros como a pipoca e o amendoim, e frutas como maçã e a pêra, que devem ser cortadas em pedaços, pois o impacto com a mordida pode danificar o aparelho fixo.</p>
<p><span style="color: #ffffff;">h</span></p>
<p><strong><span style="color: #0000ff;">4) É verdade que o aparelho ortodôntico fixo mancha os dentes?</span> </strong></p>
<p>Não. O que pode acontecer é a falta de higiene do paciente provocar um acúmulo de placa bacteriana, principalmente ao redor dos braquetes (peças coladas nos dentes). Como a placa concentra restos alimentares e microorganismos vivos, vai haver uma deterioração da superfície do esmalte, provocando ,manchas brancas ou marrons e posteriormente, cáries.</p>
<p><span style="color: #ffffff;">h</span></p>
<p><strong><span style="color: #0000ff;">5) Como proceder com a higiene para que, durante o tratamento ortodôntico com aparelho fixo, não ocorram cáries e a gengiva se mantenha saudável?</span> </strong></p>
<p>Os pacientes que usam aparelhos ortodônticos fixos devem ter atenção redobrada quanto à higiene, com controle constante e orientações dadas pelo ortodontista.</p>
<p><span style="color: #ffffff;">h</span></p>
<p><strong><span style="color: #0000ff;">6) E em relação aos aparelhos removíveis?</span></strong></p>
<p>Recomenda-se, além da higiene dos dentes, a do aparelho com a mesma freqüência, escovando-o diariamente com creme dental, buscando-se evitar a retenção de placa no aparelho, e o conseqüente sabor desagradável. Mensalmente, pode-se deixar o aparelho imerso em um anti-séptico bucal por 15 minutos. Nunca se deve ferver o aparelho.</p>
<p><span style="color: #ffffff;">j</span></p>
<p><strong><span style="color: #0000ff;">7) Qual a escova recomendada?</span> </strong></p>
<p>A escova apropriada é aquela com cerdas arredondadas e macias. Existem no mercado escovas dentais próprias para higiene do aparelho fixo,com pequenos tufos (unitufos, bitufo), com cerdas recortadas em forma de “v” para facilitar na limpeza dos braquetes e as duas fileiras de cerdas (“sulcos”). A vida útil das escovas dentais dos pacientes ortodônticos é menor. Por tanto, ela deve ser substituída sempre que necessário.</p>
<p><span style="color: #ffffff;">j</span></p>
<p><strong><span style="color: #0000ff;">8) Qual o creme dental recomendado?</span> </strong></p>
<p>Os cremes dentais ou dentifrícios possuem valores cosméticos (creme, ungüento) e valor terapêutico (flúor e substâncias anti-bacterianas). Os dentifrícios do mercado brasileiro contêm flúor em condições de inibir o desenvolvimento da cáries e tornar as camadas superficiais  do esmalte mais resistentes.</p>
<p><span style="color: #ffffff;">h</span></p>
<p><strong><span style="color: #0000ff;">9) Qual a técnica de escovação recomendada?</span> </strong></p>
<p>A duração da escovação é importante. Existem diferentes técnicas que devem ser ajustadas individualmente a cada paciente. A escovação horizontal (vai-e-vem) deve ser evitada: ela machuca a gengiva e provoca erosão (cavidade) nos dentes. Os movimentos com a escova no sentido da gengiva para os dentes, com se estivesse “varrendo” e, ao mesmo tempo, massageando a gengiva, ajuda a remover a placa bacteriana e a manter a gengiva saudável.</p>
<p><span style="color: #ffffff;">k</span></p>
<p><strong><span style="color: #0000ff;">10) Além da escova dental, quais outros procedimentos para melhorar a higiene?</span> </strong></p>
<p>O uso do fio dental é muito importante. Deve-se lançar mão do passa fio (uma agulhinha de plástico), que ajuda a passar o fio entre os dentes. O uso de bochechos com soluções flouretadas (fluoreto de sódio a 0,05%, 1 vez ao dia, de preferência a noite, antes de dormir) auxilia na proteção do esmalte dos dentes e inibe a aderência de placa bacteriana. Essa solução não deve ser engolida. Sempre que possível, os pacientes devem levar ao consultório suas escovas para praticar a escovação sob supervisão do ortodontista.</p>
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		<title>Saiba o que é a Ortopedia Funcional dos Maxilares</title>
		<link>http://solucoesemodontologia.com.br/saiba-o-que-e-a-ortopedia-funcional-dos-maxilares</link>
		<comments>http://solucoesemodontologia.com.br/saiba-o-que-e-a-ortopedia-funcional-dos-maxilares#comments</comments>
		<pubDate>Thu, 18 Mar 2010 03:01:11 +0000</pubDate>
		<dc:creator>Dra. Jussara Giorgi</dc:creator>
				<category><![CDATA[Ortopedia Funcional dos Maxilares]]></category>

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		<description><![CDATA[A Ortopedia recorre habitualmente aos aparelhos removíveis, com o objetivo de redirecionar o crescimento dos ossos da face e dos dentes, diminuindo a necessidade do uso e o tempo de tratamento com os aparelhos fixos. Ideal para crianças e pré-adolescentes. Consiste no tratamento das queixas provocadas por má oclusão ou hábitos deletérios (como ranger ou [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://solucoesemodontologia.com.br/wp-content/uploads/2010/03/ortopedia-funcional-maxilar.jpg"><img class="alignleft size-full wp-image-591" title="ortopedia-funcional-maxilar" src="http://solucoesemodontologia.com.br/wp-content/uploads/2010/03/ortopedia-funcional-maxilar.jpg" alt="" width="234" height="209" /></a>A Ortopedia recorre habitualmente aos aparelhos removíveis, com o objetivo de redirecionar o crescimento dos ossos da face e dos dentes, diminuindo a necessidade do uso e o tempo de tratamento com os aparelhos fixos. Ideal para crianças e pré-adolescentes.</p>
<p>Consiste no tratamento das queixas provocadas por má oclusão ou hábitos deletérios (como ranger ou apertar os dentes, entre outros) e que causam dores na ATM (articulação temporo-mandibular), dores de cabeça, mal estar geral, zumbidos e estalos no ouvido.</p>
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