Desta maneira estaca mais difícil improvisar, produzir arranjos, executar os solos e até mesmo decorá-los, pois não saber as notas no braço do instrumento é como caminhar no escuro, as chances de tropeçar em uma ou outra nota são grandes. De todos e cada um dos acordes para iniciantes da lista esse é o mais complexo. Desgraçadamente você vai ter que gastar bastante tempo treinando. Por utilizar as duas cordas superiores e a outra subalterno, esta é uma supimpa opção a ser aprendida. Mas não se engane, por mas simples que pareça, o som é maravilhoso e já abre varias portas para músicas fácil.
ConheçA As Partes Do Seu Instrumento
![notas de 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)
Os trastes são divisões de metal que separam o braço do violão em circuito, chamadoscasas. As linhas verticais representamas cordas do violão.No diagrama contamos as cordas dadireita para esquerda.Você já deve ter reparado que o violão possui 6 cordas. A 6ª corda é representada pelaletra E maiúscula,por ser mais grossa.
Como posicionar a mão para tocar violão?
É muito importante que ao posicionar o violão o aluno centralize o polegar da mão esquerda no meio do braço do violão em forma de positivo. Ao pressionar as cordas o aluno usará a ponta dos dedos, para ser mais claro, a cabeça do dedo nas cordas.
Já o nosso curso de violão para iniciantes é focado em te apresentar os primeiros passos a serem tomados para conseguir aprender esse instrumento com extensa vitória. Uma outra diferença entre tocar violão e tocar guitarra é no que se refere à timbre, sendo que a guitarra possui uma sonoridade mais cintilante, enquanto que o violão pende para um timbre mais macio, por deste modo expressar.
![notas de violão](denied:data:image/jpeg;base64,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)
Quando não usamos palheta, é provável tocar batidas de sobe e desce e também dedilhados, que é outra técnica interessante. Possui muitos vídeos iniciais sobre acordes que você vai verno curso completo, porém por agora, treine os acordes que eu te falei. Para fazer o restante dos acordes, basta você acompanhar os diagramas da forma correta. Depois você deve utilizar os dedos da mão direita para dedilhar ou para fazer ritmos no corpo do violão.
Como falamos acima, as técnicas utilizadas na guitarra são diferentes das utilizadas no violão e vice-versa, mormente na secção de solos. fazendo aulas direto com professor bom na area que voce gosta com 3 anos voce toca muito razoavel . A frase "cada caso é um caso" é muito válida porque para "Pedro" deve demorar um mês, para "Fernanda" um ano e para "Felipe" várias vários anos.
Primeiramente por serem 3 cordas em sequência em posições que não se podem sobrepor. Este acorde é um dos mais ideias para se aprender a tocar.
- Você deve não conseguir uma afinação sublime, mas poderá quando menos se certificar de que ela esteja apropriada correspondendo os intervalos de todas as cordas.Isso é verdade para todas as cordas a não ser G e B.
- Para esse pausa, coloque o dedo sobre a quarta fecho na corda G, obtendo logo a nota B.
- Coloque as cordas e faça uma microafinação mas precisa, em singular quando forem novas.
Estudos mostram que estudantes que tocam instrumentos musicais ou estudam artes usualmente são melhores em matemática e tiram notas mais altas que os demais. E lembre-se, o desejar aprender deve ser desenvolvido, ainda mais com guris. Quando você estiver aprendendo como apurar um violão, lembre-se de que apoucar uma corda de modo excessiva deve rompê-la e motivar lesões e ferimentos.
Prosseguirei te mostrar o caminho que você deve acompanhar para aprender como fazer isso, porém antes prosseguirei te ensinar o que são acordes,que é uma das partes fundamentais desse processo. Eu aposto que você já viu numerosos violonistas movendo sua mão com muita facilidade pelo braço do violão –sem nem mesmo olhar para ele!
CoordenaçãO Motora Ao Tocar Bateria: Dicas E ExercíCios
Gerado pelo guitarrista Patrick MacFarlan, ele disponibiliza um curso completo com aulas gratuitas e exercícios online. O Jamorama, se comparado com outros páginas de aula e dicas, ele é relativamente novo onde os aprendizes podem encontrar um bom curso para iniciantes.
Tocar sentado permite que você leia com calma as tablaturas de violão e termine suas aulas de violão sem cansar as pernas. Essa posição facilita a improvisação, tocar os arpejos ou até as pestanas, enquanto sua mão direita dá o ritmo (ou esquerda, no violão canhoto). Na posição clássica, o violão é disposto entre as pernas, com o fundo do instrumento apoiada na perna esquerda.
Até o final desse artigo, você vai saberqual é esse acorde e como fazer este e diversos outros no seu violão. Promover, desenvolver e incentivar o ser musical por meio das aulas, eventos e ambientes de convívio dentro da local de ensino visando levar arte e cultura de modo consciente a todos que se interessarem.
Não há comparações entre baixistas como os dessas bandinhas atuais, que usam 4 notas por música usando palheta, e um baixista no nível deMarcus Miller,Jaco Pastorius, e Victor Wooten. caso seu estilo seja rock, metal e distorção, é óbvio que a guitarra é o instrumento mas oportuno. Isso porque, o violão, por ser um instrumento acústico, tem suas próprias características. Ler uma partitura requer que você faça contas, entenda a matemática dos tempos, dos ritmos e isso deve te ajudar com a material. Aprender sobre teoria músico também pode te auxiliar bastante com matemática.
Você usufruiria captar de mais minúcia alusivos
http://dp.allevamentodellaterradeinuraghi.it/letras-terra-cifras.html, veja nesse web site