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I.M.A.N.: Iteración Matemática Armónica Natural

I.M.A.N.: Iteración Matemática Armónica Natural

          
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About the Book

Este libro es la descripción de un nuevo formato de teclado musical, creado por el autor, que permite la obtención de la Armonía Absoluta, algo que los músicos en todo el mundo esperan desde siglos. A manera de introducción detalla la obtención matemática de las frecuencias de las notas del teclado tradicional de doce notas en cada octava musical, incluye la descripción de otros tipos de teclados que se han ideado en busca de la armonía o para enriquecer el arte musical con otras divisiones del teclado en diecinueve, veinticuatro, treinta y una, y, cuarenta y ocho teclas en cada octava (en el caso de tratarse de un nuevo tipo de piano). Estos temperamentos o divisiones de la octava musical están basados en números que poseen infinitas cifras decimales no periódicas, ya que para obtener sus frecuencias se utilizan números como raíz de índice doce, diecinueve, veinticuatro, treinta y uno, y, cuarenta y ocho. Esto significa que si se mostrara la forma de la onda sonora de un acorde puede verse que sus ondas jamás coinciden al pasar por el valor cero de "y" al cortar el eje "x". Luego de la detallada introducción el libro pasa a explicar el formato musical I.M.A.N, es decir, Iteración Matemática Armónica Natural, la cual se obtiene al calcular las frecuencias emitidas por una cuerda bajo tensión en su entero, mitad, tercio, cuarto, hasta dividirla en treinta y dos partes. El diseño del teclado está en colores específicos ordenados de manera metódica y mnemotécnica. Esto es para simplificar la tarea de los estudiantes, y además porque es más fácil memorizar dieciséis combinaciones diferentes de colores que doscientos cincuenta y seis colores específicos. Se incluye también toda la nueva nomenclatura musical, ya que las notas musicales en este formato de teclado son mucho más numerosas, y son absolutas, no relativas como en el pentagrama donde es necesario especificar sostenidos, bemoles y becuadros. Para la nomenclatura de las notas se ha utilizado el sistema de numeración Hexadecimal con un sub índice que indica la octava a la que pertenece cada nota, siendo este subíndice cero si es central y positivo si es de una o más octavas hacia arriba o negativo si está por debajo de la octava cero. Para escribir una partitura en dicho sistema solo basta escribir la nomenclatura de la nota acompañada de la figura musical tradicional que le da la duración como blancas, negras, corcheas, etcétera.


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Product Details
  • ISBN-13: 9781674888712
  • Publisher: Independently Published
  • Publisher Imprint: Independently Published
  • Height: 279 mm
  • No of Pages: 556
  • Spine Width: 37 mm
  • Weight: 1767 gr
  • ISBN-10: 1674888716
  • Publisher Date: 17 Dec 2019
  • Binding: Paperback
  • Language: Spanish
  • Returnable: N
  • Sub Title: Iteración Matemática Armónica Natural
  • Width: 216 mm

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