![](data:image/png;base64,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)
Christian Ruperto Caicedo Plúa, Roberto Wellington Acuña Caicedo, Antonieta del Carmen
Rodríguez González y Kleber Plutarco Castro Valeriano
MODELO DE RED DE COMUNICACIÓN A TRAVÉS DE LA APLICACIÓN DE NUEVAS TECNOLOGÍAS PARA EL
FORTALECIMIENTO DE ACCESO A INTERNET
3C TIC (Edición 18) Vol.5 – Nº 3
Septiembre – diciembre ‘16, 44- 64
Área de Innovación y Desarrollo, S.L.
ISSN: 2254 – 6529
DOI: http://dx.doi.org/10.17993/3ctic.2016.53.44-64
1. INTRODUCCIÓN
En la actualidad, las empresas que proveen servicios de Internet en el Sur de Manabí no
cuentan con una red de fibra óptica FTTH (Fiber To The Home- fibra hasta el hogar) con
tecnología Gpon (Gigabit-capable Passive Optical Network- Red Óptica Pasiva con Capacidad
de Gigabit) que soporte las exigencias y consumo de ancho de banda de acuerdo a los
servicios brindados a los usuarios, y que se adapte a las normas y políticas urbanísticas que
proponen los Gobiernos Autónomos Descentralizados en el Ecuador con estructuras de redes
subterráneas, todo ello enmarcado en el PNBV y la concepción de tener ciudades
completamente digitales (Smart City) (Caicedo, 2015).
Investigaciones realizadas indican que las redes pasivas FTTH como el termino lo deriva (fibra
óptica hasta el hogar) es una de las mejores soluciones para fortalecer los servicios
mejorando el ancho de banda. Esto es debido a que su estructura está conformada por
equipos ópticos que permiten transportar grandes cantidades de información a través de
pulsos de luz a distancias sumamente extensas y sin peligro de perdida de datos o caída de
sistemas en líneas (Castillo Jaramillo & Figueroa Torres, Determinación de la demanda,
dimensionamiento y diseño de una red de servicios de telecomunicaciones, mediante la
tecnología de acceso FTTH en el cantón Gualaceo para la empresa CNT EP (Doctoral
dissertation)., 2013). Saltos Montaño (2011) expresa que, de igual manera a arquitectura de
las redes FTTH, tiene un sinnúmero de ventajas con la tecnología actual y futura, ya que su
gran capacidad de trasmisión de datos e inmunidad ante las interferencias electromagnéticas
y baja atenuación en grandes distancias, es uno de los conductores de información más
eficientes y seguros en el medio también por el peso y tamaño de los equipos ópticos ya que
tienen un fácil manejo, manipulación e instalación (Calle Méndez y Machado Tapia, 2015).
La tecnólogas PON (Passive Optical Network), por consiguiente, son las redes ópticas pasivas
que no necesitan de equipos electrónicos para su funcionamiento, además, esta estructura
de red elimina el uso de repetidores y fuentes de poder intermedias dentro de la red que son
las encargadas de amplificar las señales para lleguen al destino deseado. Esta arquitectura
solo necesita de splitters y de acopladores que fusionen las señales luz que se transporta en
las líneas de fibra óptica (Gaona Román y Santillán Sarmiento, 2013). De igual manera, la
arquitectura GPON es una de las tecnologías más actuales que se pueda implementar en las
redes de telecomunicaciones, pues su equipamiento de componentes ópticos pasivos en su
infraestructura, tiene la capacidad de soportar velocidades superiores a 1 Gbit/s y además, es
capaz de transportar frecuencias de Ethernet, ATM y TDM. Es decir con esta arquitectura se
puede proveer servicios de triple play (Chacón Jimbo & Villavicencio Fernández, 2014).
El medio físico par de cobre es el más utilizados en muchos países de Latinoamérica, y por el
proceso de evolución tecnológica cada vez se necesitan más decenas de Mbps para satisfacer
las necesidades de los usuarios, donde los estándares de transmisión asimétricas de datos
como lo es el ADSL solo soportan velocidades de 1.5Mbps/512Kbps en distancias de 3 a 5km
como máximo, y esto dependiendo de los equipos de la planta central y también de los pares