CELEROn ![Intel Celeron - Wikipedia, la enciclopedia libre](data:image/jpeg;base64,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)
celeron es el nombre que lleva toda una línea de procesadores puede realizar las mismas funciones básicas pero su rendimiento es inferior .
CORE 2 DUO ![Procesadores por su fecha de aparicion timeline | Timetoast timelines](data:image/jpeg;base64,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)
Procesador de doble núcleo. Core 2 Duo Este microprocesador implementa 2 MiB de caché compartida para ambos núcleos más un bus frontal de 667 ó 553 MHz; además implementa el juego de instrucciones SSE3 y mejoras en las unidades de ejecución de SSE y SSE2.
CENTRINO Y PENTIUM ![Por qué Intel llamó a sus procesadores Pentium y no 586?](data:image/jpeg;base64,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)
Funciona con un consumo medio muy bajo y desprende mucho menos calor que los procesadores de ordenadores de sobremesa, el Pentium M funciona a una frecuencia de reloj más baja que los procesadores Pentium 4 normales, pero con un rendimiento similar (por ejemplo un Pentium M con velocidad de reloj de 1,73 GHz normalmente puede igualar el rendimiento de un Pentium
ATHLON ![AMD Athlon 64 (Socket AM2/939/754)](data:image/jpeg;base64,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)
funcionando a la misma velocidad, incluso ejecutando código heredado de 32 bits. AMD ha elegido un sistema de medida del rendimiento del procesador basado en los megahercios a los que tendría que funcionar un hipotético Athlon Thunderbird para que diera el mismo rendimiento que un Athlon 64, en lugar de indicar los megahertz a los que funciona realmente.
DURÓN ![AMD Duron procesador de 1.2GHz: Amazon.es: Informática](data:image/jpeg;base64,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)
cuya función era la de vigilar el paso por el valle del Tajo, situado a poniente, y defender el sexmo de Durón.
La historia del castillo vendría aparejada a la de la localidad durante el Medievo, en la que primero sirvió como defensa frente a la conquista cristiana, y después, como muchas fortificaciones de Castilla, cayó en progresivo desuso al carecer de una función clara que cumplir.
ATHLON 64 BITS ![AMD Athlon 64 - Wikipedia, la enciclopedia libre](data:image/jpeg;base64,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)
El Athlon 64 presenta un controlador de memoria en el propio circuito integrado del microprocesador y otras mejoras de arquitectura que le dan un mejor rendimiento que los anteriores Athlon y Athlon XP funcionando a la misma velocidad, incluso ejecutando código heredado de 32 bits. AMD ha elegido un sistema de medida del rendimiento del procesador basado en los megahercios a los que tendría que funcionar un hipotético Athlon Thunderbird para que diera el mismo rendimiento que un Athlon 64, en lugar de indicar los megahertz a los que funciona realmente.
SEMPRON Y TURIÓN ![AMD Turion 64 X2 - Wikipedia, la enciclopedia 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)
Un procesador CISC se basa en la complejidad, en incorporar un gran número de instrucciones en código máquina, lo que los hace más funcionales y permite que los programas ocupen menos espacio tanto en disco como en memoria Arquitectura del procesador
linea del tiempo
intel pentium IV prescott
se creó en el 1999-2004 contó con problemas
térmicos
AMD athlon 64 se creó en el 2004
mejoras en arquitectura
athlon 64 3000 se creó en el 2005
frecuencia de 1 800 cache L2 de 512
intel perfium D se creo en el 2005-2006 2 procesadores penfum
cuatro mefidos en un solo encapsulado
intel core 2 fue creado en el 2006 - 2008 se ha comprobado de
ser un 60% más rápido que core 2 duo
AMD phenom primer generación de procesador de
tres y cuatro núcleos basados en la micro arquitectura se creo
en el 2007 - 2008
intel atom 2008 -2011definados al utilizarse en dispositivos móviles
del internet
2011 -2012AMD función es la clave para un diseño futuro
de microprocesadores
2012- 2013 intel core es el nombre de los procesadores que
más prendieron
2016-2018 apple está basado en 64 bits diseñado por apple
inc y fabricado por TSMC y apareció por primera vez en
iphone 7
2018 - 2019 samsung exynos sistema de chip disponible en un celular
capaz de descargar a velocidades más grandes que la tecnología 3D
conclusión:
En conclusión en todo esto los microprocesadores es algo muy importante para la computadora te ayuda a guardar archivos que en algún futuro utilizarás es impresionante cómo ha evolucionado todo tipo de microprocesadores que nos ayudan día a día en algún trabajo o con alguna información al paso del tiempo estos nos han ayudado para tener una mejor capacidad hacia nuestras computadoras el proceso de fabricación de un microprocesador es muy complejo se desarrolló originalmente para una calculadora y ha evolucionado para su época su desarrollo se elabora desde la mitad de los 50 años se fusionaron a principios de los años 70 produciendo un microprocesador o simplemente procesador es impresionante cómo millones de componentes electrónicos integrados construyen una gran capacidad de procesamiento catalogado como microcomputador la velocidad de un procesador se mide en estéreos los procesadores actuales sobrepasan el gigahercio de velocidad algo muy importante en la actualidad son los núcleos de un procesador si un procesador se compone de dos núcleos significa que es capaz de procesar dos operaciones independientemente al mismo tiempo
Bueno en fin concluyendo con todo esto son de mucha gran ayuda los microprocesadores aparte de que nos ayudan son muy buenos cargando archivos y haciendo que nuestra computadora funcione de una adecuada y mejor manera teniendo en cuenta qué es tos son muy buenos casi todos pero los que más han aportado son Intel core y Apple basado en 64 bits también un buen diseño Samsung exynos porque como nos dice es capaz de tener una velocidad mucho más grande que la tecnología 3D dando a saber que nos ayudaría a tener una mejor experiencia con la tecnología son muy buenos porque gracias a las evoluciones y fallas que han ávido hemos obtenido grandes resultados con todos los microprocesadores y un mejor diseño En esta nueva actualización de microprocesadores podemos mejorar también nosotros para tener un mejor conocimiento de lo que es los microprocesadores más adelante en algún futuro tendremos mejores funcionamientos hacia la tecnología cómo Intel y AMD aunque mucha gente que ha reaccionado a este tipo de procesadores comenta qué el mejor procesador de este año es el AMD ryzer con el funcionamiento de Intel core i9 con los núcleos frecuencia de base turbo boost Max ya que tienen una mejor relación iba mucha facilidad a este producto ya que algunas marcas de computadoras lo utilizan
![Microprocesador - Concepto, historia y características](data:image/jpeg;base64,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)