Nombre
|
Imagen
|
Tipos
|
Funcionamiento
|
Crimpadora
|
![](data:image/png;base64,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) |
1.
Crimpadora modular Pro'sKit 808-376E
(RJ-45/RJ/11)
2.
Crimpadora Modular Pro'sKit 8PK-376FN
3.
Crimpadora para terminales no aislados
Pro'sKit 8PK-CT015
|
Es una herramienta utilizada para corrugar o crimpar dos
piezas metálicas o de otros materiales maleables mediante la deformación de
una o ambas piezas; esta deformación es lo que las mantiene unidas.
|
Cable
|
![](data:image/png;base64,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) |
1.
Cable coaxial
2.
Cables de par trenzado
3.
Cables de fibra óptica
4. Cable UTP
|
Los cables UTP son los que utilizamos para montar una red, de
este se conectan los computadores a un modem y de un computador a otro
computador.
Encontramos algunas dificultades al momento de utilizar este medio de
conexión como: el mal ponchado de este, ya sea por normas de ponchado o
porque alguno de sus cables internos que no está haciendo la conexión debida
entre ellos mismos.
|
Conectores
|
![](data:image/png;base64,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) |
1.
RJ11
2.
RJ12
3.
RJ45
4.
AUI
5.
DB15
6.
BNC
7.
T coaxial
8.
DB25
9.
DB9
|
Independientemente del tipo de conector, los conectores LAN
tienen el mismo propósito general: transferir datos entre el equipo
individual y la red a la que está conectado. Al pasar los datos a través del
conector LAN, la computadora es capaz de intercambiar información y compartir
recursos con otros equipos cercanos, así como información de acceso en las
máquinas ubicadas en todo el mundo (asumiendo que la LAN tiene una puerta de
acceso a la Internet).
|
Tester
|
![](data:image/png;base64,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) |
1.
Digital
2.
Analógico
|
Es medir: corriente continua, tensión alterna y continua,
resistividad, continuidad y hfe para transistores. Existiendo en el mercado
actual tester con capacidades especiales como pueden ser la medición de
capacidad, frecuencia y temperatura entre otras.
|
Switch de red
|
![](data:image/png;base64,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) |
1.
Cut through
2.
Store and forward
3.
Cut through adaptativo
|
Es interconectar dos o más partes de la red, de manera similar
a los puentes, pasando datos de un segmento a otro de acuerdo con la
dirección MAC de destino de las tramas en la red. Su empleo es muy común
cuando existe el propósito de conectar múltiples redes entre si para que
funcionen como una sola y mejora el rendimiento y seguridad de la red.
|
Tarjeta de red
|
![](data:image/png;base64,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) |
1.
Token Ring
2.
ARCNET
3.
Ethernet
4.
Wi-Fi
|
Actúan como la interfaz entre un ordenador y el cable de red.
La función de la tarjeta de red es la de preparar, enviar y controlar los
datos en la red.
|