tag:blogger.com,1999:blog-40097182165788703812024-03-14T10:31:45.287+01:00MMEMontaje, mantenimiento y reparación de equipos informáticosUnknownnoreply@blogger.comBlogger98125tag:blogger.com,1999:blog-4009718216578870381.post-72246976313110651712012-05-18T16:20:00.001+02:002012-05-18T16:20:36.663+02:00Supergrub<strong></strong><b> Ds un herramienta distribuida bajo licencia GPL <strong>orientada a la recuperación y restauración del arranque de nuestro sistema en MBR automáticamente</strong>.</b>
<br />
<b><span id="more-246"></span>Entre sus características destacan:</b><br />
<ul>
<li>Reparar el arranque de Gnu/Linux, GRUB o LILO.</li>
<li>Reparar el arranque de Windows.</li>
<li>Arranca Windows en un segundo disco duro o en una segunda partición.</li>
<li>Activar y ocultar particiones.</li>
<li>Arrancar particiones.</li>
<li>Arrancar MBRs.</li>
<li>Arrancar Linux u otros SO.</li>
<li>Restaurar GRUB en el MBR de un disco duro o en una partición.</li>
<li>Desinstalar GRUB.</li>
<li>Restaurar Grub o LILO en MBR o en una partición automáticamente.</li>
<li>LIVE CD</li>
</ul>
<br />
Como funciona:<br />
<br />
Graba la imagen de Super Grub Disk en un cd o usb y arranca el ordenador con el dispositivo que contiene SGD.
Dentro del menu nos moveremos con los cursores y la tecla ENTER, estos
serían los pasos:<br />
<br />
1. Seleccionar la opción ‘Super Disk Grub’ en el menu.<br /> 2. Seleccionar ‘Gnu/Linux’.<br /> 3.Seleccionar ‘Arregla arranque de GNU/LINUX (GRUB)’.<br /> 4. Seleccionar la partición donde se encuentra nuestra distribución Linux.<br /> 5. Comprobar que SGD ha funcionado y ha restaurado GRUB con los mensajes que se nos muestra en pantalla.<br /> 6.Salir del menu y reiniciar el ordenador.<br /> Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-67400814746313555102012-05-08T17:08:00.000+02:002012-05-08T17:08:24.429+02:00USB y S.OExplica los pasos a seguir para poder instalar un S.O desde un dispositivo USB<br />
<br />
Desde windows: abirmos el terminal y ejecutamos <br />
<br />
-Diskpart (Se abrirá una nueva ventana, espera a que aparezca el cursor para escribir los comandos,esto se demora un poco).<br />-List Disk (Muestra un listado de todos los discos duro o unidades de almacenamiento de tu computador)<br />-Select Disk 1 (reemplaza el 1 por el número referente a tu pendrive)<br />-Clean (borra todos los datos del pendrive)<br />-Create partition primary (crea un partición primaria)<br />-Active (marca la partición primaria como Activa)<br />-Format fs=fat32 quick (formatea el pendrive con FAT32)<br />-Assign (Confirma las modificaciones)<br />-Exit (cierra Diskpart) <br />
<br />
Live CD<br />
Sistema operativo almacenado en un medio extraíble, tradicionalmente un CD o un DVD (de ahí su nombre), que puede ejecutarse desde éste sin necesidad de ser instalado en el disco duro.<br />
<br />
<br />
Explica que es un S.O portable, como lo utilizas, y que utilizadades puede tener ?<br />
<br />
Un S.O portable es aquel que se instala en un medio de almacenamiento extraible y no requiere de una
instalacion en nuestro disco duro para su funcionamiento. Esto se debe a
que carga toda la informacion necesaria en la memoria ram. Ello
significa un gran consumo de esta misma.<br />
<br />
Por lo general se arranca desde una memoria usb o un cd con una configuracion especifica.<br />
<br />
Suelen llevar utilidades de todo tipo, pero por lo general los mas
usados son los que llevan herramientas de mantenimiento de nuestro
ordenador.<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-34528028451351261012012-05-08T16:46:00.000+02:002012-05-08T16:46:30.843+02:00Boot sequence<br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">Modelo de Bios</span></span><br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">-PHOENIX</span></span><br /><br />
<br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">Donde podemos encontrar el
Boot sequence ?</span></span><br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">En la pestaña BOOT están
ordenados por prioridad.</span></span><br />
<br />
<br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">Opciones del Boot sequence:
puedo establecer una preferencia de arranque en los dispositivos de
almacenamiento tales como: usb, lector óptico y hard disk. Y también
tarjeta de red.</span></span><br /><br />
<br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">Tienes la opción WOL ? Que
es?</span></span><br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">Si, Wake UP ON LAN; permite
encender el equipo mediante un magic paquet, a traves de Internet</span></span><br />
<br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;">Y la de USB ? </span></span><br />
<span style="font-family: Trebuchet MS;"><span style="font-size: x-small;"> Sí, también posee la opción de arranque mediante USB </span></span>
<br />
<div style="margin-bottom: 0cm;">
</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-16130365218849476762012-05-07T17:30:00.000+02:002012-05-08T16:07:11.244+02:00Manual Clonezilla<br />
<div class="text_layer" style="z-index: 2;">
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Iniciamos con
Clonezilla</h3>
<div style="text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=4009718216578870381" name="more-474"></a><a href="http://dognumentandome.files.wordpress.com/2010/01/pant-entrada.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="268" name="gráficos1" src="http://dognumentandome.files.wordpress.com/2010/01/pant-entrada.png?w=614" width="400" /></span></a></div>
Optamos por la primera opción, y nos encontramos con la pantalla
de idioma.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/idioma.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="323" name="gráficos2" src="http://dognumentandome.files.wordpress.com/2010/01/idioma.png?w=614" width="640" /></span></a><br />
La selección del teclado eligiéremos la lista completa.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/teclado.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos3" src="http://dognumentandome.files.wordpress.com/2010/01/teclado.png?w=614" width="614" /></span></a><br />
Pantalla de comienzo
<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/empezar.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos4" src="http://dognumentandome.files.wordpress.com/2010/01/empezar.png?w=614" width="614" /></span></a><br />
aquí vamos a elegir la primera opción que es para hacer una
imagen de una partición.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/devices.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos5" src="http://dognumentandome.files.wordpress.com/2010/01/devices.png?w=614" width="614" /></span></a><br />
<h3 align="CENTER">
Destino de la copia</h3>
Vamos dónde se guardara nuestra copia o imagen. Podemos elegir
varias opciones pero las mas utilizadas serán local ( si se
encuentra dentro de el mismo disco duro) o samba_server (Para
guardarlo en un disco de red,etc).
<br />
Si fuera el caso de que tuviéramos que restaurar una imagen eligiéremos en estos paso la ubicación de la imagen.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/local.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos6" src="http://dognumentandome.files.wordpress.com/2010/01/local.png?w=614" width="614" /></span></a><br />
Ahora decidi<span style="font-weight: normal;">mos </span><b><span style="font-weight: normal;">en
qué partición</span></b><span style="font-weight: normal;"> del
disco </span><b><span style="font-weight: normal;">irá</span></b><span style="font-weight: normal;">.</span><br />
<div align="CENTER">
<a href="http://dognumentandome.files.wordpress.com/2010/01/dondeiraimagen.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos7" src="http://dognumentandome.files.wordpress.com/2010/01/dondeiraimagen.png?w=614" width="614" /></span></a></div>
<div align="CENTER">
También podemos elegir en que carpeta</div>
<a href="http://dognumentandome.files.wordpress.com/2010/01/dondeiraimagen2.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos8" src="http://dognumentandome.files.wordpress.com/2010/01/dondeiraimagen2.png?w=614" width="614" /></span></a><br />
Ahora elegimos “begginer” en el modo de ejecución.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/modo.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos9" src="http://dognumentandome.files.wordpress.com/2010/01/modo.png?w=614" width="614" /></span></a><br />
<h3>
</h3>
<h3>
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<br /></div>
En este momento tenemos que elegir qué partición es para
hacerle la imagen, que recordemos irá guardada donde le dijéramos
en los pasos de más atrás.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/queparticiones.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos11" src="http://dognumentandome.files.wordpress.com/2010/01/queparticiones.png?w=614" width="614" /></span></a><br />
Confirmamos y dejamos que Clonezilla trabaje.<br />
<a href="http://dognumentandome.files.wordpress.com/2010/01/confirmacion.png"><span style="color: navy;"><img align="BOTTOM" border="1" height="407" name="gráficos12" src="http://dognumentandome.files.wordpress.com/2010/01/confirmacion.png?w=614" width="614" /></span></a><br />
Y hemos terminado.<br />
<h3>
<br /><br />
</h3>
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<span class="a" style="color: #555555; left: 2400px; top: 1308px;"> </span></div>
</div>
</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-63916076974485648002012-04-27T16:39:00.002+02:002012-05-04T16:17:38.038+02:00BenchmarkEs el resultado de la ejecución de un
programa informático o un conjunto de programas en una máquina, con el
objetivo de estimar el rendimiento de un elemento concreto, y poder
comparar los resultados con máquinas similares.<br />
<br />
Tipos de Benchmark<br />
<ul>
<li>Consumo de energía</li>
<li>Cumplimiento con estándares ambientales, contenido de materiales y manejo del final del ciclo de vida del producto</li>
<li>Disipación de calor</li>
<li>De Juguete: detectar y medir componentes básicos de un computador</li>
<li>Redes</li>
<li>Reducción de ruido</li>
<li>Trabajo compartido: mide el rendimiento en las modernas tecnologías de distribución de procesos</li>
<li>Servidores</li>
<li>Soporte técnico</li>
</ul>
Mas utilizados <br />
<ul>
<li>Java Micro Benchmark</li>
<li>Ciusbet</li>
<li>Dhrystone</li>
<li>iCOMP</li>
<li>Linpack</li>
<li>Livermore</li>
<li>SPEC </li>
<li>Whetstone</li>
</ul>
<br />
Imagenes de Benchmark Sandra en el ranking de Asus P5B-VM.<br />
Es una comparación de mi placa con otras iguales.<br />
<ul>
</ul>
<br />
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<a href="http://3.bp.blogspot.com/-qRpFrnJVp-w/T6Pi00S94KI/AAAAAAAAAes/wxki301RIDI/s1600/Puntuaje+general+-+SiSoftware+Sandra.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="386" src="http://3.bp.blogspot.com/-qRpFrnJVp-w/T6Pi00S94KI/AAAAAAAAAes/wxki301RIDI/s400/Puntuaje+general+-+SiSoftware+Sandra.jpg" width="400" /></a></div>
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</div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-91541850541247459962012-04-24T16:57:00.002+02:002012-04-24T17:16:11.099+02:00Manual<a href="http://diegoss.net76.net/" rel="nofollow" target="_blank">Manual de localización de errores</a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-13522659853045876182012-04-20T16:38:00.001+02:002012-04-20T17:14:12.273+02:00MBRRegistro Maestro de Arranque. Primer registro del disco duro, el
cual contiene un programa ejecutable y una tabla donde están
definidas las particiones del disco duro.<br />
<br />
<br />
<br />
Repararlo es muy sencillo con la consola de recuperación de
windows; introducimos los comandos<br />
FIXBOOT<br />
FIXMBR<br />
CHKDSK /R<br />
<br />
<br />
<br />
Y quedaría totalmente listo.<br />
<div style="margin-bottom: 0cm;">
<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-76608996941233518402012-04-19T17:29:00.003+02:002012-04-20T17:11:20.168+02:00scandisk<br />
<br />
Comprueba la integridad de la superficie física de su disco duro como la integridad del sistema de archivos almacenados, repara y marca los errores defectuosos.<br />
<br />
Lo podemos encontrar en la pestaña herramientas dentro de las propiedades de cada unidad de almacenamientoUnknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-72530645434363219202012-04-19T17:17:00.003+02:002012-04-22T13:41:19.967+02:00DISK BOOT FAILURE, INSERT SYSTEM DISK AND PRESS ENTEREste fallo quiere decir que nuestro disco de arranque se ha
estropeado; pueden ser por dos motivos de hardware o
software.<br />
Lo primero que tenemos que hacer es un test de disco y de ser
detectado y que funcione correctamente una reinstalación del S.O
bastaría.<br />
<br />
<br />
El mismo erro obtendríamos si desconectáramos el disco duro de
la electricidad.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-44298943076674603722012-04-19T17:08:00.000+02:002012-04-30T00:08:51.072+02:00Fallo en la placa baseSíntomas:<br />
-La electricidad circula por toda la placa base se enciende la
fuente, los ventiladores: pero emite una serie de pitidos sin mostrar nada por pantalla.<br />
-La electricidad no circula por la placa base, no emite pitidos, no muestra información por pantalla y no
se escucha ningún ventilador en funcionamiento.<br />
-La electricidad circula por la placa base pero no emite ningún
tipo de pitido, no muestra nada por pantalla, solamente enciende la fuente de alimentación y simplemente la luz roja del disco queda
permanentemente encendida.<br />
<br />
<br />
<br />
<a href="http://mmediego.blogspot.com.es/2012/04/manual-de-localizacion-de-errores.html" target="_blank">Manual </a><br />
<br />
<br />
<br />
<div style="margin-bottom: 0cm;">
<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-88382833376184337222012-04-19T16:56:00.001+02:002012-04-20T17:02:02.028+02:00Tempertara y configuraciónQue parametros de la bios miramos para ver que el procesador trabaja a la velocidad adecuada ?<br />
<br />
Bios y advance.<br />
<br />
Y para mirar su temperatura ?<br />
power y CPUUnknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-75444555327108624602012-04-19T16:39:00.002+02:002012-04-19T16:39:29.829+02:00Fallo del procesador<br />
Lo podemos notar con disminución del rendimiento, reinicio
espontáneos debido al sobre calentamiento; también puede llegar al
punto que no encienda y emita una serie de pitidos advirtiendo el
fallo.
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-56874954271654340312012-04-19T16:24:00.001+02:002012-04-20T17:06:09.304+02:00Memtest86Es un programa que pone a prueba la memoria RAM con la finalidad de encontrar algún tipo de fallo.<br />
<a href="http://www.memtest86.com/">Además es un programa gratuito </a>y muy fácil de usar.<br />
<a href="data:image/gif;base64,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" width="320" /></a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-58539839073492186922012-04-19T16:18:00.001+02:002012-04-20T17:08:26.640+02:00Blue screen - Pantallazo azulLa memoria ram suele ser muchas veces causa de este problema; para
asegurarnos debemos dejar trabajando una memoria RAM con memtest86 y
asegurarnos del incorrecto funcionamiento.<br />
El fallo de la memoria RAM se puede deber a muchas causas; tales
como suciedad, sobrecalentamiento o una incompatibilidad con la placa
base.<br />
La única manera de solucionar los errores de una memoria ram es
adquiriendo una nueva.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-81867357444601343662012-04-17T17:16:00.000+02:002012-04-20T17:08:11.601+02:00POST reader También denominado POST code, en cada paso de verificación del POST genera una serie de mensajes en forma de números.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-oKIlCncfOS0/T42JKxiyDOI/AAAAAAAAAdk/giVlHcEorhk/s1600/post.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="277" src="http://2.bp.blogspot.com/-oKIlCncfOS0/T42JKxiyDOI/AAAAAAAAAdk/giVlHcEorhk/s320/post.gif" width="320" /></a></div>
POST reader es una placa que se pincha en un zócalo, esta consta de una pantalla de 7 segmentos, que indican el código hexadecimal del test que se inicia. Además disponen de LEDs auxiliares que señalan si es correcto el estado de tensión en las líneas del bus de alimentación. En la figura adjunta se muestra uno de estos dispositivos.<br />
Estos codigos los podemos entender atraves de un manual del fabricante.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-77188612477515296972012-04-17T17:01:00.000+02:002012-04-17T17:01:48.529+02:00POST<div style="text-align: center;">
POWER ON SELF TEST</div>
<br />
Es un conjunto de rutinas de comprobación basica; lo ejecuta la BIOS cuando encendemos el ordenador.<br />
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<br />
<a href="http://www.intel.com/support/sp/motherboards/server/sb/cs-032479.htm">Errores en la BIOS Intel® S3200 a S5520 también X58 / S1200 / C600 </a><br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-82500527536363093812012-04-17T16:30:00.001+02:002012-04-20T17:01:40.291+02:00Tester de fuenteLa forma más rápida, cómoda y segura de comprobar si la fuente de alimentación funciona correctamente, conectamos los conectores de ATX y luego el que nos haga falta; como el alimentador de unidades de almacenamiento...etc<br />
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<a href="http://1.bp.blogspot.com/-aEAWOf7K8Ms/T418rFdl_wI/AAAAAAAAAdc/d2_qmGO-Bgk/s1600/tester.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="259" src="http://1.bp.blogspot.com/-aEAWOf7K8Ms/T418rFdl_wI/AAAAAAAAAdc/d2_qmGO-Bgk/s320/tester.jpg" width="320" /></a></div>
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Su precio ronda los 20€ <br />
<br />
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<br />
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<br />
<br />
<br />
<a href="http://www.ebay.es/sch/i.html?_nkw=tester+fuente&_sacat=0&_odkw=tester+alimentacion&_osacat=0&_trksid=p3286.c0.m270.l1313"> Su precio ronda los 20€ </a><br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-57152351367359385652012-04-16T17:04:00.000+02:002012-04-20T17:14:44.606+02:00Pitidos de la Bios<div align="CENTER">
<span style="color: red;"><b>Dependen del tipo de BIOS</b></span></div>
<br />
<br />
<br />
<br />
<br />
<br />
<b>Los mas comunes suelen ser estos</b><br />
<br />
<br />
<br />
· Ningún pitido no hay suministro eléctrico o fallo del speaker
(poco común)<br />
<br />
· Tono continuo error en el suministro
eléctrico.<br />
<br />
· Tonos cortos constantes la placa base está en
corto.<br />
Un tono largo: Error de memoria RAM, lo normal es que esté mal
puesta o que esté fastidiada.<br />
<br />
· Un tono largo y otro corto
error el la placa base o en ROM Basic. <br />
<br />
· Un tono largo y dos
cortos error en la tarjeta gráfica.
<br />
<br />
· Dos tonos largos y uno corto error en la sincronización de
las imágenes (problema de gráfica).<br />
<br />
· Dos tonos cortos
error de la paridad de la memoria. <br />
<br />
· Tres tonos cortos
indica que hay un error en los primeros 64Kb de la memoria RAM.<br />
<br />
·
Cuatro tonos cortos error en el temporizador o contador.<br />
<br />
·
Cinco tonos cortos nos indica que el procesador o la tarjeta gráfica
se encuentran bloqueados.<br />
<br />
· Seis tonos cortos error en el
teclado.<br />
<br />
· Siete tonos cortos modo virtual de procesador AT
activo.<br />
<br />
· Ocho tonos cortos error en la escritura de la video
RAM.<br />
<br />
· Nueve tonos cortos error en la cuenta de la BIOS RAM.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<b>Tonos de la BIOS AMI</b><br />
<br />
<br />
<br />
Pitidos fáciles de identificar, su interfaz gráfico ha sido
mejorado y los parámetros son más parecidos a los de AWARD.<br />
<br />
Ningún
pitido. Esto significa varias cosas. Primeramente nos aseguramos de
que el speaker esté bien conectado, luego revisamos el cable de
alimentación. En caso de estar todo bien y la configuración de
swichers y jumpers también
<br />
Ese fallo se debe en la mayoría de las veces por fallos de
corriente.<br />
<br />
Un pitido. Este pitido indica que todo esta
correcto. En caso de no dar imagen revisaremos la tarjeta grafica y
la memoria RAM.<br />
<br />
Dos pitidos. Es un problema de memoria en
tarjeta de video o en la RAM. Si vemos imagen nos aparecerá un
mensaje de error. <br />
<br />
Tres pitidos. Lo mismo que cuando suenan
dos pitidos.<br />
<br />
Cuatro pitidos. Lo mismo que ocurre con dos y
tres pitidos. En este caso además puede ser un error en el reloj del
sistema<br />
<br />
Cinco pitidos. La placa base no ha detectado memoria
RAM, o no es compatible.<br />
<br />
Seis pitidos. La controladora de
teclado estropeada.<br />
<br />
Siete pitidos. No se ha podido detectar el
procesador o no funciona. <br />
<br />
Ocho pitidos. No se ha detectado
tarjeta de video o no funciona.<br />
<br />
Nueve pitidos. El código de
la BIOS está corrupto, procedemos a flasearla si podemos, o a
reemplazar el chip.<br />
<br />
Diez pitidos. La BIOS no puede leer /
escribir los datos almacenados en la CMOS. <br />
<br />
Once pitidos. La
memoria caché del sistema (640Kbytes en la placa) esta dañada o no
pude acceder a ella . <br />
<br />
<br />
<br />
<br />
<br />
<br />
<b>Tonos de la BIOS AWARD</b><br />
<br />
Si poseemos esta BIOS ya nos vale agudizar el oído. En la
mayoría de los pitidos se les acompaña un mensaje de error.<br />
<br />
Tono
ininterrumpido. Fallo en el suministro eléctrico. Revisamos las
conexiones y la fuente de alimentación.<br />
<br />
Tonos cortos
constantes. Sobrecarga eléctrica, chips defectuosos, placa mal...<br />
<br />
1
largo. Si aparece esto en la pantalla “RAM Refresh Failure”,
significa que los diferentes componentes encargados del refresco de
la memoria RAM fallan o no están presentes.<br />
<br />
1 largo y 1
corto. El código de la BIOS esta corrupto o defectuoso.<br />
<br />
1
largo y dos cortos. No da señal de imagen, se trata de que nuestra
tarjeta de vídeo esta estropeada.<br />
<br />
1 largo y 2 cortos. Si
aparece por pantalla este mensaje: “No video card found”, este
error solo es aplicable a placas base con tarjetas de vídeo
integradas. Fallo en la tarjeta gráfica.<br />
<br />
1 largo y 3 cortos.
Si aparece este mensaje por pantalla “No monitor connected” <br />
<br />
1
largo y varios cortos. Mensaje de error. “Video related failure”.
Lo mismo que antes. Cada fabricante implanta un código de error
según el tipo de tarjeta de video y los parámetros de cada BIOS<br />
<br />
2
largos y 1 corto. Fallo en la sincronización de las imágenes.
Cargaremos por defecto los valores de la BIOS e intentaremos
reiniciar. Si persiste nuestra tarjeta gráfica o placa madre están
estropeadas.<br />
<br />
2 cortos. Vemos en la pantalla este error:
“Parity Error”. Se trata de un error en la configuración de la
BIOS al no soportar la paridad de memoria, la deshabilitamos en al
BIOS.<br />
<br />
3 cortos. Vemos en la pantalla este error. Base 64 Kb
“Memory Failure”, significa que la BIOS al intentar leer los
primeros 64Kbytes de memoria RAM dieron error. <br />
<br />
4 cortos.
Mensaje de error; “Timer not operational”. El reloj de la propia
placa base esta estropeado, no hay mas solución que cambiar la
placa. No confundir con “CMOS cheksum error” una cosa es la pila
y otra el contador o reloj de la placa base.<br />
<br />
5 cortos. Mensaje
por pantalla “Processor Error” significa que la CPU ha generado
un error porque el procesador o la memoria de vídeo están
bloqueados.<br />
<br />
6 cortos. Mensaje de error: “8042 - Gate A20
Failure”, muy mítico este error. El controlador o procesador del
teclado (8042) puede estar en mal estado.<br />
<br />
7 cortos. Mensaje de
error: “Processor Exception / Interrupt Error” Descripción. La
CPU ha generado una interrupción excepcional o el modo virtual del
procesador está activo.<br />
<br />
8 cortos. Mensaje de error: “Display
Memory Read / Write error”. La tarjeta de video esta estropeada.<br />
<br />
9
cortos. Mensaje de error: “ROM Checksum Error”; el valor del
checksum (conteo de la memoria) de la RAM no coincide con el valor
guardado en la BIOS.
<br />
<br />
10 cortos. Si vemos por pantalla esto; “CMOS Shutdown
Register / Read/Write Error”: el registro de la CMOS RAM falla a la
hora de la desconexión. <br />
<br />
11cortos. Mensaje de error: “Cache
Error / External Cache Bad” la memoria caché (L1o L2) del
procesador están fallando; también se aplica a la cache de la
placa.<br />
<br />
1 pitido largo + 8 pitidos cortos. Error en la
verificación de tarjeta de video.<br />
<br />
1 pitido largo + 3 pitidos
cortos. Fallo en la comprobación de la RAM <br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<b>Tonos de la BIOS Phoenix</b><br />
<br />
1-2-2-3: error del
código de verificación de la ROM. <br />
1-3-1-1: fallo en el test del
refresco de la memoria DRAM<br />
<br />
1-3-1-3: error en el test de del
controlador del teclado. <br />
<br />
1-3-4-1: error en una dirección de
memoria.<br />
<br />
1-3-4-3: error en una dirección del área de memoria
baja. <br />
<br />
2-1-2-3: error en la ROM del sistema .La BIOS esta
corrupta o no se ha podido acceder a ella( leer /
escribir).<br />
<br />
2-2-3-1: problemas con interrupciones de sistema.<br />
<div style="margin-bottom: 0cm;">
<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-47404600579570428862012-04-02T17:05:00.001+02:002012-04-20T17:09:03.143+02:00Fuente de alimentación: Conectores y voltaje<br />
ATX 24 pines<br />
<br />
<a href="http://www.smps.us/atx-connector-20-24pin.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="253" src="http://www.smps.us/atx-connector-20-24pin.jpeg" width="320" /></a><br />
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<a href="http://recursostic.educacion.es/observatorio/web/images/upload/jmaa0052/discos/image016.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://recursostic.educacion.es/observatorio/web/images/upload/jmaa0052/discos/image016.jpg" /></a></div>
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<a href="http://www.cooldrives.com/lib/cooldrives/sata-hard-drive-power-cable-connector.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="129" src="http://www.cooldrives.com/lib/cooldrives/sata-hard-drive-power-cable-connector.jpg" width="200" /></a><br />
Sata posee el mismo voltaje, varia el modelo de conexión<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Conector 4pines de 12v.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.mechbgon.com/build/ATX12V.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="148" src="http://www.mechbgon.com/build/ATX12V.jpg" width="200" /></a> </div>
<div>
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<div>
<span class="Apple-style-span" style="color: #0000ee;"></span></div>
<div>
<br /></div>
<div>
<div style="text-align: right;">
<b> </b> Conector de 6 pines PCiE 12v.<b><br /></b></div>
</div>
<div>
<div style="text-align: right;">
<span class="Apple-style-span" style="color: #0000ee;"><br /></span></div>
</div>
<div>
<a href="http://mundobip.com/admin/uploads/c/21_12_2009_15_03_15_conectores_pcie_6pin_nox_sonar_780w.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="149" src="http://mundobip.com/admin/uploads/c/21_12_2009_15_03_15_conectores_pcie_6pin_nox_sonar_780w.jpg" width="200" /></a><span class="Apple-tab-span" style="white-space: pre;"></span></div>
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<div>
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<br /></div>
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</div>
<div>
</div>
<div>
Conector Berg voltaje de 5v y 12v</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhllXABO8LNej99ZNDvv1ocCbM4iqC5g2I4xxYxZYmtWIgW3EDHY2GSkZ3FRTPDv4O9-XOtg0W-WcjscDWYtooPvQZq88LXlqON19tTkzsZ14JyxznRlr77BekF8qdFg_zNBX42IR5p8K3A/s320/berg+macho.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhllXABO8LNej99ZNDvv1ocCbM4iqC5g2I4xxYxZYmtWIgW3EDHY2GSkZ3FRTPDv4O9-XOtg0W-WcjscDWYtooPvQZq88LXlqON19tTkzsZ14JyxznRlr77BekF8qdFg_zNBX42IR5p8K3A/s200/berg+macho.jpg" width="200" /></a></div>
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<br /></div>
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-63082347380935946362012-03-27T16:10:00.001+02:002012-03-27T16:10:46.350+02:00Herramientas necesarias para el montaje de un PC<br /><br /><br /><br />· Destornillador Plano<br />· Destornillador de Estrella<br />· Tijeras<br />· Bridas<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-28750355010101958912012-03-26T17:55:00.000+02:002012-04-02T17:08:26.811+02:00Presupuesto gamer<b>Intel core i7</b><br />
<br /><br />
<br />
· Conexión con memoria directamente conectada al procesador con
soporte para DDR3 únicamente.<br />
·Turbo Boost cores inteligentemente "overclockearse" a
si mismos al sobrepasare la velocidad de diseño del reloj así que
se debe tener en cuenta la temperatura.<br />
· Cache de grandes dimensiones 8MB L3 cache.<br />
· Capacidad para el Overclocking muy elevada<br />
<br /><br />
<br />
<b>Asus maximus IV EXTREMEZ 1155</b><br />
<br /><br />
<br />
<a href="" name="ctl00_ContentPlaceHolder1_ctl00_overview1_span_overview"></a>
· Engine Digi+ ofrece a los usuarios un nuevo nivel de la
optimización del rendimiento.<br />
· DDR3 de doble canal de memoria hasta 2200MHz ofrecen un
rendimiento excepcional para los jugadores y aficionados, esta dotado
de ROG, iDirect ROG, TweakIT Mem y TweakIT GPU ( son todo tipo de
software para la motorización de overclocking en tiempo rea)
<br />
<br /><br />
<br />
· Dos BIOS ROM. Dos configuraciones BIOS, el doble de
flexibilidad para overclocking.<br />
placa ROG está equipado con herramientas de ROG overclocking en
tiempo real Connect, iDirect ROG, TweakIT Mem y TweakIT GPU. ROG<br />
· PCI 3.0 máxima potencia y rendimiento<br />
<br /><br /><br />
<br />
<b>Kingston DDR3 12Gb 1600Mhz</b><br />
<br /><br />
<br />
· 12Gb DDR3 optimizados en la placa asus conseguiran un
funcionamiento extraordinario.<br />
· Kingston consta de un precio muy competitivo<br />
<br /><br />
<br />
<b>TorreThermalTake chaser MKI</b><br />
· Caja optimizada con sitio de sobra para la instalación de los
componentes de alto rendimiento.<br />
· Ventilación y diseño atractivo que implica potencia,
robustez, ambición y garantizan un buen flujo de aire.<br />
· Ventiladores Colorshift<br />
· 6 bahías de 3,5" también sirven para discos duros de
2,5".<br />
garantizan un buen flujo de aire.<br />
<br /><br />
<br />
<b>LG D2342P HDMI-DVI</b><br />
<br /><br />
<br />
· 23" Full HD 3D LED.<br />
· Resolución 1920x1080 píxeles.<br />
· Brillo 250 cd/m2<br />
· Contraste 1000:1<br />
· Ángulo de visualización 170/160 grados<br />
· Tiempo de respuesta 5 ms<br />
·Entrada Vídeo DVI / HDMI / USB / VGA<br />
· Frecuencia de refresco<br />
- Vertical 75<br />
- Horizontal 83<br />
<b><br />Teclado GAMING Roccat</b><br />
<br /><br />
<br />
· Pantalla y teclado iluminado para mejorar el índice del
impacto en la tecla y la información vital del juego<br />
· 2 Mb de memoria interna integrada para almacenar hasta 5
perfiles con 4 capas cada uno, incluyendo macros individuales.<br />
· Turbocore integrada (40MHz)<br />
· Puertos para auriculares, micrófono y USB<br />
·Anti-ghosting para tecleo simultáne
<br />
<br /><br />
<br />
<b>Masilla termica ARTIC MX 4 </b>
<br />
<br /><br />
<br />
Conductividad (W/mk): 8.5<br />
Viscocidad: 870<br />
Densidad (g/cm³): 2.5<br />
<br /><br />
<br />
<b>Pioneer Regra </b>
<br />
<br /><br />
<br />
· Conexión sata<br />
· Gran velocidad L/E<br />
<br /><br />
<br />
<b>PCIE Ati HD 7970 3GB DDR5</b><br />
<br /><br />
<br />
· Gráfica con GPU 28nm y 3GB GDDR5 para disfrutar del gaming más
fluido.<br />
· Utilidad GPU Tweak permite monitorizar el estatus y ajustar el
rendimiento de la gráfica.<br />
· PCI Express 3.0 multiplica por dos el rendimiento de PCI
Express 2.0.<br />
· La tecnología Eyefinity de ... AMD permite expandir la acción
hasta en seis pantallas.<br />
<br /><br />
<br />
<b>Gigabyte M8600</b><br />
<br /><br />
<br />
Diseñado específicamente para ejecución de videojuegos.<br />
Posee un motor láser de doble ojo y doble interfaz de conexión
inalambrica o usb 2.0<br />
<br />
<br />
Características<br />
· Resolución desde 100 a 6.500 dpi<br />
· Aceleración máxima de 50g<br />
· Velocidad máxima de 150 pulgadas por segundo<br />
· Pesa 148 gramos con batería de ión litio
<br />
· Batería 50 horas de juego ininterrumpido.<br />
· 32 kbytes de memoria interna para almacenamiento de hasta cinco
perfiles<br />
· Siete botones y doble eje de rueda de desplazamiento
<br />
<br /><br />
<br />
<b>Speaker Creative Gigaworks T40</b><br />
<br /><br />
<br />
· Potencia estimada RMS 14 W<br />
· Tecnología BasXPort™<br />
· Potencia de los altavoces: 16 vatios RMS por canal<br />
· Respuesta de frecuencia: 50 Hz ~ 20 kHz<br />
<br /><br />
<br />
<b>Cooler master silent pro hybrid 1050</b><br />
<br />
<br />
<br />
<br />
· Utiliza sólo los cables necesarios.<br />
· Panel de funciones para el control de velocidad del ventilador.<br />
· Doble capa de protección EMI.<br />
· Filtro doble para las interferencias electromagnéticas<br />
· Diseño ecológico,<1W en su modo apagado.<br />
· Soporta 4-Way SLI / CrossFire + CPU dual.<br />
· Diseño de Protección Múltiple (OVP / UVP / OCP / OPP / OTP /
SCP)<br />
<br /><br />
<br />
<b>Intel SSD 520Series MLC 120 GB </b>
<br />
<br />
<br />
<br />
<br />
· Transmisión de datos: 550 MB/s, 520 MB/s<br />
· Intel agrega tecnología de protección como AES-256 y E2E Data
Protection<br />
<br /><br />
<br />
<br /><br />
<br />
<br /><br />
<br />
<br /><br />
<br />
<br /><br />
<br />
<b>SAI 2000VA Inline Thallium 2000E ovislink</b><br />
<br /><br />
<br />
· Tecnología on-line doble conversión.<br />
· Funcionamiento en paralelo sin necesidad de bypass
centralizado.<br />
· Capacidad de paralelo de hasta 3 equipos.<br />
· Cable de paralelo, de serie.<br />
· Posibilidad de autonomías extendidas.<br />
· Test de baterías, de serie.<br />
· Rectificador dotado de pfc (corrector del factor de potencia) y
soft start(arranque suave).<br />
<br />
<br />
<br />
<img alt="" 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" />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-73013902705513428262012-03-26T16:44:00.003+02:002012-04-20T17:10:17.137+02:00Porque se puede romper una fuente de alimentación<b>Pueden influir muchos factores como:</b><br />
-Calor<br />
-Polvo<br />
-Subidas y bajadas de tensión<br />
-Componente interno dañados<br />
<br />
<br />
Estos factores son normales en el uso de nuestra fuente, por eso
se recomienda un mantenimiento periódico y una refrigeración optimo
para evitar el fallo de la misma, también una regleta con un
regulador de tensión podría solucionar de los cambios bruscos de
tensión.<br />
<b><br /></b>
<br />
<b>Síntomas de que nuestra fuente de alimentación falla:</b><br />
<br />
-No arranca: uno de los síntomas mas normales, la fuente de
alimentación esta muerta por completo
<br />
-Deja de subministrar tensión correcta, este problema no se suele
detectar; hasta que se queman los componentes (suele pasar en fuentes
de baja categoría)<br />
-Se apaga y no se puede encender hasta que pasa cierto tiempo, son
problemas de calentamiento debido a la mala ubicación de la misma,
mal funcionamiento del ventilador y suciedad
<br />
<br />
<br />
<br />
<b>Un supresor de voltaje o regulador de tensión</b>; se utiliza en
aparatos electrónicos para protegerlos de subidas y bajadas de
tensiones de la CA.<br />
<br />
<br />
<b>SAI</b> (Sistema Alimentación Interrumpida) es un dispositivo que
gracias a sus baterías puede mantener un equipo en funcionamiento
durante un tiempo limitado en un apagón y también ayuda a
estabilizar la CA; utilizados de filtro como un regulador de tensión<br />
<br />
<br />
Hoy en día la mayoría de dispositivos que se conectan a CA
constan de un regulador de tensión.<br />
<br />
<br />
Un SAI es un dispositivo elemental a que no puede faltar en un
ordenador, ya que nos protege de subidas, bajas de tensión y de
apagones inesperados; esto evita fallos en nuestro S.O, perdidas de
información innecesarias y incluso daños en el hardwareUnknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-38643983129708708222012-03-23T17:02:00.002+01:002012-04-20T17:11:55.812+02:00Como funciona una batería<span style="font-size: small;"><br /></span><br />
<div align="LEFT">
<span style="font-size: small;">La batería como todos sabemos es un acumulador de
energía eléctrica. Pero como funciona ?</span><br />
<span style="font-size: small;">Cuando fusionamos las
celdas, el ácido raciona convirtiendo la energía química en
energía eléctrica</span><br />
<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;">Cada celda, consta de dos juegos de
placas, o electrodos inmersos en una solución de agua y ácido
sulfúrico llamado electro-lito. Un juego de placas esta hecho de
peróxido de plomo y el otro, de plomo poroso; en las placas de
peróxido de plomo se genera carga positiva (+) y en las de plomo
poroso carga negativa (-)</span></div>
<div align="LEFT">
<span style="font-size: small;">Uno de los principales enemigos de las baterías de
litio <b><span style="font-weight: normal;">es el calor</span></b>.</span><br />
<span style="font-size: small;"><br /></span></div>
<div align="LEFT">
<span style="font-size: small;">- Consejos para alargar la batería:</span></div>
<div align="LEFT">
<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;"><br /></span></div>
<div align="LEFT" style="color: black;">
<span style="font-family: Arial; font-size: small;">· </span><span style="font-size: small;"><span style="font-family: Arial;">De
Níquel</span></span></div>
<div align="LEFT">
<span style="font-size: small;"><br /></span></div>
<div align="LEFT">
<span style="font-size: small;">Descargar </span><span style="color: blue; font-size: small;">COMPLETAMENTE</span><span style="font-size: small;"> la
batería, envolver en bolsas herméticas para que no le entre la
humedad y meter la batería al congelador durante 30 minutos.</span><span style="color: red; font-size: small;">
</span><span style="color: red; font-size: small;"><b>No metáis la batería a un
congelador con mas de -40º porque reventaria.</b></span><span style="font-size: small;"> Sacar la
batería y esperar a que se descongele 2 horas. Ponerla a cargar
durante 5 horas y realizar un ciclo de carga y descarga </span><span style="color: blue; font-size: small;">COMPLETOS</span><span style="font-size: small;">.
</span></div>
<div align="LEFT">
<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;"><br /></span></div>
<div align="LEFT">
<div style="color: black;">
<span style="font-family: Arial; font-size: small;">· </span><span style="font-size: small;"><span style="font-family: Arial;">De
ION-LITIO</span></span></div>
<span style="font-size: small;"><br /></span></div>
<div align="LEFT">
<span style="font-family: Arial; font-size: small;"><span style="color: black;">1.</span><span style="color: #444444;">
</span>Evitar que los ciclos de batería sean completos, es mejor
descargar y recargar parcialmente la batería de manera frecuente,
que una descarga completa. Las descargas parciales en las baterías
de ion-litio no son dañinas ya que no disponen de memoria.
<br />Descargar la batería y cargarla completamente SOLO DE VEZ EN
CUANDO. Sobretodo si la batería no ha sido usada hace un tiempo,
para activar todos los componentes químicos, se recomiendan 3 ciclos
de carga/descarga cada 30 ciclos de carga/descarga. No afectara a la
vida útil de la batería, si no amplia su vida útil. </span><br />
<span style="font-size: small;"><br /></span></div>
<div align="LEFT">
<span style="font-family: Arial; font-size: small;">2. Ajustar las
configuraciones del sistema para aprovechar al máximo la batería.</span></div>
<div align="LEFT">
<span style="font-family: Arial; font-size: small;"><br />3. Si no se va a
usar la batería durante un periodo de tiempo, guardarla descargarla
(con 40% de carga aprox.) y en lugares en los que <span style="color: red;">NO</span>
este sometido a temperaturas altas y a los rayos del sol ni humedad.
<br /><br />4. Cuando el portátil se encuentre enchufado a la red
eléctrica, quitar la batería. Si la batería se encuentra al 100%
no seguirá cargando y funcionara únicamente con la red
eléctrica.<br /><br />5. Evitar comprar baterías y almacenarlas, ya que
su vida útil se consume aunque no este en uso. Al comprar la batería
observar la fecha de fábrica, teniendo precaución de <span style="color: red;">NO</span>
comprar stock viejo aunque sea a precios baratos.</span></div>
<div align="LEFT" style="margin-bottom: 0cm;">
<br /></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-84895070946888848842012-03-23T16:11:00.001+01:002012-03-23T16:11:41.432+01:00Tensión alta y baja<div>
<b>Alta </b> utilizada para transportar grandes
tensiones a gran distancias. Las altas tensiones son aquellas que superan los
25 kilovolt.</div>
<div>
</div>
<div>
<b>Baja </b> tensiones inferiores a 1 kilovolt que se reducen todavía más para que se
puedan emplear en la industria (alumbrado público, hogar, etc). La tensión mas utilizada suele ser de 220, 380 y 440 volt y son C.A.</div>
<div>
</div>
<div>
<b>Es peligrosa una instalación de baja tensión ?</b></div>
<div>
<b> </b>Las instañaciones de baja tensión son peligrosas y pueden llegar a matar.</div>
<div>
<b> </b></div>
<div>
<b>Que concecuencias puede tener un accidente en una instalación de este tipo ?</b></div>
<div>
</div>
<div>
</div>
<div>
<br /></div>
<div>
La
corriente eléctrica sigue preferentemente la trayectoria de la menor
resistencia. De acuerdo con ello, desempeñan un rol decisisvo las
diferentes resistencias que ofrecen los tejidos del cuerpo humano. Los
tejidos nerviosos presentan la resistencia menor. En secuencia
ascendente, le siguen las arterias, músculos, piel, tendones, tejido
adiposo y los huesos.</div>
<div>
En
consecuencia, para el caso de la corriente continua y las corrientes de
baja frecuencia, la probabilidad de daño del tejido nervioso es la
mayor, seguida de arterias, músculos, etc.</div>
<div>
Los síntomas son:</div>
<div>
<ul>
<li>Quemaduras en los lugares de entrada y salida de la corriente.</li>
<li>Parálisis de la musculatura de las extremidades y del corazón por el flujo de corriente.</li>
<li>Formación de gas en la sangre por electrólisis.</li>
<li>Fracturas de huesos debido a repentinas y bruscas contracciones musculares.</li>
<li>Lesiones por accidentes secundarios (por ejemplo por una caída ocasionada por el golpe de corriente).</li>
</ul>
</div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-4009718216578870381.post-57369517870008615012012-03-15T18:23:00.000+01:002012-03-15T18:23:33.950+01:00DudaComo es posible que un aparato, que tiene que funcionar con
corriente continua, funcione con corriente alterna?<br />
<br /><br />
<br />
Es posible gracias a la fuente de alimentación que además de
mantener el equipo con corriente continua proporciona una voltaje
adecuado para cada componente.<br />
<div style="margin-bottom: 0cm;">
<br />
</div>Unknownnoreply@blogger.com