Cómo alinear el cabezal de impresión manualmente desde una PC con Windows - iP7220
Article ID: ART169730 | | | Date published: 10/04/2021 | | | Date last updated: 10/04/2021 |
Description
Si alinear el cabezal de impresión automáticamente no resuelve los problemas de alineación de impresión, puede alinear el cabezal de impresión manualmente desde un PC con Windows.
Solution
Si alinear el cabezal de impresión automáticamente no resuelve los problemas de alineación de impresión, puede alinear el cabezal de impresión manualmente desde un PC con Windows. Para realizar una alineación manual del cabezal de impresión desde un PC con Windows, siga los pasos a continuación.
Alineación del cabezal de impresión
Nota
Haga clic en Alineación del cabezal de impresión en la ficha Mantenimiento. Se abrirá el cuadro de diálogo Iniciar alineación del cabezal de impresión.
Cargue tres hojas de papel normal tamaño A4 o tamaño carta en el cassette (inferior).
Asegúrese de que la impresora está encendida y haga clic en Alinear cabezal de impresión. Siga las instrucciones del mensaje.
Compruebe el patrón impreso
Introduzca los números de los patrones con la menor cantidad de rayas en los cuadros asociados. Incluso si se hace clic en los patrones con la menor cantidad de rayas en la ventana de vista previa, sus números se ingresan automáticamente en los cuadros asociados.
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)
Cuando haya introducido todos los valores necesarios, haga clic en Aceptar.
Nota
![](data:image/png;base64,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)
(A) Rayas blancas verticales menos notables(B) Rayas blancas verticales más notables![](data:image/png;base64,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)
(A) Rayas blancas horizontales menos notables(B) Rayas blancas horizontales más notables
Confirme el mensaje mostrado y haga clic en Aceptar. El segundo patrón está impreso.
Importante
Introduzca los números de los patrones con la menor cantidad de rayas en los cuadros asociados. Incluso si se hace clic en los patrones con la menor cantidad de rayas en la ventana de vista previa, sus números se ingresan automáticamente en los cuadros asociados.
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)
Cuando haya introducido todos los valores necesarios, haga clic en Aceptar.
Nota
![](data:image/png;base64,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)
(A) Rayas blancas verticales menos notables(B) Rayas blancas verticales más notables
Confirme el mensaje mostrado y haga clic en Aceptar. El tercer patrón está impreso.
Importante
Introduzca los números de los patrones con las franjas horizontales menos perceptibles en los cuadros asociados. Incluso si se hace clic en los patrones con las rayas horizontales menos notables en la ventana de vista previa, sus números se ingresan automáticamente en los cuadros asociados.
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)
Cuando haya introducido todos los valores necesarios, haga clic en Aceptar.
Nota
Nota
- Abra la ventana de configuración del controlador de impresora.
- Haga clic en Configuración personalizada en la ficha Mantenimiento. Se abrirá el cuadro de diálogo Configuración personalizada.
- Marque la casilla alinear cabezales manualmente.
- Si la impresora está apagada o si la comunicación entre la impresora y el equipo está deshabilitada, puede aparecer un mensaje de error porque el equipo no puede recopilar el estado de la impresora. Si esto sucede, haga clic en Aceptar para mostrar la configuración más reciente especificada en el equipo.
Haga clic en Alineación del cabezal de impresión en la ficha Mantenimiento. Se abrirá el cuadro de diálogo Iniciar alineación del cabezal de impresión.
Cargue tres hojas de papel normal tamaño A4 o tamaño carta en el cassette (inferior).
Asegúrese de que la impresora está encendida y haga clic en Alinear cabezal de impresión. Siga las instrucciones del mensaje.
Compruebe el patrón impreso
Introduzca los números de los patrones con la menor cantidad de rayas en los cuadros asociados. Incluso si se hace clic en los patrones con la menor cantidad de rayas en la ventana de vista previa, sus números se ingresan automáticamente en los cuadros asociados.
Cuando haya introducido todos los valores necesarios, haga clic en Aceptar.
- Si es difícil elegir el mejor patrón, elija la configuración que produzca las rayas blancas verticales menos notables.
(A) Rayas blancas verticales menos notables(B) Rayas blancas verticales más notables
- Si es difícil elegir el mejor patrón, elija el ajuste que produzca las rayas blancas horizontales menos notables.
(A) Rayas blancas horizontales menos notables(B) Rayas blancas horizontales más notables
Confirme el mensaje mostrado y haga clic en Aceptar. El segundo patrón está impreso.
- No abra la tapa superior mientras la impresión está en curso.
Introduzca los números de los patrones con la menor cantidad de rayas en los cuadros asociados. Incluso si se hace clic en los patrones con la menor cantidad de rayas en la ventana de vista previa, sus números se ingresan automáticamente en los cuadros asociados.
Cuando haya introducido todos los valores necesarios, haga clic en Aceptar.
- Si es difícil elegir el mejor patrón, elija la configuración que produzca las rayas blancas verticales menos notables.
(A) Rayas blancas verticales menos notables(B) Rayas blancas verticales más notables
Confirme el mensaje mostrado y haga clic en Aceptar. El tercer patrón está impreso.
- No abra la tapa superior mientras la impresión está en curso.
Introduzca los números de los patrones con las franjas horizontales menos perceptibles en los cuadros asociados. Incluso si se hace clic en los patrones con las rayas horizontales menos notables en la ventana de vista previa, sus números se ingresan automáticamente en los cuadros asociados.
Cuando haya introducido todos los valores necesarios, haga clic en Aceptar.
- Si es difícil elegir el mejor patrón, elija la configuración que produzca las rayas horizontales menos notables.
- Para imprimir y comprobar la configuración actual, abra el cuadro de diálogo Iniciar alineación del cabezal de impresión y haga clic en Imprimir valor de alineación.