Maqueta San Roque
#21
Gracias por los consejos. Es cierto que la vía azul de la estación actúa como culatón. La via central será de paso por lo que se permiten circulaciones mientras la vía azul está ocupada por maniobras de mercancías. Añadir un culatón de la misma distancia que la vía rosa (1040mm) separado de la estación invade el edificio de la estación algo poco real también así que creo que puede ser una buena solución el actual planteamiento.

He conseguido alargar algo mas la vía de la terminal de contenedores hasta los 510 mm y aún la considero corta pero no sé que solución darle. En cuanto a la de químicos, son 735 mm, no creo que sea corta ¿no?

Si teneis ideas para solucionar estos problemas, encantado. Aporto el plano actual.

Saludos
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Mensajes en este tema
Maqueta San Roque - por Jsalado - 09-09-2025, 13:55
RE: Maqueta San Roque - por Jsalado - 09-09-2025, 14:00
RE: Maqueta San Roque - por Jsalado - 09-09-2025, 14:12
RE: Maqueta San Roque - por tigrin - 09-09-2025, 22:08
RE: Maqueta San Roque - por Jsalado - 09-09-2025, 22:34
RE: Maqueta San Roque - por tigrin - 09-09-2025, 23:05
RE: Maqueta San Roque - por Jsalado - 10-09-2025, 07:21
RE: Maqueta San Roque - por tigrin - 10-09-2025, 13:23
Maqueta San Roque - por Jsalado - 10-09-2025, 14:57
Maqueta San Roque - por Jsalado - 10-09-2025, 16:34
RE: Maqueta San Roque - por tigrin - 10-09-2025, 18:56
RE: Maqueta San Roque - por Pedro MT - 10-09-2025, 16:45
RE: Maqueta San Roque - por Jsalado - 10-09-2025, 16:57
RE: Maqueta San Roque - por davide967 - 10-09-2025, 18:23
RE: Maqueta San Roque - por Pedro MT - 10-09-2025, 21:38
RE: Maqueta San Roque - por Adolfo Ant. - 11-09-2025, 11:29
RE: Maqueta San Roque - por Jsalado - 11-09-2025, 20:32
RE: Maqueta San Roque - por JORGITO_YKE - 12-09-2025, 00:00
RE: Maqueta San Roque - por Jsalado - 12-09-2025, 15:39
RE: Maqueta San Roque - por bcntrainbailen - 13-09-2025, 09:43
RE: Maqueta San Roque - por Jsalado - 13-09-2025, 20:01
RE: Maqueta San Roque - por Jsalado - 13-09-2025, 20:03
RE: Maqueta San Roque - por Jsalado - 13-09-2025, 20:29
RE: Maqueta San Roque - por Jsalado - Ayer, 12:42
RE: Maqueta San Roque - por Jsalado - Hace 6 horas
RE: Maqueta San Roque - por bcntrainbailen - Hace 37 minutos

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