Vias
#3
[img]data:image/png;base64,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[/img]
Entiendo que quieres saber que vehículo pueden circular correctamente midiendo la cuerda de las curvas con la distancia entre ejes....o algo parecido.

En la carretera es ideal conocer las cuerdas, pues en un rallye si las tienes bien marcadas, puedes ganar tiempos importantes. Pero no le veo la necesidad en el Ferrocarril a Escala N.

En el real si, para uso topográfico.

Ya nos contarás.
Saludos
Via Fleischman con balasto / IntelliboxII / WDP 2021 Premium
https://www.youtube.com/channel/UCkEQBmP...EiGemvfAXw
Responder


Mensajes en este tema
Vias - por Nene - 26-01-2021, 17:59
RE: Vias - por GUIMORCONDO - 26-01-2021, 20:45
RE: Vias - por bcntrainbailen - 26-01-2021, 20:54
RE: Vias - por bcntrainbailen - 26-01-2021, 20:56
RE: Vias - por Trenero_N - 06-02-2021, 11:24

Posibles temas similares...
Tema Autor Respuestas Vistas Último mensaje
  vias fleischmann o peco??? angel112 6 783 16-04-2026, 06:59
Último mensaje: emcuadros
  Donde encontrar vías Arnold o alguna marca compatible Pedraz92 9 5,223 12-04-2025, 09:05
Último mensaje: Pedraz92
  Vías para empezar Palaca 15 13,688 04-01-2023, 08:56
Último mensaje: trensalamanca
  Se oxidan las vías? subarucs 8 10,091 08-08-2022, 18:53
Último mensaje: samy
  ¿Clavos o tornillos para fijar vías? cvillajos 16 21,595 08-09-2021, 00:09
Último mensaje: Steamer
  Comprar vias Kato Unitrack dani.rodri 2 6,045 22-03-2021, 21:19
Último mensaje: JCMS
  Cómo se curvan las vías flexibles Jubilata 34 73,634 07-02-2021, 23:25
Último mensaje: Baltek
  Las vias de un novato Arthur 7 11,802 25-01-2021, 14:26
Último mensaje: supertren_es
  Descontaminante férrico y claybar para vías cvillajos 3 6,248 04-12-2020, 15:05
Último mensaje: lasiain
  Equivalencia en marca de vias Zuami 4 8,414 20-08-2020, 00:31
Último mensaje: Zuami

Salto de foro:


Usuarios navegando en este tema: 1 invitado(s)