Señales de Tráfico: Guía para Conducir con Seguridad en Curvas y Vías Bidireccionales

La seguridad vial es fundamental para evitar accidentes y garantizar un viaje sin incidentes. En este contexto, las señales de tráfico juegan un papel crucial en la regulación del tráfico y la prevención de accidentes. Es importante conocer y respetar las señales de tráfico para conducir de manera segura en curvas y vías bidireccionales. A continuación, te presentamos una guía para conducir con seguridad en estos escenarios.

Índice
  1. La señal de curva indica un cambio en la dirección del camino
  2. Curva a la derecha indica giro hacia el lado derecho del conductor

La señal de curva indica un cambio en la dirección del camino

La señal de curva es un tipo de señal de tráfico que indica a los conductores que el camino está a punto de cambiar de dirección. Esta señal es fundamental para garantizar la seguridad vial, ya que alerta a los conductores sobre la presencia de una curva y les permite tomar las medidas necesarias para reducir la velocidad y mantener el control del vehículo.

Las señales de curva suelen ser triangulares y tienen un fondo amarillo o anaranjado con un borde rojo. En el centro de la señal, se encuentra una flecha que indica la dirección de la curva. La señal de curva puede ser acompañada de otras señales, como la señal de "reducir la velocidad" o la señal de "adelantamiento prohibido", para enfatizar la importancia de reducir la velocidad y ser cauteloso al abordar la curva.

Es importante destacar que la señal de curva no solo se utiliza en carreteras y autopistas, sino también en caminos rurales y urbanos. En áreas concurridas, la señal de curva puede ser acompañada de señales electrónicas que indican la velocidad máxima permitida en la curva. En cualquier caso, la señal de curva es una herramienta fundamental para mantener la seguridad vial y prevenir accidentes.

Señal de curva

Curva a la derecha indica giro hacia el lado derecho del conductor

La curva a la derecha es un tipo de señal de tráfico que indica que el conductor debe girar hacia el lado derecho de su vehículo. Esta señal es fundamental para garantizar la seguridad y el orden en la circulación vial. Cuando un conductor se enfrenta a una curva a la derecha, debe reducir la velocidad y prepararse para girar en la dirección indicada.

La curva a la derecha se caracteriza por una señal de tráfico que muestra una flecha curva hacia la derecha. Esta señal puede ser acompañada de otros indicadores, como una señal de reducción de velocidad o una señal de advertencia de curva. Es importante que los conductores estén atentos a estas señales y ajusten su velocidad y trayectoria según sea necesario.

Al girar a la derecha, el conductor debe ceder el paso a los peatones y a los vehículos que circulan en sentido contrario. También debe estar atento a los peatones y ciclistas que puedan estar cruzando la calle. La curva a la derecha puede ser más desafiante en condiciones de niebla o lluvia, por lo que es importante reducir la velocidad y aumentar la distancia de seguimiento.

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Javier Torres

Soy Javier, periodista de la página web Veterinaria, dedicado a brindar información sobre cuidados, higiene y salud de las mascotas. Mi pasión por los animales me impulsa a investigar y compartir consejos prácticos para garantizar el bienestar de tus compañeros peludos. Con mi pluma, me esfuerzo por ofrecer contenidos relevantes y útiles para que puedas cuidar a tus mascotas de la mejor manera posible. ¡Confía en mí para mantenerte informado y poner en práctica todo lo necesario para que tus amigos de cuatro patas estén felices y saludables!

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