Como vimos en el artículo sobre la distancia de frenado si queremos mantener una conducción segura, hay muchos aspectos a los que tenemos que atender. Entre ellos, algunos de los más importantes son los que afectan a la distancia de seguridad.
¿Sabes qué es la distancia de detención? Junto a la distancia de reacción y la distancia de frenado, forman el conjunto en el que desemboca una buena distancia de seguridad durante la conducción.
Como decíamos hay factores que alargan estas distancias. En este artículo hablaremos de la distancia de detención, su significado, su cálculo y los factores atenuantes que la hacen aumentar y ponernos en riesgo en la carretera.
¿Qué es la distancia de detención?
La distancia de detención es la suma de la distancia de reacción y la distancia de frenado. La distancia de reacción son los metros que se recorren desde que se divisa un obstáculo hasta que el conductor pisa el pedal del freno. Por su parte, la distancia de frenado comprende los metros que recorre el vehículo hasta que se detiene completamente. Si sumamos ambas distancias, tenemos la distancia de detención.
Mantener una distancia de seguridad nos prevendrá de tener que realizar frenazos, que pueden tener repercusiones muy negativas, que van desde perder el control del vehículo hasta recibir la sacudida de forma repentina y violenta si clavamos el coche, ya que este absorbe la energía cinética acumulada durante la circulación y, con la frenada, va traspasando esa energía en forma de calor al sistema de frenado.
Por supuesto, a mayor velocidad y frenada más brusca, el riesgo de lesión aumenta.
¿Cómo se calcula la distancia de detención?
Como decíamos, la distancia de detención es la suma de la distancia de reacción y la distancia de frenado. Recopilemos:
- La distancia de reacción comprende los metros que recorre el coche desde que se alerta el obstáculo hasta que se aprieta el pedal del freno. Esta distancia se recorre a la misma velocidad a la que circulaba el vehículo.
- La distancia de frenado comprende los metros que se recorren desde que se aprieta el pedal del freno hasta que el vehículo se detiene. Durante este espacio, la velocidad va disminuyendo hasta llegar a cero.
El tiempo de reacción de un conductor en buenas condiciones está entre los 0,5 y 1 segundo. La inexperiencia, el estado físico, el estado de salud o verse afectado por sustancias como alcohol, medicamentos o drogas.
Para que nos hagamos una idea de la importancia de la distancia de reacción, un conductor atento que reacciona en un segundo mientras circula a 90 km/h, habrá recorrido unos 25 metros entre que alertó el imprevisto y pisó el freno. En el caso de haber tardado un segundo más, habrían sido 50 lo metros recorridos.
Los conductores, lamentablemente, no siempre van con todos los sentidos puestos en la carretera, hecho que puede resultar fatal en muchas ocasiones. Actos habituales como sintonizar la radio o utilizar el ordenador de a bordo, por no hablar de temeridades como utilizar el teléfono móvil, pueden hacer que durante varios segundos se aparte la vista de la carretera.
¿Cuánto tiempo tarda en llegar una multa?
En el caso de la distancia de frenado, hay numerosos factores atenuantes que la hacen alargarse, motivo de más para guardar una distancia de seguridad adecuada al volante. Como puedes ver en la imagen, si la calzada está mojada, la distancia de frenado aumenta. Del mismo modo, el deterioro de los neumáticos también hace aumentar la distancia de frenado, entre otros.
¿Cuál es la distancia de frenado a 50 km h? Cómo se calcula la distancia de frenado
![como calcular la distancia de detención de un coche - ejemplos](data:image/webp;base64,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)
Velocidad (km/h) | Condiciones meteorológicas | Distancia de reacción | Distancia de frenado | Distancia de detención |
---|
50 km/h | Día soleado, pavimento seco
| 14 m | 10 m | 24 m |
90 km/h | Día soleado, pavimento seco
| 25 m | 32 m | 57 m |
120 km/h | Día soleado, pavimento seco
| 33 m | 57 m | 90 m |
50 km/h
| Día lluvioso, pavimento mojado
| 14 m | 20 m | 34 m |
90 km/h | Día lluvioso, pavimento mojado
| 25 m | 64 m | 89 m |
120 km/h | Día lluvioso, pavimento mojado
| 33 m | 113 m | 146 m |
En el cuadro superior podemos ver la distancia recorrida en diferentes velocidades según el estado de la carretera. Para calcular la distancia de reacción, el cálculo que se suele realizar es el siguiente:
- 2 primeros dígitos de la velocidad en km/h
- Multiplicamos el resultado por 2,75
- Ejemplo: 120 km/h = 12 * 2,75 = 33 metros
Para calcular la distancia de frenado, haremos lo siguiente:
- Velocidad en km/h elevada al cuadrado
- Dividimos el resultado entre 250 para pavimento seco
- Ejemplo: 120 km/h = 120*120/250= 57,6 m
Factores que influyen en el aumento de la distancia de detención
Como mencionamos anteriormente, hay una serie de factores (en realidad, muchísimos) que influyen directamente en el tiempo de reacción y la distancia de frenado y, por consiguiente, en la distancia de detención. Los más importantes son los siguientes:
- La fatiga: un conductor fatigado puede llegar a ver duplicado su tiempo de reacción
- El desgaste del dibujo de los neumáticos: un dibujo con 3 mm de profundidad hace aumentar la distancia de frenado en 10 metros más que si el dibujo tuviera 2 mm de profundidad. Esto es debido a que desciende la capacidad de agarre del neumático, esto es, se desliza más.
- Un sistema de frenado en mal estado puede alargar la distancia de frenado en un 25% y hasta un 200% si la vía está mojada
- Un sistema de amortiguación deteriorado, que hace aumentar hasta un 36% la distancia de frenado
- El consumo de sustancias como el alcohol, ciertos medicamentos o drogas, influyen directamente en el estado físico del conductor y en su distancia de reacción
Recomendación para calcular, a ojo, la distancia de seguridad
Medir las distancias durante la conducción es complicado y dependemos totalmente de nuestros sentidos y buen juicio para mantener una distancia de seguridad adecuada. Sin embargo, un buen sistema de ayuda para medir la distancia es este truco recomendado por la propia DGT: toma un punto de referencia al respecto del vehículo que va frente al tuyo. Si tardas unos 3 segundos en llegar a ese punto, significará que tu distancia de seguridad es la adecuada.