
Como prima hermana de la Hyundai Santa Fe, Kia podría darle una actualización igual de radical a la Sorento para 2025.
Una nueva imagen de lo que creemos es la nueva Kia Sorento 2025 ya apareció en la red, con trazos angulares como los de la nueva Santa Fe, su prima hermana. Algunos otros detalles recuerdan lógicamente a las SUVs y crossovers de la propia Kia, para acercarla estéticamente al resto de la familia.
Inicialmente, tendría que ser más parecida a la exitosa Telluride y existen en la imagen algunos trazos reconocibles, como la forma de la parrilla y los faros angulares, similares que se asemejan también a sus hermanas menores, la Sportage y la nueva Seltos.
Estas imágenes las encontró TheKoreanCarBlog y parecen pertenecer a una filtración de Kia, aunque también podría tratarse de un boceto no oficial.
Client error: `GET https://graph.facebook.com/v22.0/instagram_oembed?url=https%3A%2F%2Fwww.instagram.com%2Fp%2FCvFTeK9r6Av%2F&access_token=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` resulted in a `400 Bad Request` response: {"error":{"message":"Invalid OAuth access token – Cannot parse access token","type":"OAuthException","code":190,"fbtrace (truncated…)
Este adelanto indica que la nariz de tigre seguirá presente en la Sorento 2025, con algunos indicios de la EV9, la crossover eléctrica más grande de la gama. Claro, a diferencia de la EV9, la parrilla va descubierta, porque necesita la entrada de aire para enfriar el motor de combustión que se encuentra detrás.
Si todo sigue según lo lógico, volverá a echar mano de motores de 2.5 litros y cuatro cilindros, en una versión turbocargada con 290 hp y otra naturalmente aspirada con 190 hp, ambas con transmisión automática de ocho relaciones.
Además, no suena descabellado que se integre una mecánica híbrida construida alrededor del 1.6 litros turbo de Grupo Hyundai-Kia y que ya tenemos en la Tucson, con alrededor de 225 hp y transmisión de doble embrague.
Finalmente, el interior también tendrá cambios profundos, con una unidad de infotenimiento de mayor tamaño y un cuadro de instrumentos digital como hasta ahora, integrados en un tablero de formas más elaboradas y, de nuevo, con espacio para hasta siete pasajeros en tres filas de asientos.