Ubiquiti airMAX Omni 5 GHz 13 dBi
Le airMAX Omni 5GHz 13dBi de Ubiquiti est une antenne omnidirectionnelle 2×2 polarité duale MIMO projetée pour s’intégrer totalement aux dispositifs radio RocketM (vendus séparément). Associez les RocketM avec le airMAX Omni pour créer des stations de base très puissantes et omnidirectionnelles. Cette intégration totale donne aux architectures des réseaux une flexibilité et une utilité sans pareils
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)
Couverture Omnidirectionnelle
Le airMAX Omni 5GHz 13dBi de Ubiquiti est une antenne omnidirectionnelle 2×2 polarité duale MIMO projetée pour s’intégrer totalement aux dispositifs radio RocketM (vendus separément). Associez les RocketM avec le airMAX Omni pour créer des stations de base très puissantes et omnidirectionnelles. Cette intégration totale donne aux architectures des réseaux une flexibilité et une utilité sans pareils.
Utilisez la Technologie airMAX
A différence des autres protocoles wifi, le protocole airMAX pour l’accées multiple à répartition dans le temps (Time Division Multiple Access, TDMA) de Ubiquiti permet à chaque utilisateur de transmettre et recevoir des données en utilisant des intervalles de temps qui sont planifiés par un controleur AP intelligent. Les intervalles de temps permettent l’élimination des collisions cachées des noeuds, et maximisent l’efficacité des temps d’antenne.
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QoS intelligente La priorité est donné aux paquets voix et vidéos, pour assurer un streaming homogene..
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Extensibilité Haute capacité et extensibilité.
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Longues distances Ce produit assure des liaisons très rapides et fluides supérieures aux 50km.
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Latence Ses caractéristiques permettent une réduction radicale des interférences.
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