Xtec Barrier Solar 150High-Tech hi-speed industrial grade traffic barrier gives you the ultimate in traffic control parking barrier can open / Close from 0.6 to 1.2 seconds. Designed for tough, high-volume traffic control, it will work all day, it will work all night - lasting millions of cycles, Add full battery backup, and always at the service even if there is now power.

Main features includes on barriers are ,Rapid opening, Battery backup, High-torque boom pole operation, Safe sensitivity for boom pole lowering, Robust, durable and slim line operator casing, Comprehensive input and output, Operate wirelessly. Optional Solar power option for 750(min) operation in a single charge.

data:image/png;base64,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     data:image/png;base64,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     data:image/png;base64,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     data:image/png;base64,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    data:image/png;base64,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     data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMoAAABNCAIAAABosmyfAAAHKElEQVR4nO1cS27rOgz1crOILKEr6AYyLTrvOFOPAgQdFEUGRQoEMBA0cWInfgPex+jqQ9Pyh64ujTMIFJk+pI8+li1m2UuhUIwFeQaKhCHPQJEw5BkoEoY8A0XCkGegSBjyDBQJQ56BImHIM1AkDHkGioQhz0CRMOQZKBKGPANFwpBnoEgY8gwUCUOegSJhyDNQJAx5BoqEIc/AQNM0TdPsy9vMbQ5OaYYkh4E8AzLucXX61Bdxs6fgZujjH/Q8v7jewbfV7mL99fp1hb+2xzo67v1DOXjoF/np7btCx8H423fFt6Dy4mJ9qMC3vLA1tD3WIeX1CdO+vO3Lm3u5aUKPbcY6OtnniKmTm11jMh16nv/0XkJoyvpu/VXWf9r3Ij9Fx70/BrT5/HExJbU91utDtT5UxfU+uLwSQX8TKKPl5oyFKLvPn15x74+hbC7yk9lXWW2G34S8lFReQeAg+Pp1xcK378otzF6K54/L588N/iqu9/XhrymLefO2xxqEuy9v5vAauhNP7+X2WMOUqKzvKOtQfZqJC3NYbBXTavcwbvH3UmIKDnyEsJT1fV/eoEmHfOTQWB+qRX7KC3+05eW12l1wsMBC9Mrs0rwTF/MsvNnmxBkO9NkbSq/lrvXpRxD0qHWKkxe1a9w8K05eGGfzeP64hHxk0vBWG0xhg1gBTub0C0qK66NkuTnjXYTWj45BjPAsMPX6dTU7GKI3QssYl+XmjI9yRH2CSchHuk5mzM+K6325OS/yEzYVy82u8sJJCNhZ5KfXr2uo9+LToKM9C3lZfRX6Zo44eAvNkQVvs+Ww2edhYSjutDiI+gSTaHnhVAFdMNXcR14oF46PfBp0tGchLxxroM/A1Yqn9xLrQOuxOvB9eWuMbs8bQahDyMuq0Bp6DpNoeXnt4LSmj7zMWZQpCCImHBp0tGchL2wZ0Kni/Np7e7xHKEwceXnPar1zNJNoeQ3lgluy3JzNKWle1Nj7MmPSSmOm8sqM5Xt8gLcGGowLrAFaEJEXwcQFc2o/nryylwIe8ZB/cb2DwtKXFw6I+MN6+rB65gHvTdfBkcPEBXNhApsZ4Xu0vADLzdmag7uV42i0BrMzhrFirKPiYVVwJ5scKbgOu3W8C2+ETQ4TF8xl1fGm9hZMAXF85NCYr7wy48m58T3ZonvF9Y4d29N7uT5UxBM7R17mwsTbd7XIT/DQ3lqfYOJF6KXQ589jVB1vYWJ9qFa7C+gY18BggutWjqMxa3lhi2kCHUnofXBPeYUsw3Mrv37TNm3PAmubTaDnMA939ThuYcI6oHl4fYygMWt5maEPzU6Wm/P2WKMP+/KWFzV24ByHvXWyl+L542K9FKJfmNBMCMAHOXhi43untNpdTMtWY4uTV1482Jb1fXus6WYZQWPW8lIobMgzUCQMeQaKhCHPQJEw5BkoEoY8A0XCkGegSBjyDBQJQ56BImHIM1AkDHkG/wzWhwrf+g+5G2fOkGcwOUJv6EYFfgYHR+u780TAvx/WG9xOG0c5GNxgyLKIvMx9PvDJ0KiXw89vvFs/pgOnUuM78Evc/oA9nGPcb6/lvURGhik1bX4A13RJwjA8uoYGvmOBktadzeKhF+moxJnAFnnsL73f3k2EiNDgZ8FDBUvlNSxgZMSv2QbbExuBuNB4P/FbHyrcZWCeTmQ6MD/Kw8Oc9nIyQXizSxCWQ3d6pIwMLg1+fFpj6wJHxtXugs8T3tmnaxM5QI4PiCfEHEctLJlaXuYeKaxJZzqg5cXJBBHKLtFVXuNlZHDrN+z40LH1ApPHLPIT7q/xfqfq2sTIWDk+3O+quQqLk5dVYl748+cxa+ZsKAjdb04mCDq7RMiyWzhBRgYvk07XtWIbgrUH3cswZBMLYZOLqSoowe6Q2M7eS17YbTaGhJGE1Uo426FCoedkgmhNPcKU1wQZGbxMOl2XM0PH07GNYRtww+jaxHKsbOVNyQI7KAeQl3tYm9BdRe8ZmQ5Coedkgmjdd8CUF4cnnBWdkcHLhH9dZm+BIyPqFUvcHGmuzVBkTAe77fWIkxcOWETs6Jia/AgRhA76ul3lxeHJ9KUnE+Z1Q3Cze/CHC2F5db2LQ8lr3zEnxT8rL2s11T1Skxcn00HodE4miKEGxwkyMnhPj76uFzgOhg46w+Pvk1efqT0nEwSdXYIvrwkyMjB9ZF7Xi9CkG59PW23+MnkxFybM3NL4upeTCYLOLhGy7LKdICOD9/To67qwUqx5r960Dbi/TF4ZI9NB5iwt0suqzd/SJLJLhCx72Y6dkSEUorjrugil4gbg8gSRk+JXyitry3SQ/Z8VDecc5mjIyQQRyi4RshxiO2pGBiJEEdd1gd2edy6B4gPhzkteCkUk5BkoEoY8A0XCkGegSBjyDBQJQ56BImHIM1AkDHkGioQhz0CRMOQZKBKGPANFwpBnoEgY8gwU6eI/8eNy9YYSq1cAAAAASUVORK5CYII=


ANPR - Automatic Number Plate Recognition system, where a vehicles registration plate is taken and checked against a database, once verified the barrier arm raises to allow access.

Long Range Reader - The existing barrier access can be applied for long range identification ensuring a vehicle can get access unless driven by an authorized vehicle. This hand free vehicle access can be open parking barrier from distance of 4-Meter to 12-Meter.

Vehicle Tags - Where a tag is attached to specific vehicles, allow access to only authorised vehicle only.

Radio Transmitters - Any number or hand held radio remote control can be linked to the system.

Access Control System - Proximity card, Fingerprint reading technologies can be incorporated into the system.

Key Features

  • 100% Duty Cycling
  • Built-In Battery Backup
  • Electro-Mechanical Drive Unit
  • Fast Acting 1.2 secs
  • Multi Process Coating Specification
  • Modular Design
  • Winding Handle Facility
  • A/C and SOLAR Power

Benefits

  • Reliable
  • Low Maintenance
  • High traffic flow
  • Durable
  • Service spares
  • Manual operation in the event of power failure
  • Ease of installation

Options

  • 2.5 Meter to 6 Meter Arm Barrier
  • Access control and Intercom systems
  • Remote Access & Long  range reader
  • Alternative cabinet colours available
  • Couter & Light

Xtec Barrier Solar 150

Solar Parking Barrier

High-Tech solar hi-speed industrial grade traffic barrier gives you the ultimate in traffic control parking barrier can open / Close from 0.6 to 1.2 seconds. Designed for tough, high-volume traffic control, it will work all day, it will work all night - lasting millions of cycles, Add full battery backup, and always at the service even if there is now power.

Main features includes on barriers are ,Rapid opening, Battery backup, High-torque boom pole operation, Safe sensitivity for boom pole lowering, Robust, durable and slim line operator casing, Comprehensive input and output, Operate wirelessly. Optional Solar power option for 750(min) operation in a single charge.

data:image/png;base64,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     data:image/png;base64,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     data:image/png;base64,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     data:image/png;base64,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    data:image/png;base64,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     data:image/png;base64,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

Parking Guidance

Parking Counting

Parking Software