GAPWAVES
5G mmWaves Antenna
5G용 28GHz, 40GHz 안테나
개선 된 안테나 성능으로 넓은 주파수 대역 구현이 가능하고 전력의 손실이 감소했습니다. 향상된 설계의 유연성으로 크기의 감소와 확장이 가능하며 대량생산이 가능 합니다. 안테나 전체가 금속소재로 되어있어 뛰어난 냉각효과를 가지고 있습니다.
FEATURES
- 낮은 손실
- 소형 낮은 프로 파일
- RF 전자 장치와의 긴밀한 통합
- 디지털 빔포밍 가능
- 2-3배 넓은 커버리지
Specifications
- 64 슬롯 안테나 어레이 (24 dBi)
- 방위 각 +/-45도
- 수직 각 +/-15도
- 급전 별 3-pole 필터 적용
제품별 사양
| 제품 | 크기 | 주파수 범위 | 이득(중간대역) | 연결 도파관 규격 |
| Ka-BAND 24 dBi | – | 27~31GHz | 24dBi | WR28 |
| V-BAND 26 dBi | ~ 42.5×43.5×12.2mm | 55~66GHz | 26.5dBi | WR15 |
| V-BAND 32 dBi | ~ 93x93x15.8mm | 55~66GHz | 32.5dBi | WR15 |
| E-BAND 38 dBi | ~ 118x118x8.2mm | 71~86GHz | 38.5dBi | WR12 |
PRODUCTS
EM 분야
메디컬 분야
RF 분야
제품문의
ict@dymstec.com
eyJpZCI6IjE3IiwibGFiZWwiOiJDb250YWN0IC0gUGFydHMiLCJhY3RpdmUiOiIxIiwib3JpZ2luYWxfaWQiOiI2IiwidW5pcXVlX2lkIjoiYmpsMTdiIiwicGFyYW1zIjp7ImVuYWJsZUZvck1lbWJlcnNoaXAiOiIwIiwidHBsIjp7IndpZHRoIjoiMTAwIiwid2lkdGhfbWVhc3VyZSI6IiUiLCJiZ190eXBlXzAiOiJjb2xvciIsImJnX2ltZ18wIjoiIiwiYmdfY29sb3JfMCI6IiMzMzMzMzMiLCJiZ190eXBlXzEiOiJub25lIiwiYmdfaW1nXzEiOiIiLCJiZ19jb2xvcl8xIjoiI2ZmZmZmZiIsImJnX3R5cGVfMiI6ImNvbG9yIiwiYmdfaW1nXzIiOiIiLCJiZ19jb2xvcl8yIjoiI2VmNjE2MSIsImJnX3R5cGVfMyI6ImNvbG9yIiwiYmdfaW1nXzMiOiIiLCJiZ19jb2xvcl8zIjoiI2RkMzMzMyIsImZpZWxkX2Vycm9yX2ludmFsaWQiOiIiLCJmb3JtX3NlbnRfbXNnIjoiXHViYjM4XHVjNzU4XHVkNTc0IFx1YzhmY1x1YzE1NFx1YzExYyBcdWFjMTBcdWMwYWNcdWQ1NjlcdWIyYzhcdWIyZTQuIFx1YmIzOFx1Yzc1OFx1YzBhY1x1ZDU2ZFx1Yzc0NCBcdWMyZTBcdWMxOGRcdWQ1NThcdWFjOGMgXHVjYzk4XHViOWFjXHVkNTU4XHViM2M0XHViODVkIFx1ZDU1OFx1YWNhMFx1YzJiNVx1YjJjOFx1YjJlNC4iLCJmb3JtX3NlbnRfbXNnX2NvbG9yIjoiI2RkOTkzMyIsImhpZGVfb25fc3VibWl0IjoiMSIsInJlZGlyZWN0X29uX3N1Ym1pdCI6IiIsInRlc3RfZW1haWwiOiJpbmZvQGVyaWNhaG4uY29tIiwic2F2ZV9jb250YWN0cyI6IjEiLCJleHBfZGVsaW0iOiI7IiwiZmJfY29udmVydF9iYXNlIjoiIiwiZmllbGRfd3JhcHBlciI6IjxkaXYgW2ZpZWxkX3NoZWxsX2NsYXNzZXNdIFtmaWVsZF9zaGVsbF9zdHlsZXNdPltmaWVsZF08XC9kaXY+In0sImZpZWxkcyI6W3siYnNfY2xhc3NfaWQiOiI2IiwibmFtZSI6Im5hbWUiLCJsYWJlbCI6IiIsInBsYWNlaG9sZGVyIjoiXHVjNzc0XHViOTg0IiwidmFsdWUiOiIiLCJ2YWx1ZV9wcmVzZXQiOiIiLCJodG1sIjoidGV4dCIsIm1hbmRhdG9yeSI6IjEiLCJtaW5fc2l6ZSI6IiIsIm1heF9zaXplIjoiIiwiYWRkX2NsYXNzZXMiOiIiLCJhZGRfc3R5bGVzIjoiIiwiYWRkX2F0dHIiOiIiLCJ2bl9vbmx5X251bWJlciI6IjAiLCJ2bl9vbmx5X2xldHRlcnMiOiIwIiwidm5fcGF0dGVybiI6IjAiLCJ2bl9lcXVhbCI6IiIsImljb25fY2xhc3MiOiIiLCJpY29uX3NpemUiOiIiLCJpY29uX2NvbG9yIjoiIiwidGVybXMiOiIifSx7ImJzX2NsYXNzX2lkIjoiNiIsIm5hbWUiOiJwb3NpdGlvbiIsImxhYmVsIjoiIiwicGxhY2Vob2xkZXIiOiJcdWM5YzFcdWNjNDUiLCJ2YWx1ZSI6IiIsInZhbHVlX3ByZXNldCI6IiIsImh0bWwiOiJ0ZXh0IiwibWFuZGF0b3J5IjoiMSIsIm1pbl9zaXplIjoiIiwibWF4X3NpemUiOiIiLCJhZGRfY2xhc3NlcyI6IiIsImFkZF9zdHlsZXMiOiIiLCJhZGRfYXR0ciI6IiIsInZuX29ubHlfbnVtYmVyIjoiMCIsInZuX29ubHlfbGV0dGVycyI6IjAiLCJ2bl9wYXR0ZXJuIjoiMCIsInZuX2VxdWFsIjoiIiwiaWNvbl9jbGFzcyI6IiIsImljb25fc2l6ZSI6IiIsImljb25fY29sb3IiOiIiLCJ0ZXJtcyI6IiJ9LHsiYnNfY2xhc3NfaWQiOiI2IiwibmFtZSI6ImNvbXBhbnkiLCJsYWJlbCI6IiIsInBsYWNlaG9sZGVyIjoiXHVkNjhjXHVjMGFjXC9cdWQ1NTlcdWFkNTAiLCJ2YWx1ZSI6IiIsInZhbHVlX3ByZXNldCI6IiIsImh0bWwiOiJ0ZXh0IiwibWFuZGF0b3J5IjoiMSIsIm1pbl9zaXplIjoiIiwibWF4X3NpemUiOiIiLCJhZGRfY2xhc3NlcyI6IiIsImFkZF9zdHlsZXMiOiIiLCJhZGRfYXR0ciI6IiIsInZuX29ubHlfbnVtYmVyIjoiMCIsInZuX29ubHlfbGV0dGVycyI6IjAiLCJ2bl9wYXR0ZXJuIjoiIiwidm5fZXF1YWwiOiIiLCJpY29uX2NsYXNzIjoiIiwiaWNvbl9zaXplIjoiIiwiaWNvbl9jb2xvciI6IiIsInRlcm1zIjoiIn0seyJic19jbGFzc19pZCI6IjYiLCJuYW1lIjoiZGVwYXJ0bWVudCIsImxhYmVsIjoiIiwicGxhY2Vob2xkZXIiOiJcdWJkODBcdWMxMWMiLCJ2YWx1ZSI6IiIsInZhbHVlX3ByZXNldCI6IiIsImh0bWwiOiJ0ZXh0IiwibWFuZGF0b3J5IjoiMCIsIm1pbl9zaXplIjoiIiwibWF4X3NpemUiOiIiLCJhZGRfY2xhc3NlcyI6IiIsImFkZF9zdHlsZXMiOiIiLCJhZGRfYXR0ciI6IiIsInZuX29ubHlfbnVtYmVyIjoiMCIsInZuX29ubHlfbGV0dGVycyI6IjAiLCJ2bl9wYXR0ZXJuIjoiIiwidm5fZXF1YWwiOiIiLCJpY29uX2NsYXNzIjoiIiwiaWNvbl9zaXplIjoiIiwiaWNvbl9jb2xvciI6IiIsInRlcm1zIjoiIn0seyJic19jbGFzc19pZCI6IjYiLCJuYW1lIjoiZW1haWwiLCJsYWJlbCI6IiIsInBsYWNlaG9sZGVyIjoiXHVjNzc0XHViYTU0XHVjNzdjIiwidmFsdWUiOiIiLCJ2YWx1ZV9wcmVzZXQiOiIiLCJodG1sIjoiZW1haWwiLCJtYW5kYXRvcnkiOiIxIiwibWluX3NpemUiOiIiLCJtYXhfc2l6ZSI6IiIsImFkZF9jbGFzc2VzIjoiIiwiYWRkX3N0eWxlcyI6IiIsImFkZF9hdHRyIjoiIiwidm5fb25seV9udW1iZXIiOiIwIiwidm5fb25seV9sZXR0ZXJzIjoiMCIsInZuX3BhdHRlcm4iOiIwIiwidm5fZXF1YWwiOiIiLCJpY29uX2NsYXNzIjoiIiwiaWNvbl9zaXplIjoiIiwiaWNvbl9jb2xvciI6IiIsInRlcm1zIjoiIn0seyJic19jbGFzc19pZCI6IjYiLCJuYW1lIjoicGhvbmUiLCJsYWJlbCI6IiIsInBsYWNlaG9sZGVyIjoiXHVjNWYwXHViNzdkXHVjYzk4IiwidmFsdWUiOiIiLCJ2YWx1ZV9wcmVzZXQiOiIiLCJodG1sIjoidGV4dCIsIm1hbmRhdG9yeSI6IjEiLCJtaW5fc2l6ZSI6IiIsIm1heF9zaXplIjoiIiwiYWRkX2NsYXNzZXMiOiIiLCJhZGRfc3R5bGVzIjoiIiwiYWRkX2F0dHIiOiIiLCJ2bl9vbmx5X251bWJlciI6IjAiLCJ2bl9vbmx5X2xldHRlcnMiOiIwIiwidm5fcGF0dGVybiI6IiIsInZuX2VxdWFsIjoiIiwiaWNvbl9jbGFzcyI6IiIsImljb25fc2l6ZSI6IiIsImljb25fY29sb3IiOiIiLCJ0ZXJtcyI6IiJ9LHsiYnNfY2xhc3NfaWQiOiIxMiIsIm5hbWUiOiJtZXNzYWdlIiwibGFiZWwiOiIiLCJwbGFjZWhvbGRlciI6Ilx1YjBiNFx1YzZhOSIsInZhbHVlIjoiIiwidmFsdWVfcHJlc2V0IjoiIiwiaHRtbCI6InRleHRhcmVhIiwibWFuZGF0b3J5IjoiMSIsIm1pbl9zaXplIjoiIiwibWF4X3NpemUiOiIiLCJhZGRfY2xhc3NlcyI6IiIsImFkZF9zdHlsZXMiOiIiLCJhZGRfYXR0ciI6IiIsInZuX29ubHlfbnVtYmVyIjoiMCIsInZuX29ubHlfbGV0dGVycyI6IjAiLCJ2bl9wYXR0ZXJuIjoiMCIsInZuX2VxdWFsIjoiIiwiaWNvbl9jbGFzcyI6IiIsImljb25fc2l6ZSI6IiIsImljb25fY29sb3IiOiIiLCJ0ZXJtcyI6IiJ9LHsiYnNfY2xhc3NfaWQiOiIxMiIsIm5hbWUiOiJwcm9kdWN0IiwibGFiZWwiOiJcdWJiMzhcdWM3NThcdWM4MWNcdWQ0ODgiLCJwbGFjZWhvbGRlciI6IiIsInZhbHVlIjoiIiwidmFsdWVfcHJlc2V0IjoiIiwiaHRtbCI6ImhpZGRlbiIsIm1hbmRhdG9yeSI6IjAiLCJhZGRfY2xhc3NlcyI6InByb2R1Y3QtZmllbGQiLCJhZGRfc3R5bGVzIjoiIiwiYWRkX2F0dHIiOiIiLCJ0ZXJtcyI6IiJ9LHsiYnNfY2xhc3NfaWQiOiIxMiIsIm5hbWUiOiJzZW5kIiwibGFiZWwiOiJTZW5kIiwiaHRtbCI6InN1Ym1pdCIsImFkZF9jbGFzc2VzIjoiIiwiYWRkX3N0eWxlcyI6IiIsImFkZF9hdHRyIjoiIn1dLCJvcHRzX2F0dHJzIjp7ImJnX251bWJlciI6IjQifX0sImltZ19wcmV2aWV3Ijoib3BhY2l0eS1ncmV5LnBuZyIsInZpZXdzIjoiOTc3MiIsInVuaXF1ZV92aWV3cyI6IjY1MjEiLCJhY3Rpb25zIjoiMTEiLCJzb3J0X29yZGVyIjoiNiIsImlzX3BybyI6IjAiLCJhYl9pZCI6IjAiLCJkYXRlX2NyZWF0ZWQiOiIyMDE4LTA1LTAzIDExOjEyOjE5IiwiaW1nX3ByZXZpZXdfdXJsIjoiaHR0cHM6XC9cL2R5bXN0ZWMuY29tXC93cC1jb250ZW50XC9wbHVnaW5zXC9jb250YWN0LWZvcm0tYnktc3Vwc3lzdGljXC9hc3NldHNcL2Zvcm1zXC9pbWdcL3ByZXZpZXdcL29wYWNpdHktZ3JleS5wbmciLCJ2aWV3X2lkIjoiMTdfNjE0MTYzIiwidmlld19odG1sX2lkIjoiY3NwRm9ybVNoZWxsXzE3XzYxNDE2MyIsImNvbm5lY3RfaGFzaCI6IjgwYmFhNTA1ODIwM2VlNWJmZjM3MWFlMDU3OGVmZThkIn0=