Ngā Āhuatanga
● He pai mō ngā mahi ā-rangi, ā-whenua rānei
● VSWR iti
● Te Whakapōratanga Porowhita RH
● Me Radome
Ngā Whakatakotoranga
| Ngā tawhā | Noa | Ngā Wāhanga | ||
| Awhe Auautanga | 2-18 | GHz | ||
| Whiwhi | 2 Momo. | dBi | ||
| VSWR | 1.5 Momo |
| ||
| Te whakapolarisasi | Te Whakapōratanga Porowhita RH |
| ||
| Hononga | SMA-Wahine |
| ||
| Whānuitanga hihi 3dB | E-Pūrere: 56.5~97.3 | Papa-H:56.5~98.14 | deg | |
| Rauemi | Al |
| ||
| Te whakaoti | PkāorePango |
| ||
| Rahi | Φ63*56.4(R*W*T) | mm | ||
| Taupoki Pūihi | Āe |
| ||
| Ātete wai | Āe |
| ||
| Taumaha | 0.176 | Kg | ||
| Te Whakahaere Mana | CW: 5 | Te tihi:100 | W | |
Ko te pūihi porowhita papatahi he pūihi matarohia e kore e whakawhirinaki ki te auau, e mōhiotia ana mō ōna āhuatanga whānui-rahi. Ko tōna hanganga he mea hanga ki ngā ringa whakarewa e rua, neke atu rānei, e porowhita ana ki waho mai i te pūwāhi whāngai pokapū, ko ngā momo noa ko te porowhita Archimedean me te porowhita logarithmic.
Ko tana mahi e whakawhirinaki ana ki tōna hanganga ā-whaiaro (kei reira ngā āputa whakarewa me ngā āputa hau he rite tonu te āhua) me te ariā "rohe hohe". I tētahi auau motuhake, ka whakaohokia he rohe porowhita-rite i runga i te porowhita me te porowhita o te kotahi ngaru ka huri hei rohe hohe e kawenga ana mō te irahiko. I te hurihanga o te auau, ka neke tēnei rohe hohe i runga i ngā ringa porowhita, ka taea ai e ngā āhuatanga hiko o te pūihi te noho pumau i runga i te whānuitanga whānui rawa atu.
Ko ngā painga matua o tēnei pūihi ko tōna whānui rawa (he maha ngā wā 10:1, neke atu rānei), tōna kaha ki te porowhita porowhita, me ngā tauira irahiko pumau. Ko ōna ngoikoretanga matua ko tōna rahi nui me te iti o te whiwhinga. He whānuitia te whakamahinga i roto i ngā tono e hiahia ana ki te mahi whānui rawa, pērā i te pakanga hiko, ngā whakawhitiwhitinga whānui, ngā ine rohe-wā, me ngā pūnaha radar.
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