2.92mm(M)-SSMA(F) Precision Adapter,DC40GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAU8AAACgCAYAAACMqO4RAAAgAElEQVR4Ae2dZ1hU17rH7zn3nFs/3ue53+85OTlJ7AUFFJQqKB1E7FFsiDX22LtRgsbeg7F3jTHFGBM1FkTFXmkqKkUUFCaMDP7v867NHjfDwHSY2fOu59nMmr3X3rPe/3r3j7X2XuVfwIEVYAVYAVbAYgX+xeIz+ARWgBVgBVgBMDzZCVgBVoAVsEIBhqcVovEprAArwAowPNkHWAFWgBWwQgGGpxWi8SmsACvACjA82QdYAVaAFbBCAYanFaLxKawAK8AKMDzZB1gBVoAVsEIBhqcVovEprAArwAowPNkHWAFWgBWwQgGGpxWi8SmsACvACjA82QfcVwFdGbIvn8HPpzOQmVOCSgCVJU/xuFjzXhNNCR4/KcH7PRoUPXmKwqKnyM7JVWx5yC2seH8ex1SvAMNT9UXMBhpToLrkHBbHB6FT3CgMH5GIUF8f+C9OR/6ekWg1aA8KqqWzXh4cg2ZtkrG7WNpRXXwAn3qPxZqN4xEcEgl/efPxRouxPyoga+xXeZ+aFGB4qqk02RYzFdAhe8MAtErci6c1kIS2EDduP4M2axOiOk/F8XK6VCV+mREHH/8wTPpFqntqfpkJr75pyNMpfqq6GIdGhyBuQxaUuxUpOKpCBRieKixUNsmUAlW4syoBzRI244HWIK32KuaHRmJexlug6hZSEsZj3drhCEu5AS3eIjOlJ7otvQ7laZWZXyE0cBZ+LjW4Fn9VtQIMT1UXr/sYl52ThwvpGWZtObl50D05js9CvNAycCCGz1qNb05loUzUQjU4MSUIMRtyoX22C/37b8GDG6sRMXA7nlQ9xZYBIZh06v0TUFQXYm9SMOI3ZXOt033cTVjK8HSzAlejuQ8eZuGTNp7o1T/RrG35qnWSDJrnuPrTPqycPx6hnl4IWZqBclSjeP9oeIw4jCfHpyFy0WVoK3/HtLBJOFrwPZJ9x2BfyXsVNRkpCAqcg5Nl7/dxzD0UYHi6Rzmr1kqdTofIuL7YtfeATTaWHpuEdiHLcEkL6PK+Rk+/GUid3QfjfqCHn6U4ODoO09bNh3+frciWH2zqnmLHkCDEb8nhWqdN6rvmyQxP1yw3znWNAms3bEH/wSMs1OMtbh3bg18eyc3vt3i4JRHtB+1GPjXdtdexKCwAHr7DkPaMdujwaMtgdOoSjKAlmfrnnRUXFsM/cC5Ovbbw5zm5KhRgeKqiGN3TiPsPstDOyw/5T59ZKEAV7mwfB3/PzugY2htRUaHoEDIBabdlmFbi5OeB+DB8Fa5XSZfWXk1FQHN/TDhZk0b3GF9/GoiEr/O41mmh+mpJzvBUS0m6mR1yc333voPWW64tQ37WfdzJLsQbucuS9VfjM91MAYanmxW4WsxdvX4TBiQmqcUctsMFFWB4umChuXuW791/KJrrT589d3cp2P4mVIDh2YTi809brkBVVRXCY3tjz/5Dlp/MZ7ACdlSA4WmGmJ38QtEjuhcWL1vuklu38Dj4BvUww1LnT7Jq3SYMHDLS+TPKOVS9AgzPBopYq9XikzZe+L+PWqti+0fz9jjy7fEGLHbuQ3fvPxDN9WfPC5w7o5w7t1CgQXhqCh8i4+xp/HrlUc3QNWOavMXL7Ez8dvoqsqXxbVIiTSHuXTmHk6czkavcb+wSTrjv3bt3+Li1px6aN27ewvOCQpfcLqZn6O1o69kFGVcynVDxhrNEzfWwmATsPXC44YR8VGUK6FCacxWnTp3Fheu5KFZMKqArzcWl337Dr+k3kf1COkBTCmbnFUHM6yIroS1Ffk4enr9WdKmofo3nOY9QWCuhfIJ5n/XCs/LCEgT4xiA+MQkxgZ3hOWIvHtb0edNfuroEp5f0hldIIoYkxqNj11HY9uAtoE3H7NAgBPdNwoCEHmjpOxrbswxP1l/FKSP+IRECOH/7uA1KSl46ZR4tydST/Hw9QFt39MXtO/csOb3J065auxGfDk1u8nxwBhpRAeLLsn7w9OuLwaPGICEyCK1CluGithovzi5HlG8IIoePx5D+8fDsEIn56RXIWBKBDz7pjpnn5T671cjfMQLNP/LAgD3vx9VWXlgEn0/aIcBgkhdLrKsXntWlL/SUr35xFMM847D0Rm0AVt1fjwifiTjygoheiczUeHhOOok31WUoqvlPgOoSHEjugpDUm6hCFTTlGlTqNCh6eBdZL96KvFIN9/r9QshTyVZpylGh1UFTlIVb2SXSiA6qyd58iAI5kSVWWpg2ccQoPWjynz618GznTZ6dm6u3a3jyOOfNqEHO5OY61fw5uI8CupwtiOkwAtvFKC+y+y0Kbt1FvjYXaxN80H/Xc8h1SW3hbdx6+gcylkSja0wC/EYdRREdrLqL1IQ+iAjzVMBTi/PzIhA+fCR8wlJxRVGbtUTdeuFZ6yLlPyLZqydSbtaGZ+VP09A+dh3u1OwmmncNX46rtTJTjmPj/BC6/BaqKn/FBJ9QRPSJR7foSHh4DcDM1GmI7B6Pbr4+CF58CeWoxM9TA9Ep9lOEhveCfyc/xMxdhXFx0QgND0KrsGU4b0FV+0n+UxQWFpm9fTZ5uh4wG7dsqyWDGr7s3ntAb9/o8ZOd3iS5ub7v4BGnzytn0L4KVN1bh7C2A7HmYS2gAFX3sTzGC7Hrs8Ts/+9/9S0ylsQgPGUfZocPxOqHVSg/Mx/h4/dhw5BO7+GpvYRZIX2w/MYZfB4Qg4VXpUrc++uYFzMDnjrk7UxCh9i1uG5ow+016O45FJse0gIG1Xh5ag58/RfgrCKd7tEeDPDpjdSbbwEBz2jMOFuCamjw4+QAeI37DvlVAA1/CwpejPNagmcQAuecA1VoK05Mh0eXSTgkEl3Dwh7hmH1R8QMN2Pn5zPl6UFj60uejVh1AN64aQzPFS7DFS5frTRw0dBToMUVcn08R33eQU2yd/UPRuoOvU+RF1iQqvp/wq0VLU/XaccQBCujycWRKBJq174HYUfOQsvM0Hoj3Jzo8PjYD/m07wzdhPKat2IOTD1+jGjXw/OoW7m8ajOC5P2Ln6L6Ym16E3UPfw7Py4iL4Ra/GjSoNTs0IRdAX1/TzFVhihUl4vrm6DnH+g7H6hvwMQXH56hKcW5UEn45+8PaPQHhsBFqGr8Q1mTnl17Cidyji19+UmuQET99EbHxC09K8xZUvYhAiJpkFdI/SEN9lFk5WSvDstTVfjBkmqAaHr0Am8VL3GBv6BmPSKYK16bBy7Ubh5ENHjsXCL1JNbrG9B+phO3XGXNM/4KIpVq2TdKF/KLMXLBFW/HDipN52S//RuHP6y1dd7+Wba7mtBk8zT2LHmsUYHtkVzcJTcbGm5al5dh0/7N6A2aPi0bZtHBall0o1z6/uQfviOyT5+cCj/9d4WFWmgKcW5+eHw2/mSWQ/foL7ez+DR3frmu4NwlNzdycGhfTBvNMv9M8WjAqvq4RGq0PBrhHwmnACbyiR5h6+HhaBiEVnpWcPtM8AnleXxiJkGc3QTVyU4PmzITwzU9EtfHkNPJ9gowXw3L5rrwDCiZOnjGbbcOe2HXv0AMl59NjwsGq+F714obdz09ZvMH1W7Rp6UfGLJreVav3Ut3b/oaNNnhfDDFy7cVOvH/3j+GbXXsMk/N0RCpR+j2SvCMy/bNjMLsPRsX7wX3xJD88qaJC+diIWnKBWrgKe2kuYHdQZ3uHxCI2kLQod20VZ1XSvF56V93cjscdALDpbXBuc2tvYvWgpdt2obYD26UlMCYvCjLPlQOUDpI2IQezSc+/BSWK6CDw/bOHhiKJ3qmvKtcWJ02bhny07CBhMmDpDfDoDPL9avR6Dho1yKs3kzMjwlP/peHXtJh/iTzsqoL39Pbb9+li/qJ42Kw29vIcjLfc2ju44gzy5MazNxsb+fui3PU8BT2VG3sOz8uJi+HX/Epf1T/4qxMoBgYqpBpVnNhSvB57VyE9LxIfNPERfR+rv+HFrbwQtuQyt5ickt/dG0jHKeSVOzo1HYHgkPDtHI2nbTVHrrH66A71atMM/xXl0riea90hB+uvazXZnq3mu3/S1gEerDj4NaaaKY+28/YStMQkDEN2rv4gvWJLiFPC8c/ce2nv7oaDQOd+uy/Bct2mr0Gv67AWq8AlnM6Lq7i4MC+mClj5RCI+PRyefSCRtv4uKqntIS45AG48gBMT2Q3f/QPiP3o1bFfIzz3uQnxxKNsnwfI7z8yMQsPhqrWec5SdnwjNUCVTzlKgHnuadTKkqi/Nw5/4jFMn/Bcw/1eEpLW22U19CqpH5BHR3eN6a+gcCu0cLW4cmjwMBlOx2Bni+ffsW3aPiccAJm+tymTE8ZSUa4/MtSvOzcedeDp6Xyx2TpN/Vlj7Fw3v3kVVAi6c0frAZno2fZfN/0VJ4rl6/WUDELzjc/B9x0ZSevsHC1sXLVjgVPFesWofEEaOdWlWGp1MXT6Nlrg488x49BjWbmnore2372gaWwjNt+24BFBoDrvYgP/P0D4lEl6Awp6h50qgnZ26uyz7B8JSVsO8nrUOVPHZSk2/jJ08HtYBMhVrwpBPo+VdoRM8m3boGhyMgNAo0W7gtwVJ4Kt+2F794P5TLljw447kVFRUCljJA5c+mbLaT79Hbz0NHjjmjZLXyxPCsJYddvtCSKm08u4jHNd99/xOacvv19FmzbKoFT+UZZg+wV55EXY7yTmHzgUy8svEhBC0ja+uoElvguXLtBgPL1PN1+873XbJGjJ4Av27SOP6mhGfqyrUYMmKMS4jM8LR/MfUZOBRUeXGlUA886a2VeQPsDY2t/G0OOvXeilzbKo24mnkdnfxCUKnV9ykw/CmT322BZ5dAdcx/aUwk+Xkn1TipH2VTvzC6dfuuaK7TMFpXCAxP+5YS1TKp1VGnpVlZgic5ucjWb3nIK3TE5BY65J7cjr1XSi0yrAF4mh5grysvQvad67h8PRtFNYN+6sBTW4KsG9dx68lri1cZHJY8DtSJ29pgLTw/aNZONGuvXr1m7U877XmnfjsjbJNtbGp4iuZ6RE8cOvqd02pmmDGGp6Ei1n/XaDSiknTp8tU6F9FeSYF/Kx90CokEPZv3D4lC5JJzBuPZ65xmxY5KnJoegriNjyw6twF4mhhgr72K+WEBCEgYir4JEfAInIh9j3RQwlNzZyeGhsehz9gpGBwTgehlFyxqzj94mCVqJNa+PLIWnlNnzhWA8fYLAc3rqZZAoGrT0VfYNuXzOeKzqeH55VdrMCRprEtJzPC0X3EtS12FcROnGb0gwTMgcCF+N9b4NFIpM282Nh3KC3NxOzMTmVnFNSA2hKcWxdk3cfV2PsoaaEE3DM8GB9hX4k25/EbqNY5PCELvtGfv4al9gq2fRmPKqTJJmLITGOc/DGlPLXsYOmnaLKQsX2VUXFM7rYXnz6d+Q2hkTwGXQcPUM4dkZFwfYRO9kKMlRZq62X7z1h3xz7GoqNhUUTrVcYanfYojN+8R2np2FTOeGbtiffA0XikzbzY27eVlCO4chdiBwxAbEgDfMUeQp1PAk4aVj4xFyMBJGD08AX69luNsPS9wTMCzoQH2r3H7UCqS+vYETRzcqaMnotbnvIfnmx8wsr0fgvoNQe8BtPVDF49ILLgiA9eYXHX30QqJ9BbOmhvMFnhWVGj0wxZpwTFXDvQsqVe/wQKWNEMR1aa//e4HPTypSUQgbcwXRlrtW4SEx+GwCy4LwvC0z90wePgobNicVu/FRLO9ZWd4BoeD/uF3DY7C0G0XsNlopUxj3mxsleV4I9dkX5/AGJ8h2PJUU9Nsz8GjbcMQOP00pKefr3F8Yij6bn9mtBO+SXjWN8Bem7EM/n7jkHb9BbTQ4vc54YhRwvP190jqkIgND0vwoqRme1mGitrjpuoVTnmAbuqZcxcpd5kVtwWe9AMFBYX4qGbct9ydx5U/adhpebk0JY0Snh+2aN/o8ExZsRpDR7rOhMxKh2N4KtWwLn7y1GnRHZEeJdUXRM3TbwaO5DzBo8e05eN54Xf1VMreCHianI3t9T0c+GIC4iMi4B8SitZt+mFNdkUNPB/g2zGd0a7H4JoK3xBEBXWGfz3j3s2Ap9I0eYxoCSqOTUCr+E14SM8ENFn4OtEf0Up4ah9hU/8AJGy8px/YX/EkC48smMhY/uWXL1+J6j114Lck2ApP+i3q80XApBcswWExLrnRHJ1kg3LtIiU8I3tK81M2Vs3zxq3b8Ojkb1VrwpLyd1TaxoTnL6fPIDsnz2HbyV9PN/pzfepBQwMzzvx+vsEiMtpsr6ivUmYwlaXR2djeIH1xJDol70JmMS0XdBEzggco4HkfR0f7oNfmLBTLFb6SVyitp8ZnNTzx6hwWRHZBu6AYBIYNREKUX2146gDN3b0Y1T0AnuH9EB0dBs9u03FEzI3foGZGD9KSs2MmTDV6rL6d9oBnZ79QAR7qLuGqgWBF8CSH/f38RWGGEp6N2VWJmuvdwmNx5JjrruLZWPBM6Jcoys3RrZ0W7TrV7SbkQGene3n4qPEmf8EoPHX1VcrMgecrAceo9dmi54/m4U4M6NRfAc8c5G5NhEf/rbgjz9VRkY8Hj413j6oHnibtkhJUlSE/KxeF8g8ZO61ag6KcB7iTXYgKy94V1boaPYPs4BNo0cJltsKzrOy1cF6aeb2h5kWtjDrplxbtOwlb5NUnmwqe9PKPuqC5cmgMeNKgARmaNJk3TdFn723mnIW1fqO62oYb1MwCpXcY9JKIlscxFYzCkxq6Ritl0jNPfbPdaM2zEq/OpiDU0w9dwqIR3DsR3b2V8Hwk5iHePj4aHr6xiOrVC118IzD+mMG0nDUZtw2epqy38/Fvdu7BwCEjzb6qrfDcsXu/cK6DLjBk0JQoshakYWVlZa0XRo1V89Q3151gsmVTejV03NHw/GrNeuF3zdt6i88j3x4XZUblZs+NejsQoGmpE/qkZ9COBiiNXafJX2wONlTKqmg2ppwi/ePEunmphqY4D3fv5aCggRqfS8GTan/U9LyQnlHXXiN7ZGBYOpM8dVWiQBOEkFPRJCmuHqivLNlCzz937zvY6PCUm+tHj33v6lLCkfBcs0Ga2YvKSh7I8I9m7fDPFh523z6s8e8PmrUVvkG/mTx2osOegZ67kC6me6R/AGoILgVPEpxuPlqAy5xgCzzpJRU5U0L/RHN+yiXSdAuPEzaVl1cYhWdcH2kNp8+mzABN8GvPLSw6Qdw49rxmU12LmtHkG+MmTROflA97hHU1k3ETNM/+fgH0T59+5/gPJ+xx+TrXoMk46Ppr1m/Gy1ev8PdPJIiO/myK3QFKy6oE9YjBTz+btyROncw64Q6Xgyf1UaS1bX488YtJOW2BJy0AR45F812qJXyzU1rTiWasWrthi7BPOcKI7OXNcg2Cw2IFgAhC1m4+AVLTuXUHH1C/4sxrNxoVnm/Ky0HP9mnlVPKBVh4+Rm1ZsXo9evb5FKWllo0D3/z1dgxITFLLrSTscDl4Uq5Pnz1n1pR1tsAzJEKqpeU9tqx7lDN7R/7T5+LGiOrZDwcPf6uHpzyrEt00NPadbiR7bSUvXyKwexT2HThit2vaK2+2XOfg4aMO+UdTWlomWlY0MU5j1jxJi2ZtpRej/2zpYdK2mXMXmu3qtCYWvSSiLldqCi4JTyoAGrW0Z/+hBsvCWnge//GEcJ5OfqENXt8VD8prtivftn9Ss467sckZbLVxaepKJI2eYOtlnPL8XfsOCj8hTakJbMtG/7jkGfRpTt2mgicJTfMNUH5++fVMHZvkOW/Jf8wNE6bOFMOBzU3vKulcFp7UrPHu2k28faxPbGvhueTLr4TzqOl5p6zRlBnShCDLa7rCULOdniHTzWLvQC9WPDoHQK0TSxcUFgndaD0oWwPpL/+TIXheuXqtSWqeZAd1iaL8GKsp0sggOmYuPMkOry7BoOfsagsuC08qiBGjP8PGLfWPjbUWnsnjJgkHoa41agvUU4Gcf+wE6WWH8pmnPW2lUST0goDmalRrkOFJdtoa1AhP6vYUFpPg0gMiGipXl4ZnVnZOg1PWWQtPWiqZnJneEKot/PHHH8K25u2kPoSOgueSlBUYOWai2uSrZY+j4En9btVQ89y5Zz/i+w2upZmavrg0PKkgpkyfA5oT0FiwFp4ETpp9SK2B7JM3R8CTHqlQc50mhFFzcCQ8L1/NdOlm+6tXpWL+gjv37qvWBVwens+eF4gp64wt4WALPAcMUVe3CqUHD02S+ikSQGm4pjzCSJnG2jg11+kZoKP6JlqbL0ec5yh4xiYMhKvDk/q+zp6/2BGyO801XR6epOTCL1JFh25DVW2B58ix6m1yzl+8TF/zpOVe7QlPmmSZhuC5Q3AkPGkGrKboqkTlZusLI1qTiloeNDeEmoMq4ElNBOpHRjNTK4Mt8KQ3xWoN5y9e0sPTns12d2muy37hKHjG9R4opg90RXjSIBaqOdMQYLUHVcCTColGdowaP7lWedkCz4zLmbWupaYvhUXFenjSM2N71DxpvDKNXKI+su4SHAlP6nPrivA8dOQYIuP62n14pzP6lGrgSavwdfQJAs0UIwdb4ClfQ62f8gujfQeP2ARPGhFD8wAsWpoK6uLlTsFR8KThj64ITxqlRPdg5nX1ttqU/q0aeJJRO3bvExN50MNqmgnJWnjSbEpqDzI8Z8xZaBM8qUM3XaulR2fQUEx3Co6EZ3rGFZepedLwS/KBiLi++GzyDLdxAVXBc+WaDfqZYeiFj6Xw3LBlm3CCtl5dVe8AbTy7ClunzZxnNTxpdv2PWnUU16GbJ2X5atXrpjTQUfCM7zsIrgTP1es2gdbBkqdwpB4w7hBUBU8a6SFPq0Ud3dO+2SVubHp2ZE74as0Gkd6SCZfNua4zponpNUDYasvb9vGTp+ODmmnMPmrVQXSvcUZbHZUnh8Lz0mWXqXnSCg/0z5PuPXrLTqs+uENQFTyp+UArRFJBNm/XCdPnLBBxc+E5b+FSkd6jU4Dqy56mPSOd6J+M3PS2xGjqAE/AlK7RUcw/acn5akjL8ATSL11Gs5oZ72kau/ynz9RQtGbZoCp4ksVUmB+3lpqSoZE9LYLn3Bp4zppn+TLHZqntRInGTfxcaLN81Tqrmu3LUleCZjgnrc2ZW9WJTLdbVhwGz36DhR+7wtt2ml9C/gdKXdXcKagOnlR4q9ZuxIctPPRNeHNrnsnjJgtHSBqjzinUlI49ceosYWtkXB/xoJ9uAHODPD6ezlHD+k7m2m2YzpHwvJie4fTNdnlpF3p0c9SCKeoMdXTV76qEJ3XU7fvpMAEHusHNhefw5PHinAlT1f/GkF4UkTbUZI/s2VfEzXXilBWrRfptO3abe4oq0zkKnr36J8IV4Lmx5gXrlyvc60Wh7MzqgmdFBVBeLrayZ8/xyYctxPbz0WP6/fJxY5+fJY8T6detWGVWemPXsHifViuXRe3Pd+/qz0N9sz3pdPWfU6OLnL/5M+YKWxfOmofosBgRl4+Z+iRdRwweYfZvievVtu79N1oMzCBv4vsff7xPYxhTlLPRc41dzwH7CnJyhW5BXYMlG96+Ncyp9J2W9K3v92uW+6V/ZIOGjRLpBTzPXQD5LWn9HU36Xd/5Nux/cO2GuP7a1JV4U1iI9q06iN9ZuTRV7M+hPtMG1z/57XFx7Ni+g+LTq33n2mnIb90kqAeep04B//3fwH/9l37741//FZo//Qnav/5Vv0953DD+x5//LNJX/uUvZqU3PN+q7y1bGne1bdvqz8OgQcbPGT26/nMUulA+K2u0kTSS7DY3/+/+8z/N/h39NQ8frptnguD//q/xa/3P/wDG+o1euVKnnPW/YWCjo/dX/8d/CH8hHxO/FRFR10baM3eucRspv3QMEDV5en5MgSbhft2iJbR/+avkvw7yR92//7u4PvkAlanmT38W+fzjz9J9Q8cNNaR7SdxTf/kLqv7t38R5tdJs3SpscIc/6oGnkdJK2y51VfrxZ9OLxdHpo8ZPEU5M/dbUHmbNWyxsnbNgCSLi+oi42m22t31ys53WgLI1UM1zSNJYcRmCJ80/QH5L+49+55jlmuXVM8nf5TWMKAPyKgPGZpKXX2LRWvLuHlQNT0s7yQ8bJT3zHDtxmur9Ysp0aXXQ6HjLn3mqXhwzDZThae+Z5Gl9LoKnDCpHTe8nw5PmhVDC09ZZlcyUz+WTMTwVRUhTqdF/esMJRhRJVBOd/PlsYSu9LKJhdWQ3B8sUcCQ8z11IZ3haVhyNnprhqZBc7uc5w4JlVRWnu1R03ERpDSNqotljViWXMt5OmXUUPPsMHAqGp50KyYGXYXgqxJXh2dE3SLFXnVF5eCYtO2zNCCN1qmKZVY6E5+/nL3LN07LiaPTUDE+F5Dy2XSEGR00qwPA0KZGqEzA8FcUrz6rUuqN6F3+TzaUF7ug5p70mQ5av606fjoInDfDgmqfzexLDU1FG23bsEUChCS/UHgictFGXJX7maV1pOxKeZ89d4Ga7dcXSaGcxPBVSy/B0hzfPMjztvXqmQk7VRx0Fz36DhoPh6fzuw/BUlJESnmpew0i+6QmgU2bYZw0jhYxuE5V1tHc/T4Lnmd/Pc83TyT2J4akoICU81bwOCz1Pk2ue9lw9UyGlW0QdBc/+g0cwPF3AgxieikJSwnPl2o2KI+qK0jr3DE/by9Sh8DzLNU/bS8ixV2B4KvRVwnPS57MUR9QVHVYz9R4BlGue1petw+CZOAJnGJ7WF0wjncnwVAithOdHLTuodu1pudbJ8FQUvhVRR8Lz9Nlz/MzTijJpzFMYngq1ZXjKK0KqcRVAWpyLoCkvlMc1T4UDWBh1FDwHJCaB4WlhYTRBcoanQnQZnqM/k6amU+NLIxozTfAcP0law4jhqXAAC6OOhOdvZ37nmqeF5dHYyRmeCsVleC5JWSEAE9Wzn+KoOqLyzFErVq0XNhI8eT5P68pWhmdgaLR1F1CcRf/QkkZLa2dRzZPhqRDHSaMMT3s7ymkAAAtRSURBVEXByPA8/uMJAZaOPoGKo+qIftCsnbDt2+9+0MNTXm00PeOKOoxsJCt27t0vNKTlm2n+TVs2gufAISNFzumzKeGZslxao+rg4WN1bFq9brPefxpJZqf9GYanomhkeP586jd0C48TTnL79j1FCteO5uTlCZuoprnvwBERp5qnf0ikiNMNvGvPfuQ9esybCQ3Wb/parxnpZq+tsLBIQPTX02ebpNmu0Wgg/4NtyKb2nfxd+2awQ+4ZngoRlfCUJwv+IuUrRQrXjqbt2C1u8oDQKMg3v/KZZ0M3Cx+rH5C0fPOe/Yds2rpH9hRlQ0tm03yeTQLPNl4IDosV+fDsEmzUHlqdIah7NAoKCl37ZrBD7hmeChGV8CwtLRNORHNdqiUEhEo1TKpdKJvt8sQgdNMSJBcsSUHqyrW81aPBxKkzhU5TZ8wRn9NnL7CLi2zdtlNc7+8ft8HRY983as2zpKQEf/u4jfh9qjg0FP7RvD202npWCm3oRJUdY3gqClQJT9rdrK2XcKZbt+8qUrlmtKzstbCF4Eh2GoMnQZOOFxW/cE0jGynX127cFDqt27RVfNoLnpR9GaBUDnJ3MvokYNl7k5vn8u/Qb06aZnpwCMNTcjSGp+KGM4TnwcPfipvj0JFjilSuGd2+c6+wRV5MjOFpfTk6Ep6Uqy1pO0RZUROegEa1UKrp2XujSgFdn1ZOoE+qUZsTGJ6SSgxPhbcYwrPstVRbo7epOp1OkdL1oi3bdxY3yK69B0TmGZ7Wl6Gj4Uk5U9ZAaTXNWfMW2X0bPX6y8AlLwEl5Y3hKvsPwVNxDhvCkQz4B3YWD3b13X5HStaJXM68LG7oEhuFieobIPMPT+jJsDHhS7mhGeQKbo7e2Xl0tEoPhKcnF8FS4jTF4Un87cl56mB7YPdolN/lFwKXL7/txKuEZ2bOfsJGfeSqcoYFoY8GTsvDs2XPQ82pHbVk5uQ1YavwQw1PSheGp8A9DeN69/8Dh//UdXaswvP76zWnCYiU86WagdAxPhTM0EG1MeDaQjSY7xPCUpGd4KlxQCc/Xr9/o33ZS88mVw7t37/Dp0GQBSJr0JG377lpv26nfJ8PT/BJmeHJXJfIWhqfinlHCUx5hNGhYsiKFa0fl9dnbenbBwiVfCmAqO8lzzdO88mV4MjzJUxieivtFhufUGXMFWNp6dlXVnJ7UY6C9t7+wTe7ozfBUOICZUYYnw5PhaXCzyPCUnwH+fi7dIIXrf6W37dRElztGMzwtL1OGJ8OTvIZrnop7R4YnwaV1B1/FEXVFvboGC4CSnTv37Nev287NdvPKmeHJ8CRPYXgq7hclPFNWrFYcUVeUapsETtr6DR6BzjV9WRme5pUzw5PhSZ7C8FTcL0p4lpa9VhxRV7SiokIPTxmi9MnwNK+cGZ4MT/IUhqfifqEuPAQRmjBB7UGGpl+3CHQJChN2MzzNK3WGJ8OTPIXhqbhf1qyXZslu3cFHsVedUXkyiO5R8fzM08IiZngyPMllGJ6KG2fFqg2iBhbcI1axV53RoB4xwtY5C75geFpYxAxPhie5DMNTceNs2JwmgNKhs/rWLlKYKaLtvP2EreMnT4fceZ6b7YYqGf/O8GR4kmcwPBX3h/zC6INmbVXVOV5hoj4qP/PsPzgJH7aQxrZPmDJDAJUnQ9bLZDQiw/PzmfOEXp5dgoymU+tOHtsulSzDU+HhMjwJLHdceAo6hUlGo8XFxeKmJzvHT/4cs+ct1n+nffnPnqFSq+WtHg0yrmTW0mvHrn1GdVbrToanVLKqhueXX60RTt6r/2B8NmWGya1buLT4FQFETQu/Gd7Ey5av0t/8s+YtFodPnz2n30f282aeBjdv3TGUV/XfGZ5SEasanvMXL7UaAs3beaO6ulqVN0Lztt56XWgVTTkMSRorumkljhgDivNmXIMBiUliftelqepZWVX2AXM+GZ6SSqqGJy2jEdNrgFhCgybFMGdbvnKtHiwHDrv+2kWGN4O85DDVLGfOWWh4mL+zAiYVYHhKEqkanvTio723n0lnMEwwbuI0PUAfP35ieNhlv1MTU26Oj534ucvawRlvWgUYnpL+DM96/DAkIk4PmmIVLMX76PETvT006cm9+w/rsZx3swINK8DwlPRheDbgJ607+uqBcynjCp49L3DJ7fz5dL0dHToH4PrNWw1YzYdYgYYVYHhK+jA8G/ATrVaLFu076cEjN3ld9ZOc/viPJxqwmA+xAqYVYHhKGjE8TfsKfAJ6IDy2N7748iuX3ELC4xDUPdoMSzkJK2BaAYanpBHD07SvcApWgBVQKMDwlMRgeCqcgqOsACtgWgGGp6QRw9O0r3AKVoAVUCjA8JTEYHgqnIKjrAArYFoBhqekEcPTtK9wClaAFVAowPCUxGB4KpyCo6wAK2BaAYanpBHD07SvcApWgBVQKMDwlMRgeCqcgqOsACtgWgGGp6QRw9O0r3AKVoAVUCjA8JTEYHgqnIKjrAArYFoBhqekEcPTtK9wClaAFVAowPCUxGB4KpyCo6wAK2BaAYanpBHD07SvcApWgBVQKMDwlMRgeCqcgqOsACtgWgGGp6QRw9O0r3AKVoAVUCjA8JTEYHgqnIKjrAArYFoBhqekEcPTtK9wClaAFVAowPCUxGB4KpyCo6wAK2BaAYanpBHD07SvcAobFdAUPkTG2dP49cojlFUbXExbivyC19AZ7NZ/1RTi3pVzOHk6E7l1Ttan4kgjKsDwlMRmeDai07njT1VeWIIA3xjEJyYhJrAzPEfsxcMqUqIKZQVZOLN6KDwG70GhIVQpiTYds0ODENw3CQMSeqCl72hszxInu6OUTmMzw1MqCoan07ikOjNSXfoCxVrJtuoXRzHMMw5Lb1QB1YX4IXUKRiQE46NP64FndRmKXsgnl+BAcheEpN4E47NpfYXhKenP8GxaP3SvXy//EclePZFy8z3+NEfHoWV98KylTjmOjfND6PJbDM9aujT+F4anpDnDs/F9z01/UYe8nUnoELsW12sqkySEufDUPdqDAT69kXrzrZvq5zxmMzylsmB4Oo9Pqjonb66uQ5z/YKy+oallp1nwLL+GFb1DEb/+Jipqnc1fmkIBhqekOsOzKbzPzX5Tc3cnBoX0wbzTL2D4XsgkPDX38PWwCEQsOosiw5PdTEdnMZfhKZUEw9NZPFKl+ai8vxuJPQZi0dniOuAkk+vAU3sbuxctxa4bb4HKB0gbEYPYpecYnE7kHwxPqTDcGp5FxS+QnZPrRG6ptqxUIz8tER8288DHrT1rNm8ELbkMre4Jdo6Nhb9vJ/y9bSD8wsYjLVsHaH5CcntvJB3ToPrpDvRq0Q7/1J/rieY9UpCueGaqNsWcwZ7snDyUvHxZb1YYnpI0bgFPcoQL6RnYtmMPJk6bidDInvikjSc+bOGB//uodb1OwgdYAXdToKJCI+4Jujeat/VGj+gETJ0xFzt270N6xhW8elUKhqfkFaqGZ0FhkXAEAmRDm6dvEHhjDdgHgtChcwD+9nGbBu8Xupdiew90t/8rdexVNTypWd6moy9+PvUb1qzfjGHJ4+Ab2EP852zWxgvN23kLJ3n2vAC8sQbsAwXIyskV90SL9p1rWmft4dctAiPHTMSGzWn45dcz+PsnbVFcXFIHJu62Q/XwbO/tV6dMq6urkZv3CCdOnsLRY9/XOc47WAF3VmD/oaM4eeo0Hj/Jx7t37+pIwc12SRJVw1On02HvgcN1Cp93sAKsgPUK7N530PqTVXSmquGponJiU1gBVsDJFGB4OlmBcHZYAVbANRRgeLpGOXEuWQFWwMkUYHg6WYFwdlgBVsA1FGB4ukY5cS5ZAVbAyRRgeDpZgXB2WAFWwDUU+H82yJqbcIpczAAAAABJRU5ErkJggg==)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
SSMA |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |