2.92mm(F)-SSMA(M) Precision Adapter,DC40GHz
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAU8AAACtCAYAAAAwNv3PAAAgAElEQVR4Ae2dh1MUWd/vn7/gVt1b9dZ731tvvVXPs4+7roFVBEQEFCSqKIKiqIiKaQWzrphzVnRNrJk15zUhRnQNawYjgjmgK6Jigp0RZr+3fj30MODAhJ7Q3fM7VadmprtP+H3P6c+c033CP8COFWAFWAFWwGoF/mF1CA7ACrACrAArAIYnVwJWgBVgBWxQgOFpg2gchBVgBVgBhifXAVaAFWAFbFCA4WmDaByEFWAFWAGGJ9cBVoAVYAVsUIDhaYNoHIQVYAVYAYYn1wFVKVDxrgDHd2RgxerN2JZ5GQ8/fMGH+5dw8mYRKkRLPz/ChezrKCwXD2jw9NrvyH34ABdPnMSRY0b+xDU8KROv409WoEoBhmeVFvxN4QpUFGZiaGgbRKbMxqw505DcqwO8f9yH5/tGoEmX1bhXSc/PR8ahaaNOmJ37RW+x9jImh3XGnBOHMG1QMnr3r/RJ8fBt2gdrCnUKV4az7wgFGJ6OUJXjdIECFbiX3gMe/XbjtYF15Xhd9AZfCjehq08Ktr2hE19waU4cwtp3QPz6QqE1WnF/NaKDpuKkxjjbOhRnjkXL2JW4rTU+zt9ZAb0CDE+uCSpRoAIP1yTi+/bzceG9gZ5628pvY2HHUIw6WQZUPEF6Qn+s2DEFwUMO4QOAN7uGwHvwfpQYK6G9jUUx4Ug59BY1YjO+ir+7sQIMTzcufDmbrtPpcC3nOi5eumKRL3zxEro35zC3W2t8590W0QMnYe6mc5XPK7X4fXIkwhfchLZkPwZ1Xoxrr/dhQNuZOKPV4OT4CMSte171TBQ6FP02Ar6x6dzqlHMlcXHeGJ4uLgBO3rQCy1auRvOAUMT17GuRz9i0TR+RrhTPc05g87IZ6NnGF94p+0GPLD8cHIVmCRvx4PR0tEvNRhm1QHv0QNrtG1gQ3Rlzrlc+/6RYNNcxJyoMQw9zq9N06fBRUoDhyfVAdgrcLbiHZi2C8OerIkl501yejyDvMThYBuhebEG833AsnJOApB1voMMXXJ7bBb2WrkT34Ck4YXjeqcOLXUPhE5uOPMPbeEnZ4MAqVYDhqdKCVapZ5eXlaB/TDTv37LPShC+4sTcDBws+Vj6jLMfzXcPh03EZbhAEy/OxqFMQmvn3xM8FeiqWHpuAwIAQ4XnnOzG1squYHhmGYVkl/KxT1IQ/TSrA8DQpCx90lQJLV6xCnwEpNiRfjrxNIxDc3B++bePRsWMkvIIH4edLIgS1ODc1AvWCZ+Fc5dtz3eudSPjBC53XPqt83lmBZ1sGwbvLKm512lAC7haE4eluJS5je/PyC6R317UfUPjwHvLuv8AH7nbLuLSVnzWGp/LLUBUWUHe9Xaeu2LV3vyrsYSPUrwDDU/1lrAgLf17+i43ddUWYx5lUoQIMTxUWqtJMyrubDy+/ILwqkvZ2XWl2c36VrQDDU9nlp/jcf/nyBW2j47Cbu+uKL0t3M4Dh6W4lLjN7lyxLR9KgITLLFWeHFTCvAMPTvEZ8hYMUuJPH3XUHScvROkEBhqcTROYkvlaAuuuRHeOw57cDX5/kI6yAAhRgeCqgkNSYxcXcXVdjsbqVTQxPtypueRgrdteLil7LI0OcC1bABgUYnjaIxkFsV0Dsru/dd9D2SDgkKyADBRieMigEd8pC2tKV6DdoqDuZzLaqVAGGp0oLVo5m3b5zVxgMz911OZYO58laBRie1irG19ukgNBd79AFe/cfsik8B2IF5KZA7fCseI9757OwZf06pG8+hhvFho1ba9hQgeK8U9i2fgMysm5DvKyi5AHOHtqFNavW49es23hdW/AasfFPdSqw6OcV6D94uDqNY6vcUoFa4ak5NxdRnZIxctpcjOndDh6hU3H8bc2tsCpQeGAsAlv1wojZ85Ec0wZB40/itU6LMzPi0a7/REyaMRk9QvzRasIpCJsXuqXM7m30rdt58G4ZjNevi91bCLZeugIVJcg7uRurf1mP9TuO4I9HHw1rsb7LP4Wt69Yi/dc9OHjxMT5UALr3D3DuxClcLTTaZgVaPM85haPn76PEgLRyFOaewrHLT1FqYS5rhSe0Whh2XNVcwZSwVhh61LBXgT768jtYGB2CIYdpD0JAV7QXSX6JSH9UAa22KrOaS3PR2jcVhzWA7uML3H34Gh9e3UH20dPIfaUFKt4j/+wxZF14BGHjQ91HFBY8QtGHItw8fRzHbxRBgwqUFJxH5tFLeFBzd0QLjeXLnK8A1YOIqM7YdzDT+YlziupSoOIFfhvVHt4dR2DSvAVIHdYPwf7DsPMDNeJS0co/DgOnpWHGpDGIj2iDfns+Qnt9MUIbeaJpygHDltS6N4cwyNcT9SIW4LIIOc1FTAz2wje+Y3DgvWWy1Q5P4/DaC5jQJhypZ8SUKk9qsjEyIAZzxc2zyu/j59hWSMkqMw4NzfmZCGg9Dae1gOb0VPi27IC2nXqjd2I0mrT+ESMGd0dU3xR0at0KsavuoVxzBmMDgxEU3RVd+vdHm+bh6PXTcHSIHYQ+XcPRtNs63OWFbqtpLNcfC5csx4Bk7q7LtXyUlK+K+2vQ0WswthYbmosoLy7Ca+0DLOvsj0Rhb6pKi8rf4FVxhQDPiIgkdItIxPJ7BI0KPFzXD1G9+sDXCJ6a87PQuuMEjI4LQfIhfWPQnDYWwLMCT3cMgW9UGi5VZyJQ8Ri/xPsjasFVvNMB2qKzmNS2BfrtNWr4VjzH1kGhCJ93DRSc4Nmi7Txc+AhAexNz2gWi97aXQtO7ZO9QePTagj/LzmBsq06Yeoku+oLcBTFo0n8nCum5acl+9PPuhw2vqgQ0ZySfd40CN2/f0XfXi9+4JgOcqqoUqHi0AbFNYjD90ofq+0tVPMEv3XwRNvuKvudqZDW1PCOiFmLvikSETL2AUu11zO6cjPV7p6GlAZ4anJ3aHpGLbuBuek94D8uCJY1Ps/D8kLMSsa0TsTjns1GWqr5+vr0dw2NC8YNvCFp16YeogBCMzha79x9xdWki/Lql41plcIJny65rcJ9ASNu/dmuD4cf012tOToJv/Ho8Lj2DsUEJWPZAuAgPVyfCe/RJCFdpTmFUYCLSn/AbqKpSqP3bqjUZ+Gf9Jm7j//rrr9rF4DPKVkD3FqcX9oJnY38EdEnB6IXbcPopNcl0KD6zBDG+3vBo0wN9U5cg48wzobGmh2carr48gIGhw5GxYyKiUrPx+uz0KnhqLmBiaAxm5XxBeUE6olpa1nWvE56leZvROyweU0+9rk762oqgJBODAwci4yW1CstwJyMZrWPn4WRRVSuxOjyfIj3ePDwfMzxrU7zO4zm5NwzQ9PD2R3BER6f5ps1boaFnC6elJ/5BRHToAo22xuOlOlX6+mRZWRlKSkrw4eNHxfu37yxpQ32tgXyP6PC5MBdZ29Ixvk9bNGg5Arte6Pmi+/wCV4/uxJLJAxHQNBgD977Ud9uj0pCjLcPZqVFo6NUN865/gcYIntRlD2j1E7bm3saN64cwJiwIyQfNd91rhafm7hb0ieiJWWeKq4NTewdbpk/D2suVfXidTn++vAgnZ8QhYEQWXus0yNuYguC4RTj9ugqcVCAMT+dUy98OHDKAk8Bi/Va+tufTFd31H3wCDPY2aNrC5sxfvHzFEI8IZKV/pq9ej7fvDJsr26yN7AJqr2JauD+SM2s+T9Ti0qwO8Bh2xAieQPn93UidkYnnFTCCJ3XZI/FDSHfEdksUfHR4K3gOO2y2614LPHUozEjCtw288G1j0XvDY3gWyjTHMczHB7136smsOT0bEeGdEBQQhFb9V+ECPfzUvcS6BC9800gMS5/+SD5UxvB0Ug1MHjZagMD4yTOET2fBk96uh0fF4sChLCdZqk9GhGcTn0DBXp2u+p+2JZnJyb1pAGdDTz9Mnj5b0T6sXYzBnk5de6L4zVtLZJDtNdpb+7Eq8z4+VBZteeFe9A+Iw4KcG9i19gjyDSdeYPvgEESm3a4GT2PDDC3PjxcwISQKUy5W9VbKby5FhN8Y7DfTaK8FnsbJmPmueYOH+ffwsKi0egvVTDA+7VgFft28XbhxMjZtFT6dBc8FacswaMhIxxpnInYRniPHThTsraiw7pn48+eFBtAQdNTi5i1cYrCra8+++PvvvxVrWvndrRgYEQiPwE6I6hyHln6RSFh+Be+0+chI6YAmXqEIie2ByOAg+Pf9RWjIic88c6rYKNgvwvPc7zMRGDYHfxifL7+F+VHmu+7S4anYolB3xl0Bzxu3bsPbv41LWjhS4Elz7cWuuW+rMNVVjNSJ0wz2pQwfq2iA0uib9y8e4W7+AxR+qD5eUfv+JR4UFOBe4UdUP+OYImV4OkZXl8fqbHjSS5qw9jE4mHnEJbbbCk9jcP6rfhNY22J1ibE2JBratpMBoGfOX7AhBg5SU4Gv4JlfcB/Xcq673NObYlpMgp1tCjgbnvPTluLHIaNsy6wdQtkCTwLnvxt4GqBy4dJlO+REnlGUlpWhUTM/g630Uk/ubtbcReg7MEUWfsfu376Sqxo8CVbxvfqhU9cEl3vfwFBMnDrrqww76wA9G9q8dSdu3LwN2lfckT4n9zqOHDtpV9OcCc/rN2+5rLsuimYtPOkRg9hVp8+RYyeIUan284+Ll6vZ3Dk+EZOmzZbkIzt0wax5aXbX7NDho8Iwt+PZp3Ei+3eX+xcv//zKxmrw/OqsCw+UlLyHp29rPH7y1CW5SEgaWK2iGd9ojvqedfSE3Wx1Fjypux7aLgZU2V3prIXnj0NGGsr3X983RXm5M56SuVIhfdqx3XoZ7LZXPa7XsJldDSstLYNf63Bcvppj13jtHVkt8NTh/b2LOHbspNAiolbRkWPZuPxMnDlk32yU5+/GpAVHhPFXxjGv+GUtUkb8ZHzIKd9XrlpnqGC9+w/GqrUZDvVBYVGG9E6eOmMXG50Fz7kLl2Dw0NF2ybOUSKyF57Ydewya0zhId3EPHj4y2D1izHg8efpMkicAt4mMtqt8NGJj+OhxX8Vp+QpJNYOWI2/HbMzJfFHzhKTftcBTP5+8QVAPJPZPRm/BD8PcE44ZJ0bDBvxjVuBOjT9/mulB3Xda0sxZbs58/dCO7zx8hEo2bNQ4bN+116E+rmcfQ4Wmynj0eLZkc50Bz9zrN4Xu+pu3jqkX1oggBZ7WpKOGa5tUTigYNjpVsjlUX0PadpIcjxgB9TSpx2lqtwGLV0gSIzN8avH75Ei0/znfcMQeX+qEp+/4M/r55DVSKn97H2ePHEbm2QIUC8DT4UPhPTwo+og/b5/B4exb+JNWmiu5j9+PnMD5h5UT+cvf42HOeRw5lIkDJ3PxVJzvXgOexvGv2rILCX0H1ciBY36KLU7qxnVLSBKAFtO1F34aP8WhnqZNUiVMGjTUAFGpLVBHw5O663TTZGYdc0xhWBmrtfDM2KQfB0tl7W5OrGfU3Zb6WMze8KQXRNTTM+WEMZtmVkgqL3mCa2dP4sCBLBy/9hx6xNSAZ/lb5J8/hv1Z55H3pkaLzVTCtRyzGp6fc9YgPrIHUmamYeKgGAT22477FRpkTwiFd3gc2nVPRvfIQPglTUD/2HgkDEiAn28iVhaUQ3t9GTq3T8KgMRMxOKE9mnVIw4XP+qlSYsuzZvwBSVvhH94B5y9cqsUE+xwWwfl9E18MHZkKelBNFYMg5GiXOkk/Do9a2tQFonTJSwGoo+E5Z8FiJA8b42hpLI7fWngu/nmFoHH9H3wsTkMtF06eMcdQx6T26uwJT3oxRA2J2kbZ6Ae817VC0hfkLk5EWMJIjBg7Gl1DgxA57wot31bV8vx8Hct6RSN6xDzMmjoUYSGD8auwAJH1pVsnPOs18kXjZi313rsDppx9iDW9OmHc77RUHIDy21gQHYOZ1z4he0IYQmZeAU3aFJrXzZOx+QXN8niPXYP8Eb+xCNBVVM1CKr2EKRHRmHlNP0lfgKfmmcn4+67IRMfOPay3DgCtspM8fAxWr/sVNNvGlA9pqwdWo2YtkbFxK0anTnIZPNt16ooDmVmGyk2jH0zl2dwxmuVDFXvDpi3Cpz1nGFF33ScgRFbzpUV49k8eLti7/tfNdepGO3iSPp4tWttUr5QcaGDyCMH26C623VPGttsLntSTaRXaHmfO/mEcfbXvenjWvUKSrqJqWm7phTkIjlxoBM88PFnfDyGTzwqcAspxIy0OoXNzqxZ+r5Zi3T/qhKdv6km8Ly0Dvf0qLdNA+/kokr394dc+DpEdyceipZc/Ug6XIHtCBDqlPxTW5ax4tB6x/uNwRL+GHI6nhqLz6qfQvcvFhgkDEBkSAf/w9vD2bItJF7TCJH0Bnh9Nx5+cWYqo2HhkHrG+i7gsfY1QUaiQzXl6dkeQcTU8qTWQl19gNr/m7KHzI8ZMEOKxFzw1Go3QOj589HjdNcvJZ0V4Ng8MtVq3v/5yzItQJ0tgcXLfNvYWNBozbrLFYWq7kOqYPZ550n1qbtFsEZ61r5Ckw7trWzC2dxcEBkUiKLQNGrWZbQTPGzg03B8erWMq+RWH8CB/eIw4KixfV5uNtR2vG541n3mWHcOQFr2x6mnNecPUbTeC55P16PwVPB/gwowotEjZifyPOqA8H4tiomrAs7b4gbPnLyA4ooPVQ0qyT58RKsrs+WlCN5i6wsaehthQBRg1dqKgkVzgSZkRF7kwzq+l38UFQaiFSvbZC56koytGQNRWgcXjIjwpb2Tv8ZOnq5VzTd0mT6/quqppLruoR22fNIKF9CFPvRqpjuKRCk8aQ0kviZ4X1v02vAqetayQ9Im2CwrDwG36xUPK81agfVh1eGaODEKXtc8q9z2SZr118NS9xKakIHRIy61s9gKaF/koKC6zAJ4FODA0QL/SCS1N92Q/Bge1qw5PbW3x65viPfsMxNYdu62yWITn/oOHTYb7+OmTUJFosDA5OcGzeYC+FWUy42YOOuKZJ836klt3XZRBhKelC4MYD1UiAMjp+a1ok70/fzuQaQAn2TxjzgLJSdgDnqT9kmXpZvNiDE/ji8VFPi6XZGGwTxcsuEUzEzV4vHc0WoYYwzMPhVt/hFfsMlwVl+vUvETevTdVjxONIzbz3Tp4UgP4wX6M7tgG3hHx6NCxHXyCfsTags8WwPMxSs6lIaq5P/wiOiC48wBEt64Bz/La4te/EaMpZTR0yZrVwhme9ml5it11ew7kN1M3rTptKzwzNm4zACUkMhplKlyJnpbnoxEjBDryzf1DhE85wJNeBAe0aQuqX+acWXj+9R5n5sWjiXe40Evt2Lsn/KrBMx/QPsSu1Dh4+3dAVGwcAgMi0GvDfZsWEqkFnmbNwJun95B3/6Wwvae5q43Pl398ifsPivCp6rmu8enK79pa46eXP/Rm3FLH8LQPPGkK3pCRYy2V3enX2QrPS5ev4uGjxwawEFzGTZqGqzk3hON0Tqn+3v0HmD1vUbX5+8HhHfCscvk9V8OTZnXRYjL2GNdcVeHK8eHFQ9x/9bnO1qTm7TPcvfsAhR9rPoKsisncNxvhaS5ax51/9PgJmrUIwvv3Yru77rQYntLhSQvF0COEd+9K6hbbhWelwJOyTasp9eg9oBpExZaaGj49WwRh87ZdoFYoLYpMNrkanusyNqNX0o8urDXSklYcPMlcehlC4wwtce4Oz3UZm4QbhZ7p0j+8tZ5eqBE4aRqmtWGdef33TZoLdlr7zJNansbONzBMiMfHPxhTZsxVtKdhbwTJeo28hD2ZRDvlAM/XxW+ERhC16pXqFAlPmrrV1LcV/nxVZFZ3d4dn69CqefNqaEGZsyEhaZAADHPrcoovjIzhuWffQT04A0JUs67n2An6Z53TZs833CtygCcNB6SRG0p2ioQnCU7rR9IK2eacu8IzY1PVixAaBkLrEdI4WWv8svTV+MEnEDt377MqnDVp2OvaUeMnCeAT4WotPGl2lxj2VZH5P2Vz9U4u52m2jmiXuKyaq+FJozboxe/nz6VykcmmfCgWnrQtrJdfEGiVmLqcu8JTnEVC090seZNZU0Ma0UDjaqnrrRRnvNWytfCkNQwIMo5Ym9LV+p0994dgWyNPP9DMK1fCk5650oQXGjaldKdYeJLwq9dlmN1szF3h+cuaDOGGuXiJ5vZa7miW1evXxZg5dyFoRSmlue69+wt2WwNPehEmts4+ffqkNJMtym/b6DjBxt2/HXApPOlxSVyPPhblWe4XKRqe1KKiRVNzb9yqVWd3hac4SJ5aY9Y4mu9MIPHw9gctSK00Z8sLo/6D9fPhd+/drzRzLc7v3YJ7Qrn6VG7QR2Xs7LftNELGu2WwsCuDxRmX8YWKhifpSs/y6ppmxvC0HJ73HzzE9z/o31ortQtrLTzPnb9gaHXaste7jO/tr7JGW2ZQuQ4blSp8Ohuek6fPBnm1OMXDk7pnNLf297PnTZYJw9NyeA4bPQ7fVG6IRkN/aPUkpTlr4bl46UoBJINltLyeozSnKcoEz64JfZ0OT9oDjFqdlo7PdpQG9oxX8fAkMWibEHqmQ5u21XQMT8vgSePu6le2OgmctBCLEp218Gzk2UIAiRIfUVhbPnR/EDy/+b6p0+FJzznpeaeanCrgSQVCO36aWvyD4WkZPOcuWIJ/N2wGAqe9d/J05g1jLTwJJjRsxl3cqLFVQ7rs0YUm/cytqkRv1jvEdhdmN6lJZ9XAk94q02KqNVehZniah6fxGMdde/Ypun7bAs+kQUMUbbM1mb985ZrQ6iToDR8jfTSFOXjSWE76c1LiIyBzuqoGnmQobVRXc9sMhqd5eC5asly4odas32iuvsj+vC3wvHXHeRsMulpAeilGwCPfo88AydkxB0+aRUSzidToVAVPeihN603SyveiY3iah6dwI/WWfiOJmrvy0xZ4Kn2mi7V6+7bSz9+nveulurrgSfPWaREfGpSvRqcqeFIB0X7Py1auFlYAon9Zhqd5eFqyRoBSKr+l8NyybZfQ+vp3Q0+lmGa3fI74Sb81S30PH8n7UJmC55Vrudi776Cw6y2tnKRWpzp45uXlG94aL1n+C8PTykHySq/olsJz+Ur93lY9Evsr3WSr8793/yHhj4NGqHz6XLn/t9Wx6AOYgidN66Xj33n44OatOzbGLP9gqoPnd429hbfGVHh+QREMT4anybuQNj+jOmLrrqwmI1XIQRqGRrbTyIqrObmSck3xGL9tp6668UQLGpivVqc6eNJLjwZNfYXK0aCJLzZu2SF8NzWMiQpV7XsYWTs9U+kV3dKWp7g188Sps5RustX5f/zkqXBPeHgH1Dm12ZKIa8KTZi3Va9RMiJ+2LX/y9Jkl0SjyGtXBk0ohadBQoctAhfjj0FEMT0VWTdsybSk8E/rq1/20xxRF23LqulDiqkr2bnnSbD8CstiqvXTlmuuMdELKqoQnvT2lLjsVorg9A7c8nVCbZJCEpfBsF61fZX3C1JkyyLVzsyDC81/fN8Xq9b9KSty45Xki+3fU/8EH3zfxhZoXWREFUyU8yTha5IK67VS45BmeYpGr+9NSePYZkCzUi21WbmWtBvVEeHp4+Uvel8oYnt0SkgRNlb5CvKVlrFp4kgAETIan+aFKllYWJVxnKTzD28cKdWOiG7Y8i14XG+6LDRu3SCpWEZ60Dix9J4CaWmNCUiIyDaxOeGZnAxs3Cn5WoyYY8V//gxN9kgzHxHP0WbZqlXB+WYsA4fzOUT9hdJfuuJAyVDi+N7aryXDGcUj9vsTHD0n//U/QNEnatOvWbf2MF9q4q3G9xsCmTabzsL+W9SffvsWezl2F/OdPnGQ6bKU+UvNuU/iCAtO3w9Wrtec1r5ZZQDk51cIs9PQR7NZlZFQ7XjOf0a1DhZt9YZ/+dV5XM5xVv7dsoW05v7a1vBzYudN0uhTmy5evw1A8u3ebDmNlWT5MWyzY3qixl+T4CJgNG3sju98AQXft2rXV47x48WtbVHJEnfCcMAHo2VPweV4+2Pu//jdyGnkYjonn6FPTpYtw/uj//X/C+Z0R7TC6ZWuI4S5++73JcMZxSP2e9Z//hdX/5z9QWlpaDZ70TCrkn/WBhATTeRg+3HQ1zMnBH9/WF+x6HNjKdNhKfaTm3abwhw+bzvfy5bXntbY/ilWrqoU5/B//Kdj9d48e1Y7XzGeLRl4CQAb6+Nd5Xc1wVv3u1w/4YGKL7I8fgcRE0+n27Qu8NTEjp6wM6NPHdBgry/JyVEfB9m/qN5EcH8GzXv0mqFXvX34xXdYqOKpOeBoVDM8w4m67UXUwfKXxnXTjT581z3DMXb7QjDKy/TsPb2FjPyl2UzzG4zylxKW0sAzPT5+EikT7mpPbuWefsJDB8ezTwvGaC404ooBTJ00T0qrZbaf90qly2uJs3YbDlrTkFMbSZ549+wwUtM3YuFVO2XdKXgwvjLz9Ldq+u65MMTzrUkfh57jlyS1PU1U4PKqzAM8Jk2eYOq3qYyI8CXyLl6VLspXhKUk+eQdmeDI8TdXQH4foJ09s2bbT1GlVHxPh2bR54Ffr31prOMPTWsUUdD3Dk+FpqrrSpoF04/+8XFrLy1Tccj9W+OJPwXbaIVWqY3hKVVDG4RmeDE9T1XP8pOkCQJIGDjV1WtXHruTkCrZ7+QVLnnvO8FRxVWF4MjxNVe8589MEgHRL6GvqtKqPHT56XLDdNzAMtEiIFMfwlKKezMMyPBmepqroxs3bBYDQClzu5mZV/nFQt/3tu3eSzGd4SpJP3oEZngxPUzWUtsGlG5+8u7mYbr0Eu4eMHCvZdIanZAnlGwHDk+FpqnYaw5PWdHUnJ/5p2GM5PoanimsOw5Phaap6G8NzzoLFpi5R5bGCgvuGFnfqxGmSbWR4SpZQvhEwPBmepmqnMTyj43qaukSVx1atzTDAc8z4yZJtZHhKllC+ETA8GZ6maqcxPAkAT589N3WZ6o4Z7y/E3XZpxctz23luu7QaJLPQls5tF+GZPGy00BJbu2GTzCyxf/abpeoAAAtaSURBVHZu3ckTbKVN2egPg+EpTWOGJ8NTWg2SWWhr4XnseLYAkkaefjKzxP7ZGTJirGBrQEhbhqcd5GV4MjztUI3kE4W18Lx0+So6dukuwOTSlavyMcTOORFXev+mgSeOnjjF8LSDvgxPlcIzY9M24QZxt62Hh40eJ9hNOznW5cRuO8HzxEn98oM+ASF1BVH0udGpkwRd+g0aiivX9NMzudsurUgZniqFZ/Kwn4SbhW4ad3Hv3pUINtPzPGvgSfo08wsSwm7btVd1cr0q0i9+TLrQPvXiqkoMT2lFzfBUKTyXrlxtAMn8tKWggeBq9s+eF6KJT6DBZmvhSW/bCS7/btgM79+/l3ZXySx0YEg7wbaZcxYKOWN42qeAGJ4qhae4kjztoU1QcBcf2VH/JtlaeNLtJC5T12dgin3uLhnEsmX7LqHsvVsGG7bcYHjap2AYniqH54FDR4SbJ2X4GNBWI2r1tGWJb2AobHlhJN5KX758EVqe9EdDK6zT82Il+wOHsgx/mi//fCWayd12gxLSvjA8VQ5PuvkbN2uJD7Rjo4pd+ur1oGmWUuB54vQZ0CpLamylh7WPxc1bd4QawC1P+9wIDE+Gp31qkotjkQJPnU4H8bkggbNB0xboN3AoaMSCkj3NXf/BJ6Dan8GosRPxuviNcIxfGEmrtAxPhqe0GiST0LbC8+y5P9DQs4UAk2++bwrq6qrN3b5zF16Vownoz0Hc/I7hKa2kGZ4MT2k1SCahbYXndx4+Ajh9/ENQWlomE2vsn42///4bA5KHV2uFMjyl6czwZHhKq0EyCW0rPKklVq9RM5SXl8vEEsdmIz5Rv/Ed2T199nzJiVE8IW07SY5HiRGoHp4rV6+r9m9LhW3K05Aecjv37AMNLD+erZ91QkN+HO1SJ00T8lRWVoZ2nbri1u08aDQak/k0lfe6jq3ZsNGtXhgFR3SwWrc/Ll52dBHLJn5qXYv1xT84UnK+KC6Gp2QZ5RnBg0ePhOEn7Tt1Q1yPPl/5zvGJhso0btJ0WcDzWk4uxPGKNGjbVL7NHfNu2UawK+voCbeCZ+fuvQW7u3TvXadu1E2nG//bxt7yrLgOzFWX+D6C7ZHRcfjrr78kpcTwlCSf/ANTq1Kr/VJrRunfmP49qSJ07dnXpS3PyI5xhje/I8aMBz2rssWJg+R5qJJp9dKWLHdbeFIjgeo6/TFfy71uWiALjzI8LRRKqZd919hb6AbXlX/qMtNYOKoMPv5tIO4wOHrcZOENLL2FdZSPT+wvpEuzQej5G+VhzLjJNoOT7GR41r0wCK3fSTrTm3Z3c+IiIU19W+Hz51JJ5jM8Jckn/8CWwJOsoC6Mfxv9Wodit7d9TDekjPjJoT4wVD/3WBygbY9dDRmedcNTXFWJbn6pXVf53wHVcxgUrn8uXK+RF/7SaKqftPIXw9NKwZR2uaXwJLvoRU276K5Cq4QqxrxFPyPvbr5DfdKgIYb0JkyZaRd5GZ6Ww3PDxs120VwJkXz69NlQ1wLatJOcZYanZAnlHYE18CRLNFotxJYnVQ5n+XGTZ9hNSIZn3fCcPH2OoVw9fVvZTXe5RzR+8gyD3faq1zRW1h2d6ocqUaFaC08KU1LyHn5B4Vi4eDlox0FH+mGjUtEm0r5j5RiedcNz5arqQ9jWZai/9Vlc/Nbu4CQAt2gd7o7sBMNTpcXO8KwbnlTsRyv3LxJbYDTHXc0upmuCAZ6zF6TZxVQao3ww84hd4lJaJAxPpZWYhflleJqHJ0kpToYggPbuP9hCdZV32aKlKwzgXL1+o90MoDf3NLHEHR3DU6WlzvC0DJ5U/FnHThrAYo+RDnKrUscqN3yjP4huPZPsmj2Gp13llF9ktjzzlJ8V1uWI4Wk5PEnZDb9uNgB00ZLl1okt46vv3M032NXQ0w9v372za24ZnnaVU36RuSM8qWtGLQ13m2HUf7B+5SBz23CYqqVz5i82gCZlxBgcO5GtaL9kebrBHhoQT0vT2dsxPO2tqMzic0d47tqzT7hx0paudJu57bRKUJPmrQS7ba2CNPJBfIGklk+a6OEox/B0lLIyidcd4UnSPy98AVo5h8bh3bh1Bw8fPVGtnzJjHpoHhAh7NNm6HoBYXecsWIIp0+ciM+uYov3ylWuQPPwn0SyHfDI8HSKrfCJ1V3hSCRQWvkCzFkFoHRYFmpanVk/d0qiYeEnrAcinxionJwxP5ZSVTTl1Z3jaJBgHYgUsVIDhaaFQSr2M4anUkuN8y10BhqfcS0hi/hieEgXk4KxALQowPGsRRi2HGZ5qKUm2Q24KMDzlViJ2zg/D086CcnSsQKUCDE+VVwWGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0ZlTcT8FGJ4qL3OGp8oLmM1zmQIMT5dJ75yEGZ7O0dnqVCre4975LGxZvw7pm4/hRnFFjSjK8OTqVTz4XOMw/5SNAgxP2RSFYzLC8HSMrlJj1Zybi6hOyRg5bS7G9G4Hj9CpOP5WJ0SrKbyBYztmI9o3HksKyqUmxeEdpADD00HCyiVahqdcSqJGPrRaaMVDmiuYEtYKQ49qAOhQcnk75s4ehUhvhqcokRw/GZ5yLBU75onhaUcxHRWV9gImtAlH6hkDTgHNKYwK7M4tT0dpbod4GZ52EFHOUTA85Vw6lLcKPN0xBL5RabhUZpRXhqeRGPL8yvCUZ7nYLVcMT7tJ6ZCIPuSsRGzrRCzOqfFmiOHpEL3tGSnD055qyjAuhqcMC6UyS6V5m9E7LB5TT72G/lWRUV4ZnkZiyPMrw1Oe5WK3XDE87SalXSPS3N2CPhE9MetM8dfgpJQYnnbV2xGRMTwdoaqM4qwLnjqdDoUvXsoot+6SFR0KM5LwbQMvfNtY9N7wGJ6FMujw5+6xCAkLhUcjH3gGd0BM2hV3EUZWdn789Anka3MMz9qUUclxgmdpaSkePnqCo8ezsXTFKvT7cSgCQtqhXiMv/LN+E+Tk3lCJtWwGK2A/BYIjOgr3RxOfQHTqmoApM+Zi+669wv1CUGV42k9rWcZEcDT23zTwrPa7vocPAkPaI7JjHHvWgOuAUR34zsOn2r1C91HN+2fshKmyvO8dnal/ODoBOcRPrctNW3dg7sIl6N57AHz8Q/Dvhs3QqJmf4KlCbNm+C3fy8tmzBlwHjOqAT4D+XvHw8geBtEFTX0R27ILR4yYhY9NWxHbrhS3bd8vhNnd6HtwCnqaeeWq1X3C34B4OZh7B8vQ1ePeuxOnic4KsgNwVOHz0ODI2bcMfFy+j+M3br7LL3favJFHXgVnz0kAvhtixAqyAfRXYdzATN2/fsW+kConNLVqeCikLziYrwAooSAGGp4IKi7PKCrAC8lGA4SmfsuCcsAKsgIIUYHgqqLA4q6wAKyAfBRie8ikLzgkrwAooSAGGp4IKi7PKCrAC8lGA4SmfsuCcsAKsgIIU+P+TikjZejxg7wAAAABJRU5ErkJggg==)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
SSMA |
Connector 2 Gender |
Male |
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℃ |