obsidian-notes/射频/时钟参考/CVHD-950/defnote.qrich.html
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title: defnote.qrich
updated: 2022-01-08 13:17:42Z
created: 2022-01-08 13:17:42Z
---
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<p style="margin:0px;"><span style="font-family:'TimesNewRomanPSMT'; font-size:24pt;">CVHD-950 VCXO</span> 202106更低相噪型号<span style="font-family:'TimesNewRomanPSMT'; font-size:24pt;">CVSS-945 VCXO</span> ,-145/-168</p>
<p style="margin:0px;"><span style="font-family:'TimesNewRomanPSMT'; font-size:24pt;">Ultra-Low Phase Noise</span> </p>
<p style="margin:0px;"><span style="font-family:'TimesNewRomanPSMT'; font-size:24pt;">Oscillators</span></p>
<p style="margin:0px;">9×14 mm SMD, <span style="font-family:'ArialMT'; font-size:14pt; font-weight:600;">3.3V, CMOS</span></p>
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" 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ZqYmODx48cy6RUnEFSFiooKLC0tuXYYGRkhOzsbhYWFvHxRUVE4fvw4gPLB2Y8//lip8hURExODzz77DB4eHnUy8eJNITMb53VIT09HTk4OAKBfv34QiUR4+PAhEhISAJTP2JBIJOjVqxdEIhGCgoIwbNgwrFu3jjOOUvr27QugfLaGhoYGjIyMsGLFCnTr1g0LFizgPXSqw9HREZMmTZK7bujQoQCAQ4cOYffu3dwXetKTNmLECLl1Kbsf/fr1A1A+PzktLQ1GRka4cOECOnTogBEjRqCoqEjp/VCEubk5BgwYAABYuXIlAGDcuHFy827duhX//fcfACA4OJi7Mfr06SM3v7Tc7Oxs/O9//0NZWRliY2MxZcoUjBs3DleuXFHqvCvi2rVrmDNnDhYvXlzDva45+vr66NWrF3bv3o2ysjIufefOnTA1NeXmItcUX19fbNu2DVu3boWTk1NdNfed0rx5c943Ha1atYJIJELLli1lZsQ9e/YM//33Hzp37gwAOHnyJL799luuIwGUdwT37t2Lvn37ynxtK2XAgAE4deoUd00CQHR0NJKTk5Vqc0JCAs6dO4du3boBAFxcXAAAe/fu5fIQEaZNm4a1a9fixYsXuHz5Mtzc3JQqXx6pqalwd3eHlZUVdu7cWSO79C7gzcZRhLwvaKWvxfh/N05ZWRm1bduWAJCBgQG5ubmRSCTi3BzSAd+ff/6Z265bt27Uq1cvzvWwdu1aIip/tTYyMiIAZGhoyM1oAeTPo5VS2Y0jJTMzk3MzoIIbp7S0lPPbA+D8zED5F3nSQVV5bhxl9kMikVDPnj0JKP9uwdbWltTU1AhQfraGMvPsw8LCePvw4sUL3nqpG0c6AG9gYMDlr/gaK282zvjx4+Uenx49elBRUZHS5/1Nz8apiDw3DlH54LhAIKBPP/2U/vrrL5o6dSoBoKCgIC5PTdw4Undfly5daOnSpbRw4ULe8vDhwzrdr3eN9Dr75JNPKDw8nEJCQqh9+/ZkbGzM7eujR4/IyMiI2rdvTzt27KBdu3aRg4MD6erqKjymROUTI8zMzKhNmzYUEhJCgYGBZGpqStra2jJuHCsrK/L09CRPT08aOXIk9evXj9TV1UlbW5suXbrElTlw4EDS1tamFStW0N9//02enp6krq5OFy9epN27d1O7du1k2lETN0737t0JAM2aNYsWLVrEO/dbtmyp7WGuU6THTE0sFsPU1LTaJ0K3bt1gYGDAmzusp6cHsVgMAFBTU4OKigoOHTqE7777DtHR0UhKSsKSJUvQsmVL+Pv7c70/b29vtGzZEhs2bOBeoZ2cnDBt2jSMHDkSAGBpaYmoqCgsXrwY586dQ1paGnr37o25c+di8ODBCttpaGgIsVgs03swMDDAhg0b4O/vz7UdKH8FPXLkCDZs2IDt27fj/v37MDAwwJAhQ7Bo0SLulVNVVZXbV+mXq8rsh0AgQEREBJYtW4bw8HAkJyfD2toaY8aMwXfffVftcQeAdu3aQSwWy7w+V2TIkCEQiUTIzc3FoEGDFL4q+/j44MmTJ9i5cyd0dXXh5eXF+9q0TZs2EIvFvNg1QUFB6Ny5M7Zs2YLk5GSYmprC3d0dCxcu5OY2K3PejYyMZM6NiYkJxGJxnX8N3KJFC3z00Ucy6S4uLjh48CB8fHzw9ddfo2nTptiyZQvvTcjc3BxisVhh/KMOHTpwMXeKioq46+LEiRMyeevqi9H3hc8++wxHjx7FihUr8NVXX0EoFMLFxQXLli3j3HZNmzbF5cuX8eOPP2LRokXIz89Hz549sWXLFnTs2FFh2cbGxrh48SK8vb3h7e0NPT09LFu2DFevXoWVlRWA8vtJeryfPn0KoNx9o6urC29vb0yYMIHnRvvrr7/w008/4Y8//kB2djZsbGzw77//okePHggJCcGgQYNk2uHk5KSwnUKhEGKxGE2bNgUAmJqaQiwWc2/LFVH224K3BYt6+YFw5coVODg4AAD+/vtvfPrpp7z1LVq0wMOHD/Hbb79h6tSp76KJDAbjHVBSUoL+/fvjzQZ5Ybxxdu/ejZMnT+Kff/4BADRr1kxub4XBYDRM1NXVcfr0aWbs6zuPHz/mZj40adIEe/bseeOB2hgMRv2DuXHqOTk5OYiPj4eGhgasra2hqakpN19+fj6ICBoaGlBXV3/LrWQwGO8aZuwZDAajAfB+TwplMBgMRp3AjD2DwWA0AFR9fHx8/vvvPyQmJiqMv52bm4vIyEicPn0a165dw7Nnz6CrqwuRSKRUJYmJicjLy5M7l1oikeD27dt4+PBhlSpQ0i8ydXR0oKWlJVN+cnIyioqKFIY2ePr0Ke7du4fi4mKuHQ8fPkRKSgoXEqAy8fHxyM3NVThnvTKnT59GTk7Oe63R21AoLS3F+fPnFV7TGRkZuHHjBsrKyhTO8c/Pz8eNGzfw4sULmWukqKgIt27dgpqamlwt48zMTNy5cwf6+vof9BhJVfd2SUkJd2/q6enx9KArUtW9rSyPHj3C06dPYWxsDAC4e/cuUlJS8OzZM24pKCiAnp5erb9yLSgowObNm9GpUyekpqbWqe14K+Tk5FCzZs3oypUrMl9epaam0tixY0lTU5PU1dWpdevW1KlTJzIwMCCBQEADBgyo8os4aRkmJiZc+NiKxMbGchEb8f9fUf7zzz+8PNnZ2bygTOrq6jJx4J2dnbkvXhUxYMAAAkCjR4/m0jw9Pav8crN58+ZciGNliIyMpFatWtVYAYpR97yOBi0R0e7du3lfGXfq1IkXWC4hIYGAV+GbK7N161YCIPe++lCo6t7es2cP74t1dXV1mj9/Pi9aqjL3trKMHj2aF6xPGuCv8mJoaCgTDFBZDh8+TJaWlkRU97bjbSBYuHAhHB0dYW9vz3sIXL58Gba2trhx4wa2bduGvLw8JCYm4saNG8jMzERkZCQ0NTXRrVs3/P3333IfJAkJCXBxceGUbCpSVFQEDw8PNG7cGI8ePcLz58/h6uqKzz77DA8fPuTyTZw4ETExMbh48SJyc3OxfPlyLFmyBGFhYbzyNDQ0kJiYKDfYWVpaGk6ePPnGA3I5OzvD2toaPj4+b7QehmKoDjRob9y4gdGjR+PLL79EdnY24uLiIJFIMHToUF5MnYZMVff29evXMXr0aAwePBjp6enIz8/HL7/8ghUrVuB///sfl0/Ze7u2tGvXjtOpPX/+PA4ePAhnZ2dMnz4dx44dq3F5R44cee2gae8UDQ0NLla1lEePHpGhoSFNnjyZFwtaXo911apVpKOjQwkJCbz05cuXk7a2NveErfz037ZtGwGg27dvc2n5+flkYGBAP/zwAxG9ikMRGBjI29bNzY0cHR25387OzuTo6EhNmjThKc5I2bBhA1lZWZG5ufkb7dkTER09epS0tLQoIyOjRtsxXp+60qD96quvyNLSkqe1Wzk8ckPu2Vd3b8+ePZv09fVl4siLxWKysbEhIuXv7aooKCjghE7k9ezt7e1ltsnPzyehUEgTJ06UW6Y0xpc8rKysaO/evURUT3v2hoaG6NWrF+8BMG3aNNjb22Pjxo1QV1dHWFgYWrduDR0dHVhZWSE6Ohp9+/bFkiVLMHfuXLi6uuKnn37ilbFp0yb4+PggMjJS7kPmzJkzsLS05GJeAICWlhacnJzw77//AgC3rTRypJR+/frh8uXLyM/P59LU1NQwfPhwub2CXbt2YdSoUa/Vsw8PD1eoNfn5559z+VxdXSEUChEYGFjruhi1o640aM+ePQsXFxdeDJ/u3btDJBLh1KlTtWpbr169FF4/165dq1WZ74rq7u3x48dj3759MmMVmpqaKC4uBlCze7syDx48gKurK7S0tKCjo4Nx48bJhDFWhKqqKgQCAW9sr7S0FIsWLYKRkREMDAygo6ODb7/9lheR9sGDB0hMTOSi8dYEZW3Hm+Tp06dQ8/Dw4A1Y3LlzB//88w/u3bsHFRUVbNmyBePHj8eiRYvg5eWF48ePw8PDA2lpaVyQp1mzZmHgwIEICQnhBlgTEhI4AWJ5PHjwAC1atJBJb9asGS5dusTlkaZVzkNEePDgAS9gkZeXFzZu3IjY2Fgu3GpqaioiIyMRFBSEoKAgmfqKi4sViphXvOAcHR0REhLC/RYIBNi+fTu2b9/Oi0mvpqYGNzc3hIeHy4Q7ZrxZJk+ejJkzZwIoD41dGen1VPm6k15f9+7dAwAkJSXJ3ITSWOnSPFJu3Lgh9/qpHBhr5cqVyMvL437n5eXhq6++QuvWrbk4+/WF6u5ta2trGQH5uLg4nDx5EtOnTwdQ83tbSkFBAVxdXaGpqYkTJ07A0NAQvr6+OHDggEz+goIC3Lp1C0D5RJAXL17A398fQqGQFx/q+++/R0BAAFasWAF3d3fcuHEDX331FVRUVLBhwwYA5XHve/TowXtI1LXteJP8/vvvULOzs+MlhoWFwcXFBS1btsTz588xY8YMTJw4keu5W1tb48SJEzh48CAcHR0BAF26dEFxcTGSk5O5iHNVXQxA+Zef8gRIdHR0kJubC6A8hrqmpqbMDB1pNEJpPim9evWCmZkZQkNDOWMfGhoKW1tbtGvXTm47Xr58qVQsGemTWMqRI0fw559/wtfXV8Yw2NnZITQ0FAUFBbWeXcCoOcpccwBkollWvJ7y8/MhkUjkzjSreG1KCQwMVOotruLbc3FxMQYMGACRSISDBw/Knc3zPlPdca5MWloahg0bBgsLCyxatAhAze9tKWFhYUhKSsKVK1e4ccY9e/bI7TjGxcWhU6dOMum+vr5c1Mrs7Gxs3LgRM2fOxOzZswGURzVNSUnhvbkcOXIEAwcO5JXzJmzHm+LAgQNQkyopSYmKiuIuzB07diA3NxcLFy7k5WnXrh1OnTrFPUmrEqdQhEAgAMn5eLesrIybolVVHgAyU7kEAgFGjBiB0NBQLFu2DEC5MMWoUaMUtsPAwADXr1+Xu87Z2Vlu+n///YcRI0bAy8tLruiGpaUlysrK8OzZM7kXIePdIH2DrXxNVbyeFOWR5qt8zfn6+mLs2LEyeffu3csb9K3I+PHjER0djcjISJibm9d8R94CFy9e5ClEGRoayg0ZXR1JSUlwc3NDTk4Ozpw5g0aNGgGo+b1dsV2Ghoa8CSVCoRD9+/eXeZuysrLC5s2buXJzcnJw8uRJ+Pj4ICUlBZs2bcLVq1dRWloKd3d33rbff/89vv/+ewDlU0hPnTqFH3/8kZfnTdiON0F2djZiY2OhVrnn+fjxY+7V4tKlS2jatKnMXOWUlBTY29tzPs0LFy5AV1eXe1oqg6GhIbKysuQ2TDpnt1GjRiguLkZhYSGvN5GdnQ0Acuf2enl5Yf369YiNjYWOjg6uXLki95VeiqqqqsK52PLm/CcnJ8PDwwO2trbchVQZaU/t5cuXCutlvH2kc56l14+UiteTUCiEUChUeG1WdhUYGRnJvX6k870rs2jRIuzcuRP79+9H5bfq9wlfX18cPXqU++3o6IioqKgalXHp0iUMGjQIjRo1wsWLF3kdn9rc2wCQlZXFPTAqIu/bFl1dXRmj6+HhgaKiImzYsAGLFi1CZmYmAFQpc3r+/HloamrKzFh8E7bjTSCVehRUvqhVVVU532JBQYHMgc3NzUVERATnwikrK8OqVavg5eVVo2iL1tbWuHv3rszT/c6dO5wWqNTvd/fuXV6e27dvQ0dHR26vuUePHmjatCn27NmDPXv2wNnZWcYvWFtycnLg7u4OoVCI8PBwhUHHpBdQ48aN66ReRt2grAZthw4dZPIUFhYiOTmZcw/Whi1btmDZsmX45Zdf3pqvtrbI06CtCcePH4eLiws6dOggY+iB2t3bQLlRf/LkiYzdUFanFgBnoJ88ecIZeakQipSkpCTs27cPBQUFiIiIQP/+/V9LclBZ2/EmkHY6BRV1IoFylRnpIJS9vT0SEhK4JwMRYcaMGcjOzoaDgwPKysowY8YMJCYmwtfXt0YNGDRoEF68eMEJ/wLlBzgqKop7perTpw+EQiHvQispKcG+ffvg5uYm9+CrqKhgxIgRCAsLw55vN+JrAAAgAElEQVQ9e+rMJ1ZaWorhw4cjJSUFhw4dUthzA8oHhTU0NJixf89QVoPWw8MDx48fR3p6Opdn3759KCkpqfU86+PHj2PixImYPHky5x54n5GnQassCQkJ+OSTT9CnTx8cP35cbk+8Nvc2ALi5uSE/P5/3bU9eXh6OHDmiVNvy8vKwc+dOaGlpoUOHDujWrRu0tbURGhrKy+fv748JEyZATU0NERERMv76mlAT2/EmkNohtYsXL/JWuLm5YcmSJfj111/xzTffwN/fH66urvjiiy8QERHB3SRr1qyBn58fkpOTceTIEZiZmdWoAa6urnB1dcXIkSPh5+cHPT09Tspu/PjxAACRSIQFCxZg8eLFKCsrg6OjIwICApCUlITdu3crLNvLywtr1qzhfPh1wcKFC3HixAkMHToUoaGhKCkp4dYJBALe1NMLFy7A1dVVobAy492xdOlS9O3bF8OHD8eYMWNw8uRJ/PHHHwgKCuKmCs6cOROBgYHo06cPFi5ciCdPnmDhwoUYNWoU1/uvCc+ePcPw4cOhq6sLS0tLLFq0iNcz7d+/Pye19yEwZ84cFBQUoKysTGY8Q19fH4GBgbW+twcOHIgBAwZgzJgxePDgASwsLLB27Vq5EoD37t3jZgwSEQoLC3Hu3DlkZmbC398furq6AMqlOr29vaGuro6PP/4YV69exbp167Bq1SpkZGQgNjYWAwYMqPXxqInteBOYmZlBIBBA7fTp0ygpKeEu9BEjRuCHH37A2rVrMWfOHFy4cAFLly7F6dOnMXHiRHh5eeH7779HfHw8evfujdmzZ0NPTw+bNm2Co6MjT7tUilgslutK+fvvvzFv3jz4+fkBAD766COsWrWKNzvhxx9/hLa2NoKCgrB582bY2NjgxIkTvNfpyr5PBwcHDB06FObm5rzYFT179uRNCevYsWOVOpE9evTgzS4Si8V48eIF9x2AlIpGvbCwEJGRkfjll18Ulst487yOBq2xsTHOnTuHOXPmYPr06TAwMMCMGTN4X0Zra2tDLBaj8gQHKVJtUl1dXRQUFKBr164A5OvU1replxVRdG+LxWIUFhbKuEek8+wB5e5teezfvx+LFy+Gv78/iouL4eXlhS+//BJXrlzh8nTt2hVCoZBXv5aWFkaPHo3PP/8cTk5OXPrcuXPRuHFj+Pv7IywsDM2bN8emTZswfvx47Nq1Cw4ODjI63W/CdrwphEIhnJ2doaKnp0dbt27F0KFDuZV//vknxowZg99//x2TJ0+u8mOk9PR0eHl54d69e4iOjn7rryjvG3/++SdmzZqFhw8f1rspdQwG48NkzZo1UPX29vYJDQ3l9Ww6d+4MS0tLzJo1CwcOHIBEIkGjRo0gEomgqqqK/Px8xMXFYcOGDRgzZgy0tLQQERFRY1fOh8ikSZMwceJEuLi4vOumMBgMBoDySQcqhYWF1LVrV6xevVpm8On+/ftYv349wsLCuEFaoVDIfZrcpUsXTJkyBePGjfugw7gqy99//42lS5fi8uXLTAeWwWC8V6gQESUnJ+Ply5cynzhX5PHjx3jy5Alyc3NhYGCAZs2avV+xmt8Dbty4gUaNGin04zIYDMa7gmnQMhgMRgOAyRIyGAxGA4AZewaDwWgAMGPP+CApLS3FuXPnZNLj4uKQmpqqcLuMjAzExMQojI+enJyMGzdu1Fk76ztSjdnquHXrFhdGRAoRoaioSGapOBdfWR49eoTbt29zv+/evYuYmBje8uDBA0gkkhqXLaWgoACBgYEoLCzEw4cPcfPmTYV54+PjuTDO7w1vXS6FwXgLKNKgtbCwoKlTpyrcLiAggAAo1FYeO3Ys6ejo1Fk76zNVadBWJCwsjADQjh07eOlnz56VqxMrT2GqOpgGbfWw+YGMDwoigo+PD5YuXfpWg001NBISEjBkyBC5GrQVefz4MSZNmiR33fXr16GmpoagoCDeh5tVRaCsCe3ateNEQyQSCTIzMxEQEIDp06fDysqqxiEQ6rsGLTP2jA+G+Ph4TJgwAdHR0bCzs0NcXNy7btIHiZ+fH5YvX15tnCAiwtixY2FjY4OzZ8/KrL927RpsbGx4H3TWhMLCQhCRQoEgkUjEReeV4urqikaNGmHv3r1yjX12djb09PTkRg04evQoF9qlPsJ89owPhuo0aOWxfft2mJqawt/fv1Z1fkjasspSnQatlPXr1yMuLg6//fab3PXXr1+Hvb09JBIJ7t+/L+PTVwTToK0drGfP+GCoToO2Mjt37sS4ceOwZMkSThtVypkzZ5CUlCSzTeXByA9JW1ZZqtOgBYCbN29i3rx5OHDggNwQxyUlJbh16xaEQiGMjY2RlZUFFRUVDBs2DMHBwTxjXBGmQfsavOMxAwbjjeDj41PlAO3u3btJIBCQn58fb710gLaqRdEAbVFREYnFYjI3N6fU1NQ3sl/vGwBkBmiLiorIxsaGpk2bRkREKSkpMgO0MTExBIA6d+5Mp06dotjYWFqxYgWpq6vTgAEDFNYXEhJCAOjKlStcWkFBAZmYmCg1QAuAfH19SSKREBFRVlYWqamp0ezZs3n1rF69moYOHcr9HjJkCC1dupT77enpWe11omiA9vDhwyQQCMjX11fhfr4JWM+e0eA4deoUAgIC0LZtW8ybN09unqNHj8oVqZ89ezYiIiLkblMftGWV5XU0aBcsWIDi4mKsWrVKYZ62bdsiOjoabdq04XrLNjY2ePnyJfz8/BAbGys31DHToK09zNgzGhzx8fEYO3YsQkJC4O/vjxkzZsjksbCwkKsvKhKJ5JZZX7RllaW2GrQxMTFYvXo1Ro0axblApL74gwcPIi0tDbNmzYKWlha6desms72bmxv8/Pxw584ducaeadDWHmbsGQ2OMWPGYOvWrZBIJJg3bx7c3d3Rpk2bWpcn1ZZdvXr1e68tqyyBgYHIzc3lfiua8VKZzMxMWFhY4MyZMzhz5gyA8gFQAIiIiMDly5cxa9YsREdH48SJE/j+++95U2SldSoKl15Rg7bijJm60KCtKLyUlJSEq1evwt3dvd5r0Ephs3EYDQ6pHN3atWshEokwbtw4niZtTahv2rLKUlsNWhcXF6SkpPCWq1evAgB+++03Tt86OTkZCxYsQHh4OG/7bdu2wdjYmNMDrgzToK09rGfPaLAYGRnB398fXl5eWLduHb777rsabd/QtGXrkiFDhsDJyQmTJk3C48eP0bJlS4SGhmLPnj0ICQmBjo6O3O2YBm3tYcae8UGiSIO2Z8+esLKy4n57enri7NmzOHbsGMaPHw9zc3OIxWKFxqZDhw7o3bs3AHzQ2rLKokiDtiKampoQi8U8v7q0x7xs2TIEBwfj6dOnaN++PcLDw6t1hTEN2trB4tkzGAxGA4D57BkMBqMBwIw9g8FgNACYsWcwGIwGADP2DAaD0QBgxp7BYDAaAMzYMxgMRgOAGXvGB4kiDVopGRkZuHTpEh49eiSzrrKeqTxu3bolNwQyUB44KyYmBmlpaTVqc32kOg3a+/fv49KlS8jIyFCY59GjR4iOjkZWVlat28E0aJXgrcbYZDDeEoo0aImI5s6dS6qqqlwo2k8//ZTy8vK49ZX1TOVhYmJCw4cPl7suKSmJANAvv/xS+x2oB1SlQZucnEzOzs7cMRYIBPTdd9/J5OnVqxcvz6xZs6isrKzGbWEatNXDevaMDwoiwpIlS7B06VK56wMCArBmzRps3rwZBQUFOHToEE6ePIk5c+a85ZbWbxISEuDi4iJXg7a0tBSDBg3C8+fPcePGDRQVFeH333/Hr7/+yov2OG7cODx48ADXrl1DcXExNm3ahLVr1+L333+vkza2a9cOUVFRiIqKwvnz53Hw4EE4Oztj+vTpOHbsWI3Lq+8atMzYMz4Y4uPj4ezsDD8/P4VhhletWoURI0ZgzJgxEAqFcHd3x8KFC/HHH38gJyfnLbe4fuLn5wd7e3u5oYYB4MCBA4iJiUFoaCg6deoEDQ0NfPPNN/Dy8sKdO3cAlLtETp06hWnTpsHOzg7q6uqYMGECHB0dsX//fqXaUVhYWGXIAqkGraOjI5ycnODh4YHQ0FAIhULs3btX7jbZ2dm8+EYVOXr0KDP2DMb7QHUatKmpqXjw4AH69+/PS+/bty+Ki4tx4cIFueXGxsaidevW+PLLL7lwvTXB29tboQapIn3W95nqNGgPHTqEjh07ykSu3LVrF1auXAkAUFdXh6amJs/fL5FIkJ6eXq3kIdOgrR0sEBrjg6E6DVrpgFmLFi146dJAXtLwuxW5efMmXF1d4eDggKCgIJ4oxZMnT+RqkFZ2bYwbN45nJFRVVTF79mw8fPgQ/fr1U3Lv3h+q06CNi4tD+/btERoaCl9fX9y9exdt27bFsmXLMHToUADlgdBWrFgBb29v6OnpoUuXLti9ezeeP3+OXbt2KSybadC+Bu960IDBeBPI06A9dOgQAaCoqCheem5uLk9LVTrYd+vWLWrcuDENHjyYioqKeNuYmJhUq0GqaIB2/vz5pKqqSidOnKjDPX43VDxuUqysrKh58+bUpEkTWr16NW3fvp1cXFwIAP3zzz9cvoSEBG4gVVtbmwDQpEmTeIPllWEatLWH9ewZDQap0hBV8slKhUs0NDS4tOfPn6NPnz7IyMjAhg0beOukfPzxxwgICJBJT0lJQa9eveS2ISgoCCtWrMCmTZtq5RJ4W7yOBq1EIsHDhw9x5coVTsrPy8sLNjY28PHxwaBBg/DkyRP06NEDXbt2xZMnT2BqaooLFy5g2LBhSE5OxuHDhxW2i2nQ1g5m7BkNBkNDQwDlg3AVkf7W19fn0tLS0vDpp5/i9OnTmDZtmtxBQx0dHYUapPI4evQovv32W8yePRsTJ06szS68NWqrQQuUH8fmzZvzDLKamhoGDhyI9evXAwB27NiBrKwshISEcLHinZycsHTpUkyaNAnx8fHo0KGDTNlMg7b2sAFaRoNBKiYinREiRfrbxsaGS2vRogX27duH1atXIzw8HDt37nytumNiYvDZZ5/Bw8MDq1ateq2y3gaBgYG4efMmt9Rk/zt06MBTY5IikUigra0NoFzzVUNDA5aWlrw8bdu2BVA+mC6Pihq0FakLDdqKJCUlYd++fSgoKGAatAxGfUNfXx+9evXC7t27eZqzO3fuhKmpKW/2iI6ODgQCAcaPH4++ffti2rRpMgZBWVJTU+Hu7g4rKyvs3LnztYzG26K2GrQA8Mknn+Dx48c4ffo0l1ZSUoLDhw/DxcUFAGBra4vi4mKcPHmSt+2RI0cgEAhkBlulMA3a2sPcOIwGxdKlS9G3b18MHz4cY8aMwcmTJ/HHH38gKCgI6urqcrcJCgpCx44dMWnSJBw4cKDGdQ4bNgyPHz/GyJEj8fPPP/MeNG3atMG4ceNquzvvJcOHD0efPn0wbNgw+Pr6omnTpvjtt9+QnJzMzZKS6v6OHDkSixcvRps2bXD8+HH4+/tjzpw5MDMzk1s206CtPczYMz5IFGnQuri44ODBg/Dx8cHXX3+Npk2bYsuWLTyDa21tzTP8LVu2xPr167Fjxw5ER0fDwcEBTk5OCnufUs3Rpk2bAgBMTU0hFotlBhABVPlRUH1AngatQCDAwYMHsXTpUqxbtw7Z2dno2rUrIiMj0blzZwDlg+H//vsvlixZgvXr1+PFixdo0aIFNm7ciEmTJlVZJ9OgrR1Mg5bBYDAaAO+/85DBYDAYrw0z9gwGg9EAYMaewWAwGgDM2DMYDEYDgBl7BoPBaAAwY89gMBgNADbPnvFBUlpaiosXL6J3795y12dkZCAxMRFmZmYy88Sl5OfnIyEhAZqamjJz6l+8eIHk5GR06tRJ4Vzphw8f4uXLl+jUqZPc9fHx8RAKhdx87PpIYmIiNDU1uW8KgHJRkaq0XnV0dACUf+hUXFwss15FRUVu4LmqePToEQoKCtCuXTsA5Rq0FcMMA4Cenh6aNWtW67ntBQUF2LZtG8aOHYtnz57Vv3P7VmNsMhhvidfRoCUi2r17NxkYGHB5OnXqRHfu3OHWBwcHEwBKT09X2Ib6qFNaExRp0Hp4eFQZ+re0tJSIiM6ePSt3vb29fY3bwjRoq4f17BkfFEQEHx8fLF26VG6wqYoatCNHjsSpU6fg5eWFOXPmcEIVN27cwOjRozFlyhQsW7YMqampGD58OIYOHYrY2Nh6EdvmTZOQkIAhQ4bI1aD97rvvMGLECF5aeno6vL29MWTIEK5nff36daipqSEoKAgqKipc3qoiUNaEdu3acaIhEokEmZmZCAgIwPTp02FlZVXjEAj1XYOW9ewZHwxxcXHUs2dPUlNTIzs7O7k9+5YtW5KXlxcvbeXKlaShoUHZ2dlERPTVV1+RpaUl1wMlIoqKiiIAFBERQUQNu2e/fPly0tbW5nrPlXv2lSkrKyM3Nzdq3bo15eTkcOnjxo0jOzu7WrejoKCA8vPziUh+z17eG0J+fj4JhUKaOHGi3DKzsrKorKxM7jorKyvau3cvEdXPc8u6KIwPhrrSoD179ixcXFx4vt3u3btDJBLh1KlTcuvOzs7GRx99hO7du8vt7VbH+6JTqgzVadBWJiQkBEePHkVAQAAXfAwo79nb29tDIpHg/v37XGz56mAatLWDuXEYHwx1pUGblJQkcxOqqKjA0tJSrk5tTk4OBgwYgOfPn+Pff//lCWnUO51SJahOg7YieXl58Pb2xrBhw3h6uyUlJbh16xaEQiGMjY2RlZUFFRUVDBs2DMHBwTxjXBGmQVt7mLFnfDBUZ4BycnIAvJoNIkX6Ozc3F/n5+ZBIJBCJRDLb6+joIDc3V6bMUaNGISMjA2fPnuXNSgGAly9fYtCgQdW2XdrTk3LkyBH8+eef8PX1fe969soaegAIDg5GWloaFi1axEuPj49HSUkJ8vPz8ddff8HY2BiHDh3C4sWL4enpyVPJqkhYWBiSkpJ4kod79uyReYAD5cLn8mbLSMMuA+VvZBs3bsTMmTMxe/ZsAOXiKykpKbw3lyNHjsjEtK9v55YZe0aDQRkNWkV5pPkqTwn85JNPcOPGDezatUvG0AP1T6dUyuto0FZk7dq16NevH08YBihXpIqOjkabNm243rKNjQ1evnwJPz8/xMbGcuGQK7eLadDWDmbsGQ0GZTRohUIhhEIhsrKyZLbPzs6WcRVIJBI4ODjA29sb7u7u0NPT462vbzqlUl5Hg1ZKdHQ0kpKS4OvrK7NOS0sL3bp1k0l3c3ODn58f7ty5I9fYMw3a2sMGaBkNBmU1aDt06CCTp7CwEMnJyTIG6NChQwgJCcGzZ884N0BteR90SqW8jgatlPDwcKiqquLTTz+VWRcdHY0VK1bwBkEBcG4yRUpVTIO29jBjz2gwKKtB6+HhgePHjyM9PZ3Ls2/fPpSUlMjMs9bV1UWHDh2waNEiBAcHK/Q1V8f7olMq5XU0aKVcuHABdnZ2Mm87QHkvd8GCBQgPD+elb9u2DcbGxjJuHylMg7b2MDcOo0GhjAbtzJkzERgYiD59+mDhwoV48uQJFi5ciFGjRnG9/8r88MMPCA0Nxddff41bt27JNXBV8b7olNYlsbGxCmebDBkyBE5OTpg0aRIeP36Mli1bIjQ0FHv27EFISIjMILoUpkFbe5ixZ3yQvI4GrbGxMc6dO4c5c+Zg+vTpMDAwwIwZM+Dj48PlMTMzg1gs5h4Q6urq2Lx5M+bMmYM9e/Zg4sSJ9VKntKbI06AFygdEO3XqhF69esndTtpjXrZsGYKDg/H06VO0b98e4eHh1U5HZBq0tYNp0DIYDEYDgPnsGQwGowHAjD2DwWA0AJixZzAYjAYAM/YMBoPRAGDGnsFgMBoAzNgzGAxGA4DNs2d8kCjSoE1MTEReXh4MDAwUxjV5+vQpnj17BkNDQ24OeUPQk60NTIO2Hl0P71A4hcF4YyjSoHV2diYA1KZNG4XbDhgwgADQ6NGjubT6qEz0pmEatPXremA9e8YHBVWjQQuUhzJOTExETEwMbG1teevS0tJw8uRJniYqQxamQVv/YMae8cEQHx+PCRMmIDo6GnZ2doiLi5Obz87ODg8ePEBoaKiMsd+7dy9at24tI1LCeIWfnx+WL1+uME5QZek+IsLAgQPRsmVLbNu2jUu/du0abGxseKEqakJhYSGICFpaWnLXi0QiODo68tJcXV3RqFEj7N27V66xz87Ohp6entyH/dGjR+Hn51ertr4PsAFaxgdDdRq0UtTU1DB8+HCEhYXJrNu1axdGjRr1Wj3790Vz9E3BNGhrxvtyPbCePeODoToN2op4eXlh48aNPEWk1NRUREZGIigoCEFBQTLb1DfN0TcF06Atp75dD8zYMz4YaqKN2qtXL5iZmSE0NJQz9lK3jnRGR2Xqm+bom4Jp0JZT364HZuwZDRKBQIARI0YgNDQUy5YtA1AuYjJq1CiF29Q3zdHXgWnQMg1aBuODwcvLC+vXr0dsbCx0dHRw5cqVKt0/9U1z9HVgGrSv+FA0aJmxZzRYevTogaZNm2LPnj3Q0dGBs7OzXCGO2vA+aI6+DoGBgbwZSYpmvFRFdRq0J06cwPfff887NjXRoK04iF4XGrQVZ2YlJSXh6tWrcHd3Zxq0DEZ9R0VFBSNGjEBYWBj27NlTZ/7T90Vz9HVgGrRMg5bB+KDw8vLCmjVrOB9+XfC+aI6+a5gGbTnvy/XAjD3jg0SRBq2dnR3vt4ODA4YOHQpzc3M0adKES+/Zsyesra253/VRc/RtwDRo5fM+Xg9Mg5bBYDAaAMxnz2AwGA0AZuwZDAajAcCMPYPBYDQAmLFnMBiMGvDvv//iwoUL77oZNYYZewaDwagBf/75J548efKum1Fj2NRLBoPBkMPz58/x5ZdfIisrC0SEdevWgYhw+PBhXLp0Cc2bN5cb8uF9hevZP3r0CDExMYiJiXntQu/cuYOYmBi5KjYMBuPDo6ioCLGxsYiJialSf/Z9pbS0FOfOneOl7dixAw4ODrh06RJWrlyJK1euwMnJCe7u7vDx8alXhh74f2NPRHB1dUWXLl3QpUsXXLx48bUKHTVqFLp06YLg4OA6aSSDwXh/+euvv2BpaQlbW1t06dIFzZs3x/Hjx991s2rETz/9hP79+/PS+vbti+DgYHh4eCAhIaHWilrvCwIAOHPmDO7du8clBgQEvFah+vr6MDIyqlXwJAaD8f4jFeeIi4vD559/Dg8PD2RlZSEjIwOOjo745JNP8Pjx43fcyuohIixZsgRLly6VWWdra4u7d+/im2++wfnz518rPs57ARHRqFGjCADp6ekRABIKhZSZmalQpTw/P59yc3NfS+n85cuXlJ+f/0brYDAYdUdpaSnt37+f+vbtS1OnTiUiouXLl5O2tjYVFBRw+e7cuUMA6I8//pBbTmZmJkkkkirrys3NpcLCwirzlJSUUFZWFi9NIpFQdna2MrtDcXFx1LNnT1JTUyM7OzvS1NTkrV+0aBF5e3sTEVF8fDxZWFgQEdHkyZNp3bp1VFRUpFQ9itqekZFR5XGQSCSUkZFRrR3Mzc2t9ngSEQkyMzO5GN7r16+HlpYWCgsLsX37dpkHw9OnTzFo0CDo6OhAJBKhf//+2L17N0xNTeHg4MDlc3Nzg6mpKdauXQugPLynVK0lKioKTk5O0NXVhY6ODoYMGYLs7Owa17Fv3z6Ympry4pcwGIy6JyMjAz///DNatWqFTz/9FGpqapzIy4IFC5Cens5Tr0pNTQVQLngCAImJiTA1NUVISAjatWsHQ0ND6OjoYMaMGbygYDY2NlixYgXc3NwgEomgpaWFgQMH8ma+TJ48GZMmTcL8+fOhp6cHAwMDtGvXDrdu3UJwcDAaN24MfX19tGjRolqN3Oo0i729vfHs2TM4Ojpi9uzZOHDgAADg888/x549e3D69Gku74sXL2BhYYH//e9/vDIkEgmsra2xfPlyAEBmZia+/PJLiEQiGBkZwdjYGL6+vigrK+O2SU9Px+jRo6GnpwcjIyOIRCJ07NiRF1dny5YtsLGxwZo1a6Cnp4dGjRrh4cOHVe4v/P39CQAZGBhQUVERjR49mgCQtbU176lQWlpKnTt35nr+H3/8MTVr1oy0tbUJADVv3pzLa29vTwBo2bJlRESUlZVFAAgA6evrk729PfXs2ZNLmzdvXo3r2LFjBwEgIyOjap9oDAaj5ly5coXGjh1LmpqaZGxsTN7e3nTv3j2F+W/fvk2bN28mCwsLcnZ2puLiYiIiSkhI4O7pNWvWUEpKCm3bto2EQiFNmTKF297ExITU1NRo7NixdP/+fTp79iy1aNGCbGxsqLS0lIiIPD09SUtLi3r16kWnTp2if/75hxo1akSWlpbUqVMnOnToEB0+fJiaNm1K7du3r3L/Kr6N+Pj4yPTsa4q7uzu1bduWl3bkyBECQLGxsVRaWkrdu3cnMzMzCgsLo/j4eFq/fj1pamrS3LlzuW369OlD5ubmdOTIEbp37x4dPXqUWrduTc2bN+d68L/99htpaGiQubk5+fn50ezZs6ttH6TG9ZtvviEiomPHjnFG+Pz581zGQ4cOcemnT58mIqK8vDyytraukbEfP348l8/Dw4MAkJOTU43rSExMpODgYNq+fXu1O8lgMGrG33//TQDIxsaGdu7cqZTLwtramlRVVUlNTY3WrVtHZWVlRPTK2E+cOJGXf8GCBaSqqsq5jE1MTKh9+/Y8l8Tx48cJAB08eJCIyo29QCCg58+fc3kmTZpEAOj69etc2i+//EIAqnQVV6QujP3evXsJAF2+fJlL8/T0pK5duxLRq2N67Ngx3na+vr6koaFBmZmZVFBQQF5eXhQWFsbLs379egJAz549I6JyYw+Atm3bpnT7BLGxsQCAsWPHAigfgbawsABQrlYj5dKlSwDKQ8eKxWIAgLa2Nr744ouqXx0qMXz4cO5/qVsmLy+vxmt6t6AAAAa/SURBVHW0bt0aEyZMqHH9DAajeiwsLNCsWTPEx8dj//793L1ZFdeuXUN+fj7WrVuHmTNnwsfHh7d+6NChvN9ubm6QSCS4fPkylzZ48GCeIpSrqytUVVV5LpmWLVuicePG3G9jY2OoqanBxsaGS9PX1wfwaiD5bTB48GA0atQI27ZtA1Duvg4PD8dXX30FoHwiDADcvn0bgYGB3JKRkYHi4mJcuXIFQqEQu3btwtChQ5GQkIDw8HCsXLmSc6tXdHsB5XKRysIdVbFYDKFQCG1tbW4UPTQ0lNNolMZurqw6IxULVpaK+StLc9VVHQwG4/VwcHDA/fv3ERYWhrS0NHz00Ufo1KkTNm7cyJMrrIimpiY0NDQwZcoUDBo0SGZWX0W9AACclmzFMbvKWrICgQD6+vq8PJWFTVRUVKCpqcl7SFSULHxbaGhoYPTo0di9ezdKS0sRFhYGiUTCKaBlZmZCTU0NW7duRVBQELecP38e9vb2XJt37doFS0tLdOjQAV9//TVOnTqlUKbR3NxcqbZdvXr1lbEvLi5GUVERioqKQP8f4r7iQK1UoODBgwcoLCzkClGkrq6IisH6K5+QuqqDwWC8PlL92FOnTuHmzZvo1asX5syZAzMzM04we/fu3fD395fZ1tLSEi9evOClVf7IUjqQW9FgVRQbAcptkHTwU8q7MOTKMn78eKSnp+PkyZPYtWsXBg8ezOncSh9u58+fx5UrV7glOjoaV65cQd++fXHz5k188cUX+Oijj5CSkoK0tDQcO3ZMoVKWssciKCio3NgnJCSgsLCQt0gVZqRPZ3d3dwgEArx8+RJTp07F7du3sXXrVmzduvW1Dk5FalLHtWvXMGfOHCxevLjO6mcwGPLp2LEjAgICkJqaip9++ol747906RLmzJnDGW6g3HUSEREh42LYs2cP73dISAgaNWqE7t27c2l//fUXSktLud/SzmZ9mePepUsX2NraIiQkBGfOnOFcOADQr18/lJaWYseOHbxtfHx8YGBggNTUVMTGxqKsrAwzZszgPeAOHz4MQNaNowz5+fnYuXMn4OzsLNeZv3XrVm6wNDIykoiIZs6cyaVJly5dutRogDYqKorLt3LlSgJAtra2XJqydbDZOAzGuyclJYWMjY3J2tqadu7cSbt27aLu3buTpqYmXbp0iYheDdAKBAKaPHky7du3j77++msCQMHBwVxZJiYmJBAIyNXVlUJDQ8nPz480NTXpiy++4PJ4enry7AUR0cKFC0lHR4eXFhwcTAAoPT1dqf2oiwFaKWvXriUA1KRJEyopKeHSy8rKqH///qShoUHz58+n8PBwmj9/PgkEAm7wOjExkdTV1alPnz504sQJOnLkCA0fPpyMjIwIAF27do2IXg3QVp6D7+fnR0ZGRnT37l0uTWrL1WbOnCn3aTBixAhs27YNEokE0dHRcHZ2xq+//go7Ozv89ddfEAgEGDt2LJ4+fYpvv/2WN8/W3t4eIpEIzZs3B1CuNykdcK3oj2/WrBnEYjHatGnDpSlbh4mJCcRiMTcQw2Aw3j4WFha4dOkS5s+fD29vb+Tn58PJyQlRUVHo0qULL++6detw+PBhTJo0Ca1atcLevXt5EzYAYOLEiVBTU8O0adOgr6+PxYsX44cffuDWd+zYESKRiLdNq1at0Lt3b16amZkZxGIx1NXVldoPRZrFtWH06NGYNWsWRo8eDTW1V7EmVVRUcODAASxfvhx79+5FYGAgmjZtil9++QUzZswAUD7xJDw8HD4+PvD09ESTJk3w+eefY+PGjRg5ciQSExNhZ2cHCwsLiMViGQ1bExMTEBEvPlFQUFD5P8o+reLj42nKlCn0888/0+3bt7n0efPmEQASi8W1eQi+9ToYDMbbRdqz379/f5X5TExMaObMmW+pVW+OixcvEgC6efPmO6nf1taWm86alpZGYrGYxGIxKR3iuEmTJti8eTMKCwsRFBQET09PPH/+HCEhIQCAQYMG1eop+LbrYDAYjDfBnTt3kJ6eju+++w4uLi7o2LHjW29DUFAQxGIxN4PR2Nj41Ze+NXli/PXXX5zvSLqoqqrS119/zfNNvQ5vow4Gg/H2aCg9+7lz5xIAatSoEd26deudtEH6pbE8VIj+f56lkpSWluL27dtIT0+HpqYmOnToUOd+87dRB4PBeDuUlZXh5cuX0NHR4fmwK5OTkwMNDQ3e2Fx9IicnB7du3YK1tfV7aa9qbOwZDAaDUf9gGrQMBoPRAGDGnsFgMBoAzNgzGAxGA4AZewaDwWgAMGPPYDAYDQBm7BkMBqMB8H8rVvd7MXM4nAAAAABJRU5ErkJggg==" /></p>
<p style="margin:0px;"><a href="nyf://entry?itemid=11&amp;file=100%20MHz%20HCMOS3.3V%E5%BC%80%E7%8E%AF%E7%9B%B8%E5%99%AA.png"><span style=" text-decoration: underline; color:#0000ff;">100 MHz HCMOS3.3V开环相噪.png</span></a> </p>
<p style="margin:0px;"><a href="nyf://entry?itemid=10&amp;itemtext=HMC1031"><span style=" text-decoration: underline; color:#0000ff;">HMC1031</span></a> 组成PLL可实现10MHz-&gt;100MHz高质量转换<a href="nyf://entry?itemid=10&amp;file=%E9%94%81%E7%9B%B8%E5%90%8E%E7%9A%84%E7%9B%B8%E5%99%AA.png"><span style=" text-decoration: underline; color:#0000ff;">锁相后的相噪.png</span></a> </p>
<p style="-qt-paragraph-type:empty; margin:0px;"><br /></p>
<p style="margin:0px;">调谐范围有±20ppm 故<span style=" text-decoration: line-through;">理论可实现102.4MHz的输出,</span><span style=" text-decoration: line-through; background-color:#ffff00;">暂未做测试</span> --&gt;&gt; <span style=" text-decoration: line-through;"> ±20ppm即为100*20=±2k的范围理论上不能实现102.4MHz输出</span></p>
<p style="margin:0px;"><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">↑↑↑↑↑↑↑↑↑↑</span></p>
<p style="margin:0px;"><a name="nyf_5caae4a6"></a>概念理解有误,正确的分析如下</p>
<p style="margin:0px;"><a name="nyf_5caae4a6"></a><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;"></span><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">↓↓↓↓↓↓↓↓↓</span></p>
<p style="margin:0px;">其本质为VCO调谐范围决定固有输出频率故理论是可以输出102.4MHz的频率的,</p>
<p style="margin:0px;">此时在N=10的条件下需要参考的10MHz调谐到10.24MHz即要求其具有±0.24M/10的调谐范围很明显常规±5ppm10*5=50Hz的TCXOOSC一般不能微调是无法满足需求的</p>
<p style="margin:0px;"><img 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" 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" /></p>
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<p style="margin:0px;"><a name="nyf_5caae4a6"></a><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;"></span><span style=" font-size:16pt; font-weight:600; background-color:#ffff00;">↓↓↓↓↓↓↓↓↓</span></p>
<p style="margin:0px;">换HMC1031为ADF4002后者便宜很多设计灵活</p>
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