From 9a7b9dcd7d3982ebee9b6dfa90b743026927854f Mon Sep 17 00:00:00 2001 From: Reed Foster Date: Mon, 15 May 2023 20:07:22 -0400 Subject: [PATCH] fix small bug in sinad calculation (shouldn't actually make a difference) --- pynq/dds_loopback.py | 6 +- pynq/dds_loopback_overlay.ipynb | 361 ++++++++++++++++++++++++++++---- 2 files changed, 318 insertions(+), 49 deletions(-) diff --git a/pynq/dds_loopback.py b/pynq/dds_loopback.py index 36db9a5..e62ab4f 100644 --- a/pynq/dds_loopback.py +++ b/pynq/dds_loopback.py @@ -95,12 +95,12 @@ def sinad_dBc(self, buffer_idx): # find fundamental k0 = np.argmax(Pxx_den[:,1]) # spectral width of kaiser window - width = int(np.ceil(2*(1+(28*np.pi)**2)**0.5)) + width = int(np.ceil(2*(1+(38/np.pi)**2)**0.5)) # get power in fundamental Pxx_den_fund = np.zeros(Pxx_den.shape) - Pxx_den_fund[k0-width//2:k0+width//2,:] = Pxx_den[k0-width//2:k0+width//2,:] + Pxx_den_fund[k0-width:k0+width,:] = Pxx_den[k0-width:k0+width,:] # remove fundamental - Pxx_den[k0-width//2:k0+width//2,:] = 0 + Pxx_den[k0-width:k0+width,:] = 0 if self.plot: for i in range(2): ax[1,i].semilogy(f, Pxx_den[:,i]) diff --git a/pynq/dds_loopback_overlay.ipynb b/pynq/dds_loopback_overlay.ipynb index ac9ab5f..cc0a5e8 100644 --- a/pynq/dds_loopback_overlay.ipynb +++ b/pynq/dds_loopback_overlay.ipynb @@ -2,13 +2,14 @@ "cells": [ { "cell_type": "code", - "execution_count": 1, + "execution_count": 11, "id": "324a325c-5d95-466d-90e2-dcf2a57de200", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "import matplotlib as mpl\n", "import scipy.io\n", "import scipy.signal\n", "import time\n", @@ -68,7 +69,7 @@ } ], "source": [ - "ol = DDSOverlay(bitfile_name='hw/top_dac_feedthrough_dual_frontend_w_spi_trig_select.bit',dbg=True,plot=False,n_buffers=1,download=False)" + "ol = DDSOverlay(bitfile_name='hw/top_dac_feedthrough_dual_frontend_w_spi_trig_select.bit',dbg=True,plot=False,n_buffers=1,download=True)" ] }, { @@ -91,7 +92,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "id": "374f3214-d1cc-4485-8ba9-9095df80c129", "metadata": {}, "outputs": [ @@ -99,17 +100,17 @@ "name": "stdout", "output_type": "stream", "text": [ - "setting cos_scale to 2 (12dB attenuation)\n", + "setting cos_scale to 0 (0dB attenuation)\n", "setting vga attenuation to 18dB\n", - "setting pinc to 4505600 (1.100e+09Hz)\n" + "setting pinc to 40960 (1.000e+07Hz)\n" ] } ], "source": [ - "ol.set_dac_atten_dB(12)\n", + "ol.set_dac_atten_dB(0)\n", "ol.set_vga_atten_dB(18)\n", "ol.set_sample_buffer_trigger_source('manual')\n", - "ol.set_freq_hz(1100e6)\n", + "ol.set_freq_hz(10e6)\n", "#ol.set_sample_buffer_trigger_source('dds_auto')\n", "#ol.set_freq_hz(800e6)\n", "#ol.dma(0)\n", @@ -173,7 +174,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 35, "id": "5c4ec2b4-9987-4d9f-8f0e-87ace07d926b", "metadata": {}, "outputs": [ @@ -181,16 +182,26 @@ "name": "stdout", "output_type": "stream", "text": [ - "setting vga attenuation to 20dB\n", + "setting vga attenuation to 0dB\n", "setting cos_scale to 0 (0dB attenuation)\n", - "setting pinc to 937984 (2.290e+08Hz)\n", - "sinad = [41.28451324 98.09313573], psignal = [2.49400882e+08 5.36855331e+08], pnoise = [1.85543892e+04 8.32805716e-02]\n", - "dt = 3.3536344763447636\n" + "setting pinc to 5734400 (1.400e+09Hz)\n", + "sinad = [40.13662041 98.0830836 ], psignal = [6.95960936e+06 5.36856442e+08], pnoise = [6.74408169e+02 8.34737278e-02]\n", + "dt = 3.178232702327023\n" ] }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -203,12 +214,12 @@ ], "source": [ "# snr test\n", - "ol.set_adc_source('afe')\n", + "ol.set_adc_source('balun')\n", "ol.set_sample_buffer_trigger_source('manual')\n", "t1 = ol.timer.read_count()\n", - "ol.set_vga_atten_dB(20)\n", + "ol.set_vga_atten_dB(0)\n", "ol.set_dac_atten_dB(0)\n", - "freq = 229e6\n", + "freq = 1400e6\n", "ol.set_freq_hz(freq)\n", "time.sleep(0.01)\n", "ol.manual_trigger()\n", @@ -220,7 +231,41 @@ "print(f'sinad = {sinad}, psignal = {psignal}, pnoise = {pnoise}')\n", "t2 = ol.timer.read_count()\n", "dt = ol.timer.time_it(t1, t2)\n", - "print(f'dt = {dt}')" + "print(f'dt = {dt}')\n", + "10*np.log10(psignal/(2**15)**2)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "59ea716c-7aee-4158-b810-6067f30f8962", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "setting vga attenuation to 0dB\n", + "setting cos_scale to 0 (0dB attenuation)\n", + "setting pinc to 5734400 (1.400e+09Hz)\n", + "[-21.88268505 -3.01041737]\n" + ] + } + ], + "source": [ + "ol.set_adc_source('balun')\n", + "ol.set_sample_buffer_trigger_source('manual')\n", + "t1 = ol.timer.read_count()\n", + "ol.set_vga_atten_dB(0)\n", + "ol.set_dac_atten_dB(0)\n", + "freq = 1400e6\n", + "ol.set_freq_hz(freq)\n", + "time.sleep(0.01)\n", + "ol.manual_trigger()\n", + "time.sleep(0.01)\n", + "ol.dma(0)\n", + "# dBFS of tone\n", + "print(20*np.log10(np.std(np.array(ol.dma_buffers[0])/2**15,axis=0)))" ] }, { @@ -313,7 +358,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 12, "id": "18511946-dc5b-49c2-abdc-d18fed83a040", "metadata": { "tags": [] @@ -323,24 +368,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "testing SFDR at freq 1MHz, 0% done\n", - "testing SFDR at freq 50MHz, 8% done\n", - "testing SFDR at freq 200MHz, 17% done\n", - "testing SFDR at freq 900MHz, 25% done\n", - "testing SFDR at freq 1400MHz, 33% done\n", - "testing SFDR at freq 1900MHz, 42% done\n", - "testing SFDR at freq 1MHz, 50% done\n", - "testing SFDR at freq 50MHz, 58% done\n", - "testing SFDR at freq 200MHz, 67% done\n", - "testing SFDR at freq 900MHz, 75% done\n", - "testing SFDR at freq 1400MHz, 83% done\n", - "testing SFDR at freq 1900MHz, 92% done\n", - "took 6426s to complete sweep\n" + "testing SFDR at freq 1MHz, 0% done\n" ] }, { "data": { - "image/png": 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y9nJqtpk2Zs0KoWhyvq1Mee70vwT4Dq9Pz/gQada4cUmaLOke0g3Ji2zfwbBZs0hrPo703ZMkLZa0eHDlK3mKCyE/K99WojzBuJHtr5HddGJ7gJyXOGwP2p4HbAXsmU1slUvzYqmTZ8ZiqaFAeafcqGDL+IqkDcmqJmlv4MVWCrG9gjQdwWFks2Zlx4rFUkN31DQY/4I009UbJN0KXAp8ZLwvSdo4m64DSTOAg4EHicVSQwVoKN9WpjyXNn4C/C6wAykV7qfkC+LNgQXZgiCTgK/ZvlbS7bS4WGoIhavgaGqeYLzd9m6koARA0l3AbmN9KZsnZ9cR9sdiqaGrujFSmsdYi6VuBmwJzJC0K6/P4DMLWLeEuoXQOTXLwDkUOJ40EvpPrLnwzcc7W60QOqxOLWN2H+MCSR+zvcacN5JiAdVQa0V1U4tM+8wzEHP0CPuuaqXCIVSKCx1NbaR97kKakuaw7PJfy4uljnXOuCPwJmADSe9temsWTatRlWHSlCFmbfLy+B+coKGSziMmlTh6UNbPxMblFFOYgv4LbJs0yz6snfZ5YLZ/Aek6+5g52GOdM+4AHAHMBpqna1wJfKi1KodQMfmDcdzFUrPLd0uANwKft32HpEIXS70GuEbSW23fnrvqIdRAC52TMRdLhZT2CczLkly+0UraZ7M81xnvlvRhUpe1ebHUP2qnwBB6le0Vkm6mKe2z0MVSgcuAzUiXOr5HutSxsv0qh1ABBeWmFpn2madlfKPt90k60vYCSVeQbqkKoZ5caN5pYWmfeYJxdfa4IusLP0O6dhJCfRU3mlpY2meeYJwvaQ7wt6Smd33gE60UEkKViJrlpjbYvjB7eguxfHjoFXUMxhB6Tt3u2gihp9V05eIQek4VW8ZRrzNKOlbScSPs/5CkP+hstULosJrNgXM68M0R9l+ZvRdCPVV0drixuqmTba+VaWN7ZTZDeAi1VatuKjBV0loTlkqaCUzrXJVCKEEFW8axgvEi4CpJ2zZ2ZM+vzN4LobZqNVWj7X+U9DLwPUnrk/5OvAKca/uLZVUwhMJ1odXLY8xLG7a/BHwpC0Y1ziEl7WH7zjIqGELRxOuzq1VJruuM2bJuO0k6GjiGNL3/mDdchlBpdWsZJW1DCr5jgAFgG2B324+Nd2BJW5OWAtiMlO8w3/b57cyaNWPKADtu1PklOYYq+fdyYkqbA6dEDxRwjFqNpkq6DbiONMHOUbbfAqzME4iZAeB0278N7A18WNJOtDFrVgiFq9lo6nPATGBTXp/7K3f1bD9t+67s+UpgKWmG8lgsNXRXsVM1FmbUYLR9JPBm4C7gHEmPAnMk7dlqIdklkV2BthZLXbXi1VaLDGFsNWsZsf2i7YttHwLsBZwFnCfpibwFZCOxXwdOs/1S3u81L5a6zuwZeb8WQi51XUYcSRuT5mv9F9v7APvl/N5UUiB+xfbV2e5YLDV0X51aRiVnS1pOWpPxIUnPSTrT9uPjHViSSJk6S21/tumtWCw1dF3dWsbTgH2BPWzPtT2H1FXdV9Kf5zj2vsBxwNsl3ZNthwPnAodIWgYckr0OoTwmXWzLs5VorOuMHwAOsb28scP2I5KOBW4A/nmsA9v+AaMnOsRiqaFr6jgh1dTmQGyw/VzcQhVqr2bB+Fqb74VQeXL1onGsYNxF0kiXIkTJS8KFUKgCR0qLTPsc66L/ZNuzRthm2o5uaqi1AkdTC0v7zHWdMYReU1Q6XJFpnzFVY+hP+bup4y6W2jBW2ueEFksNoWe1dkF/3MVSYe20z5Tz0propob+VGA6XFFpnxGMoe80LvoXMYBTZNpndFNDX9JQYdcZG2mfP5Z0T7bv46Q0z8IXSw2htxR4nbHItM9aBOPgE1N46ZRxB6Mm7KDLftTxMgAGe3KunfLOeL5ZwDHKvos/j1oEYwiFq142XARj6E91u2sjhN5koGaJ4iH0rDhnDKEC6nhzcQi9yY5uaghVES1jCFURwRhCNUTLGEIVGBisXjRGMIa+FC1jCFVRwdHUjmX3SrpY0rOS7m/aN1fSIknLssc5nSo/hLHUbXr/iboEOGzYvlgoNXRf3rv8eyUYbd8CvDBsd8szZoVQNAEadK6tTGWfM+aeMUvSScBJANOnbVBS9UK/qOKM4pWdA6d5sdRpU9btdnVCL+m3buooYqHUUAF+PT91vK1EZQdjLJQaKqGKo6kdO2eUtBA4kDQj85PAWbQxYxYArw0w6cnON6I3Hrdnx8sAOOvqy0opp0yDJc6BU4gKnjN2LBhtHzPKW7FQauguU/pIaR6RgRP6U/ViMYIx9Ke4tBFCVRQ0mlpk2mcEY+g/Jq0xnGcb3yUUlPYZwRj6jjByvm08RaZ9xjlj6E9DuedqzL1YapOWF0qFCMbQjxrd1HxyLZZahOimhr5UVDd1FG2lfUYwhv7U2dzUttI+IxhDHyouUTxL+7wd2EHSk1mq57nAIZKWAYdkr8cV54yh/xQ4O1yRaZ8RjKEvVTEDJ4Ix9KcIxhAqwMBQBGMIFRCrUIVQHRGMIVSAgcHqLV0cwRj6kMERjG3xwAADy4cnxhdvytzZHS8D4PjLTimlHIAH//iLpZVVK9FNDaECYjQ1hAqJljGEiohgDKECbBgc7HYt1hLBGPpTBVvGrtxCJekwST+V9DNJsUZjKF+stQGSJgOfB94B7AQcI2mnsusR+pnTaGqerUTdaBn3BH5m+xHbrwFXkmbTCqEcBnso11ambpwzbgk80fT6SWCv4R9aY7FUYn3GULBIhwPSKs7DrdUfyKbDmw8wS3Ord7Yd6stuZarG0nQjGJ8Etm56vRXwVBfqEfpZBUdTuxGMdwLbS/pN4L+Bo4E/6EI9Qh9ztIxge0DSycB3gMnAxbZ/UnY9Qj+Lm4t/zfZ1wHXdKDuESBQPoSIMONLhQqgAx83FIVSGo5saQkVUsGWUKziqNJyk54DHW/zaRsDyDlQn6tD9Omxje+N2vyzpelKd8lhue/jKxB1Ri2Bsh6TFZa2rF3Wofh3qIFahCqEiIhhDqIheDsbx1l0vQ9QhqUIdKq9nzxlDqJtebhlDqJUIxhAqoieDsRsTXkm6WNKzku5v2jdX0iJJy7LHOR0sf2tJN0laKuknkk7tQh2mS/qRpHuzOpxTdh3qrOeCsYsTXl0CDL84fAZwo+3tgRuz150yAJxu+7eBvYEPZz93mXVYBbzd9i7APOAwSXuXXIfa6rlgpEsTXtm+BRi+Os+RwILs+QLg3R0s/2nbd2XPVwJLSfMNlVkH2345ezk121xmHeqsF4NxpAmvtuxSXTa1/TSkYAE2KaNQSdsCuwJ3lF0HSZMl3QM8CyyyXXod6qoXgzHXhFe9StL6wNeB02y/VHb5tgdtzyPNbbSnpJ3LrkNd9WIwVmnCq19I2hwge3y2k4VJmkoKxK/YvrobdWiwvQK4mXQe3ZU61E0vBuOvJ7ySNI004dW3ulSXbwEfzJ5/ELimUwVJEnARsNT2Z7tUh40lzc6ezwAOBh4ssw61ZrvnNuBw4CHgYeBvSipzIfA0sJrUOp8IbEgaPVyWPc7tYPn7kbrj9wH3ZNvhJdfhd4C7szrcD5yZ7S+tDnXeIh0uhIroxW5qCLUUwRhCRUQwhlAREYwhVEQEYwgVEcGYkXSzpEOH7TtN0hey59tLulbSw5KWZHdIHDDs89dIur2NsudJOrzp9YGS9mn3Z2mHpHc3J9RL+qSkg8usQ7+LYHzdQlKCQLOjgYWSpgPfBubbfoPttwCnANs1Pphd7N4NmJ2tsNWKeaRrgg0HAqUGIyl5+9fBaPtM298tuQ79rdsXOquykS5MPwesk73eFvg5Kdf1RGDBON8/EfgCcBbw16N8Zk/gNtKF8duAHYBpWTnPkS7U/xXwDGm5vHuA/YGNSWlud2bbvtnxzgYuJqWdPQJ8pKnu9zeV+5fA2dnzD2XHuDc75rqkwH8BeDQr8w2kW8KOyr5zUFbnH2flNf6NHgPOAe7K3tux2/+Pdd6iZczYfh74Ea/fk3g08FWn37o3kX7hxnIMqXVdmD0fyYPAAbZ3Bc4E/s7pNq8zs7Lm2f4H4EvAP2evvw+cn73eA/h94MKmY+4IHEoK9LOy/NSxXG17D6d7DpcCJ9q+jZSy9tGszIcbH856BZcA77f9ZtIs9P+n6XjLbe8GfJEU9KFNMb3/mhpd1Wuyxz8a6UOSvgFsDzxk+72SNgXeCPzAtiUNSNrZ9v3DvroBsEDS9qTUtfECp+FgYKeUfgrALEkzs+fftr0KWCXpWWDTcY61s6RPAbOB9UnrZI5lB+BR2w9lrxcAHwbOy143EtKXAO8d/0cJo4mWcU3fBA6StBsww9nNusBPSOeDANh+D3A8MDfb9X5gDvCopMdI3cTh558A/xe4yfbOwDuB6TnrNQl4a9ZqzbO9pdMNxJDurm8YJP2BHWDN/9vmci4BTs5auXNy1GGkW9KaNcpvlB3aFMHYxOku9ZtJ50ULm966AthX0rua9q3b9PwY4DDb29reFngLIwfjBqRzQUjB3LASmDnG6xuAkxsvJM0b50f5BbCJpA0lrQMc0fTeTODprDv7h2OU2fAgsK2kN2avjwO+N075oQ0RjGtbCOxCmq4DANuvkn6h/1TSI9nli78FPpXdVf8bwA+bPv8o8JKkvYYd+zPA30u6lbSEesNNpG7oPZLeD/wH8J7s9f7AR4DdJd0n6QHgT8f6AWyvBj5JutP/WlJANXwi279o2P4rgY9KulvSG5qO9SvgBODfJf0YGCKd04aCxV0bIVREtIwhVEQEYwgVEcEYQkVEMIZQERGMIVREBGMIFRHBGEJF/A8VWshPDmdoBQAAAABJRU5ErkJggg==\n", + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 50MHz, 8% done\n" + ] + }, + { + "data": { + "image/png": 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zHUbg5Dl0zifdbrUO8F3bx3azBkEIVRvU1tSXdnnuVcDLbD8iaRZwgaT/AA4mrUFwvKSPkNYgiPUZQ70aGIxlpmrcXNLJOZCQtENeJ6MtJ4/kl7PyZtIaBK3ukqWktTtCqJVcbqtTmTv9TwV+zJPTM95AmjWuI0kzJV1FuiF5me1LGLMGAWnNx/E+e6SkyyRdtmbFH8okF0J5VrmtRmWCcRPb3yHfdGJ7DSW7OGyP2F4MbAXslie2KqW4WOo6czco+7EQOis75UYDS8ZHJS0kZ03SHsDDk0nE9kOkyV0PIK9BkM8Vi6WG/hjQYHw/ad2AZ0m6kDQr3Ls7fUjSpnm6DiStD+wLXE8slhoaQKPlto7nkWZL+qWkqyVdJ+m4vH+BpGWSbsyP8zudq0zXxnXAS4DtSEPhfkO5IN4CWJqXV54BfMf2WZIuZpKLpYZQuepKvcp6DcoE48W2dyEFJQCSrgB2afehPE/OzuPsj8VSQ19V2VJq26RJ2mDtXoN98v6prVws6WnAlsD6knbmqQvfRItKGGwVtpTm2t/lwLOBL9q+RFJ1KxcD+wOHkVpC/4mnLnzz0SnkPYT+K18ytl25GFKvAbA4t5F8fzK9BkXtFr5ZSrrm+5Dtp8x5I+kZ3SQWQlNMopraaeXiJ9h+SNJ5FHoNKlm5uOCQcfZ9t0zmQmgkV9qaWlmvQbtrxu2B5wIbSzq48NZcCqtR1WHd35ltjnm85+nsvaznSQCw2vVNuzFTZf7fTt3Cmb+pJZ3KVNeaWlmvQbtrxu2Ag4B5QHG6xpXA27vMeAjNUF1ramW9Bu2uGc8EzpT0QtsXTzqXITTYQN5CBVwp6Z2kKmtxsdS39ixXIQyhMhcUXweeRurq+Bmpq2NlLzMVQs8N6NjUZ9v+OPBo7u74c+B5vc1WCD1UYWtqlcoE4+r8+FDuzNyYNGVGCIOrgSVjmWvGJXnE+cdIfScbAh/vaa5C6CExoA04tr+Sn55PLB8epotBDMYQpp0+zG9TRgRjGE4NXHsogjEMpSaWjBO2pkp6o6Q3jbP/7ZLe0NtshdBjDWxNbde1cTTwg3H2n57fC2EwNXR2uHbV1Jm21xppY3tlnusjhIE1UNVUYJakOWN3StoIWLd3WQqhBg0sGdsF48nAdyUtau3Iz0/P74UwsJo4HK7dLVSflfQI8DNJG5L+TzwKHG/7y3VlMITK9aHUK6Nt14btk4CTcjCqdQ0p6QW2L60jgyFUTTw5u1qTlOpnzBO07iDpEOBQ0vT+pSbpCaGRBq1klLQNKfgOBdYA2wC72r6104klbU1aCuBppPEOS2yf2NViqY8/jm++vVOSU7b/wW/ueRoAb/va9FvRYISFNaZ255TPMFCtqZIuAs4mzZD8OtvPB1aWCcRsDXC07ecAewDvlLQDaZrzc21vC5ybX4dQrwFrTb0P2AjYHNg07yudPdt32b4iP18JLCfNUB6LpYb+GrSbi22/mnRH/xXAcZJuAeZL2m2yieQukZ2BrhZLfdyrJptkCO01sGTs1Jr6MHAKcEpeK+AQ4ARJW9veukwCuSX2e8B7ba+QyrVj5SnUlwBsPHNhA2v4YZAN1DVjkaRNSQvu/IvtFwF7lfzcLFIgftP2GXl3LJYa+q+BJWO7BhxJ+oSk+0lrMt4g6T5Jx9i+rdOJlYrAk4Hltj9XeCsWSw1911oWrtNWp3Yl43uBPYEX2F5gez6wO7CnpPeVOPeewJuAl0m6Km8HAscD+0m6Edgvvw6hPiZ1tpXZatTumvHNwH6272/tsH2zpDcCPwH+ud2JbV/AxAMdYrHU0DdVTkhVZX9627s2ioHYYvs+Ut9jCIOrumvGyvrT2wVju2Wfer8kVAg9JLvU1kmV/entqqk7SVox3veg5iXhQqjU5FpKO65c3NKuP31Ky4jbnlk6uyEMmKpXLu62P72onpU0Q2iYKofDVdWfHsEYhlNFDThV9qfHvKlh+FTbod/qT/+VpKvyvo+S+s8rW0Y8hOmromCssj89gjEMnYFdhSqE6UijzYvGCMYwfAZxdrim8KgZfeyxnqczc/mtPU8D4B+PP7SWdAD2ffdFtaVVn19O+Qx138VfxkAEYwiVi5IxhGaIBpwQmsBAiUHgdYtgDEMprhlDaIDoZwyhKeyopobQFFEyhtAUEYwhNEOUjCE0gYGR5kVjBGMYSlEyhtAUDWxN7dm0G5JOkXSvpGsL+xZIWibpxvw4v1fph9DOoE3vP1WnAgeM2RcLpYb+Kzv/zXQJRtvnAw+O2R0LpYa+E6ARl9rqVPc1Y+mJXSUdCRwJMJsNaspeGBZlZguvW2OnarS9xPautnedxXr9zk6YToatmjqBWCg1NICfHJ/aaatR3cEYC6WGRmhia2rPrhklnQbsQ1o45A7gWLqY2LVOIw8/XEs6m/7XnbWkA/CTg7evJZ2FGzxaSzqVaeA1Y8+C0fZEsy7FQqmhv0ztLaVlNLYBJ4Seqm6tjcoGt0QwhqFU1WKpVDi4JYIxDKeKWlOrHNwSA8XD8DFQfkKq0isXF0x61WKIYAxDSJSugkLJlYurEMEYhtNoT+dqvEfSFrlULD24Ja4Zw/BpVVPLbN3panBLlIxhKFU1ULzKwS0RjGE4VRSMVQ5uiWAMQygmMQ6hGWJ2uBCao4k3F0cwhuEUwRhCAxgYjWAMoQGiASeE5ohgDKEBDIw0b+niCMYwhAyOYAzAmltvqy2tzT78p7Wk89uPL6wlncpENTWEBojW1BAaJErGEBoigjGEBrBhZKTfuVhLBGMYTg0sGftyp7+kAyT9RtJvJcUajaF+sdYGSJoJfBF4BbADcKikHerORxhmTq2pZbYa9aNk3A34re2bbT8OnE6aZzKEehjs0VJbnfpxzbglcHvh9R3A7mMPisVSQ0/FcDggreI81lr1gTxR7BKAuVrQvKvtMLjsXk/V2JV+BOMdwNaF11sB9a2RFgI0sjW1H8F4KbCtpGcAvwMOAd7Qh3yEIeYoGcH2GklHAT8GZgKn2L6u7nyEYRY3Fz/B9tnA2f1IO4QYKB5CQxhwA4fDxVobYfg431xcZiuhqhFlUTKGoeSKqqmFEWX7kXoKLpX0Q9u/nuy5omQMw6m6krGyEWVyA1uVxpJ0HzDZuSo2Ae7vQXYiD/3Pwza2N+32w5LOIeWpjNnAHwuvn7JysaTXAQfYflt+/SZgd9tHTTZfA1FN7eYHL+myulacjTw0Pw9Ftg+o8HSlRpSVEdXUEKamshFlEYwhTM0TI8okrUsaUfbDbk40ENXULi3pfEjPRR6SJuShJ6ocUTYQDTghDIOopobQEBGMITTEtAzGfkx4JekUSfdKurawb4GkZZJuzI/ze5j+1pJ+Kmm5pOskvacPeZgt6ZeSrs55OK7uPAyyaReMfZzw6lRgbP/VR4BzbW8LnJtf98oa4GjbzwH2AN6Zv3edeVgFvMz2TsBi4ABJe9Sch4E17YKRPk14Zft84MExu18NLM3PlwKv6WH6d9m+Ij9fCSwnzTdUZx5s+5H8clbeXGceBtl0DMbxJrzask952dz2XZCCBdisjkQlLQJ2Bi6pOw+SZkq6CrgXWGa79jwMqukYjJUNTxpEkjYEvge81/aKutO3PWJ7MWkkym6Sdqw7D4NqOgZjkya8ukfSFgD58d5eJiZpFikQv2n7jH7kocX2Q8B5pOvovuRh0EzHYKxseFIFfgi8JT9/C3BmrxKSJOBkYLntz/UpD5tKmpefrw/sC1xfZx4Gmu1ptwEHAjcANwF/W1OapwF3AatJpfMRwEJS6+GN+XFBD9Pfi1Qdvwa4Km8H1pyHPwOuzHm4Fjgm768tD4O8xXC4EBpiOlZTQxhIEYwhNEQEYwgNEcEYQkNEMIbQEBGMmaTzJO0/Zt97JX0pP99W0lmSbpJ0eb5D4sVjjj9T0sVdpL1Y0oGF1/tIelG336Ubkl5THFAv6ZOS9q0zD8MugvFJp5EGCBQdApwmaTbwI9I0fc+y/XzgXcAzWwfmzu5dgHl5ha3JWEzqE2zZB6g1GEmDt58IRtvH2P7PmvMw3Prd0dmUjdQxfR+wXn69CPhv0ljXI4ClHT5/BPAl4FjgbyY4ZjfgIlLH+EXAdsC6OZ37SB31HwbuJi2XdxWwN7ApaZjbpXnbM5/vE8AppGFnNwPvLuT92kK6HwA+kZ+/PZ/j6nzODUiB/yBwS07zWaRbwl6XP/PynOdf5fRaP6NbgeOAK/J72/f79zjIW5SMme0HgF/y5D2JhwDfdvqrey7pD66dQ0ml62n5+XiuB15se2fgGOD/Od3mdUxOa7HtfwBOAv45v/45cGJ+/QLgL4CvFM65PbA/KdCPzeNT2znD9guc7jlcDhxh+yLSkLUP5jRvah2cawWnAq+3/TzSJGb/t3C++23vAnyZFPShS9N5drhutKqqZ+bHt453kKTvA9sCN9g+WNLmwLOBC2xb0hpJO9q+dsxHNwaWStqWNHStU+C07AvskIafAjBX0kb5+Y9srwJWSboX2LzDuXaU9ClgHrAhaVazdrYDbrF9Q369FHgncEJ+3RqQfjlwcOevEiYSJeNT/QB4uaRdgPWdb9YFriNdDwJg+7XAYcCCvOv1wHzgFkm3kqqJY68/Af4O+KntHYFXkqaOL2MG8MJcai22vaXTDcSQ7q5vGSH9g13DU3+3xXROBY7KpdxxJfIw3i1pRa30W2mHLkUwFjjdpX4e6brotMJb3wL2lPSqwr4NCs8PJa23sMj2IuD5jB+MG5OuBSEFc8tKYKM2r38CPLF2g6TFHb7KPcBmkhZKWg84qPDeRsBduTr7v9uk2XI9sEjSs/PrNwE/65B+6EIE49pOA3YiTdcBgO3HSH/Q75B0c+6++BjwqXxX/Z8AvygcfwuwQtLuY879GeDvJV1ImvC25aekauhVkl4P/H/gtfn13sC7gV0lXSPp18A72n0B26uBT5Lu9D+LFFAtH8/7l43ZfzrwQUlXSnpW4Vx/BA4H/l3Sr4BR0jVtqFjctRFCQ0T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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 200MHz, 17% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 900MHz, 25% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 1400MHz, 33% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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9hK1CpRmSRHJoLrH9hbrjW9RddgiwuFld4z0zTgU2IPWZN+HJ4YwZwDOaShkEFaaD3tS9gCOA3+S0cAD/BhwuaR6pm3on8K5mFY33zPgu4AMkxVvEk8q4Avhy6zIHQTXo5NxU21fQeNz9wlbrGu+Z8VTgVEnvtd1stk0Q9A+mvEHlFigyzvjFnPxxR9K0ttrxb3RTsCDoJmXPOy1CkRg4x5OWPO1IMr0HAlcAoYxBn6KOelM7RZG5qW8gzZj5s+23A3OB9bsqVRB0GxcsJVJkburDtkckrZE0g7TKIgb8g/7F1Vy1UUQZr81pks8geVVXAb/qplBB0HX68ZnR9rvz5lclXQTMyNlag6CP6UPLKOkljY7Zvrw7IgVBCYz0WoCnUqSb+qG67anA7qTu6su7IlEQdJs+Hmd8df2+pK2Bz3ZNoiAogb4cZ2zA3cDOnRYkCEqlH5VR0hd5UvQhYB5QNFRjEFSTfuymklYp11gDnGP7yi7J05A1U8X9O5SQva60GDjltAMwZeXkUtrZZMp2pbQDwC/WvQr1o2W0vaAMQYKgNCyo4HS4It3UvYATgG3y9QJsO2bhBP1LP1pG0irmfyYNZ5TYwQqCLtKnyviQ7Z92XZIgKJM+VcZLJf1f4IfUZS62fV3XpAqCbtKvg/7AHvm1PlydaTIDJ8fQuZy03Go94Pu2j89xWL8HzCHFBvm7ZvEkg6DT9Ks39WVt1v0o8HLbq3Iouysk/RR4PSlZ6kmSPkJKlhr5GYNy6ZAy5hlp3wCeTprxOt/2qe0YnSKhGjeXdGZWJCTtmPNkjIsTq/Lu5FxMSpZaGy5ZQMrdEQSlIhcrBajl2ngesCfwHkk70kaG7iIr/c8GfsaT4RlvJUWNa4qkSTl83VJgoe1rGJUslZTzsdG9R0u6VtK1w39dXaS5ICiOVaw0q8a+t+Y/sb0SqOXaaNnoFFHGTW2fS150YnsNBYc4bA/bngdsBeyeA1sVoj5Z6qQNNix6WxA0p2jIjWQZN60ZhVyOHqvaUbk2Chmdeoo4cFZLelpNNEl7Ag8VuO8JbD+YM1kdQCRLDapA8WfGdnNttCxSEcv4QVKC0+0kXUl6WH1fAeFm53AdSJoG7AfcQiRLDSqARoqVQnU1yLVBNjr5fCGjU8Qy3gy8FHguaSrc7yimxFsACyRNytefa/sCSVfTYrLUIOg4nfOmNsy1wZNG5yQKGp0iyni17V1JSlkT4Dpg1/FuynFydmlwPJKlBj2lBU9pEcbKtdFyhu7xEt88neQVmiZpF9ZOfLNB26IHQRXofq4NaNHojGcZ9weOJHlCP1/X4AqS5gdB/9JPM3DyOsYFkj5se62YN5IigWrQ11RxOlwRR8xhDY59v9OCBEFpuLPe1E4x3jPjDsBOwMaSXl93agZ12ajKYGSqWfWcNd1vqKx/yxJXDKy3osj/7boztGZaKe0AHQm70VfdVNJQxsHATKA+XONK4J1dlCkIuk8/KaPt84HzJb3I9tUlyhQEXaeKz4xFxhmvl/QeUpe1PlnqO7omVRAMIEUeKL5JWqu1P/Bz0lDHym4KFQRdp4L5GYso47NtfxxYnYc7/hZ4fnfFCoIuUlFvahFlfDy/PpiXQG1MWr0cBP1LBS1jkWfG+ZI2AT5Gmvy6EfDxrkoVBF1E9KkDx/bX8ublRPrwYKLQj8oYBBOOzq7a6BihjMFg0qeZi4NgwlFFyzimN1XSWyQd0eD4OyW9ubtiBUGXqaA3dbyhjWOBHzU4/t18Lgj6k9aiw5XGeN3USTkO5FrYXpkD8ARB39JX3VRgsqSnBCyVNB2Y0j2RgqAEOmQZJZ0laamkxXXHTpD0J0k35HJQEZHGU8Yzge/nwKy1RuaQuqlnFqk8CKpKB6fDnU2KBzyak23Py+XCIhWNt4Tqc5JWAT/PAVoNrAZOsn16ITGDoIp08HnQ9uX1BmtdGHduqu2v2t6GlEL8Wba3sX26pBd2ovEg6AVqodBCeP9RHCPpptyN3aTIDYViMuRsUltL+oSk24CwjEF/U/yZcXkt50su8wvUfjqwHTAPuJcUXbEp4w76S9oGODyXNSQLuZvtO5tV3Mm8dVPWX8Ocbe9r1uQ6MzJm+Mv+ZaSkeDvLHtmilHY6RTe9qbaf+LFKOgO4oMh94w36XwVcSMqr+AbbLwBWFlHETMfy1gVBx+niOGMtx0bmEGDxWNfWM55lXEZa1b85MBu4rRXxchqsWkqslZLq89btmy9bAFxGZC4OysSdWzgs6RzS73lTSXcDxwP7SpqXWuJO4F1F6hrPm/paSRsDhwInSno2MFPS7rZ/1aLAcxgjb52kMZOlAkcDrL/Z9FaaC4LmdM6beniDw20N/TXzpj5k+yzbrwT2IGn9KZLuKtrA6Lx1Re+rT5Y6eWak9gg6SwfTiHeMQt5USbMB2z7N9ouBvQve15G8dUHQcSo4N3U8B47ytJ7lpJyMt0paJuk4239oVnGBvHUQyVKDHtFvlvEDpNxzL7Q9y/YmpK7qXpL+uUDdtbx1Lx81R+8k4JV5vPKVeT8IysOkwbYipUTG86a+FXil7eW1A7bvkPQW4GLg5PEq7mTeuiDoJP0YkGpyvSLWsL0sllAFfU+fKeNjbZ4LgsojV08bx1PGuZIaDUWIklPCBUFH6YGntAjjDfpPKlOQICiTfntmDIIJS9l5NIoQyhgMJmEZg6ACRETxIKgQoYxB0Hv6cdA/CCYsGqmeNoYyBoNHv40zVomZkx/m4Gf8puvtTCrpGxoq0a/+6Eg5MxdvPbC8lXC3HrfudcTQRhBUhbCMQVANqujAKbTSPwgmFAbsYqUJY+TamCVpoaTb8mvnghgHwUSjy7k22gpHGsoYDBy1ccZOhN2wfTnwwKjDryWFISW/vq6IXPHMGAweBbugmU0lXVu3P79AiP9C4UhHE8oYDCQtOHCW296ti6I8QXRTg8Gku6Ea2wpHGsoYDCRdDtXYVjjS6KYGg4eB4c4MNI6Ra+Mk4FxJRwF/BN5YpK5QxmAg6dSg/xi5NqCNcKShjMFgUsHocF17ZuzkzIQg6DT9Ft5/XTmbDs1MCIKOUtSTOlGUsZMzE4KgkwjQsAuVMin7mbHwzIT6ZKkzt4iYyUFnqWJE8cqOM9YnS91o1pReixNMJAatmzoGkSg1qAAFl0+VbD3LVsZIlBpUgip6U7v2zNjJmQkrHp/KwqXP65aoT/Cl7c7tehsAz5xU3jPwZJXkFph1ezntkNJhrzMVfGbs2jfVyZkJQdBRTOme0iLEDJxgMKmeLoYyBoNJFYc2QhmDwSSUMQgqgIEIYhwEvUc4uqlBUBlGqmcaQxmDwSO6qUFQHaKbGgRVoYPKKOlOYCUwDKxpN7RjKGMwgHRlEvjLbC9flwpCGYPBo4PR4TpJZdczBkE3kV2okMP715WjG1Rn4GJJi8Y4X4iwjMFgUrybWiS8/16278mRKxZKuiWHnWmJsIzB4GFgxMVKkerse/LrUuA8YPd2xAplDAaQzq30l7ShpOm1beBVwOLx72pMdFODwaRz3tTNgfMkQdKn79i+qJ2KQhmDwcPAcGem4Ni+A5jbibpCGYMBxODqzYfrC2UcXjqF1adt1fV2PvPRV3W9DYB5G/2xlHYANhh6rJR2Nhx6tJR2OkZMhwuCClDzplaMUMZgMAnLGAQVIZQxCCqADcPDvZbiKYQyBoNJBS1jT2bgSDpA0u8k/a+kyNEYlE/k2gBJk4AvAwcCOwKHS9qxbDmCQabgvNSSPa69sIy7A/9r+w7bjwHfJSVRDYJyMNgjhUqZ9OKZcUvgrrr9u4E9Rl9Unyx1/WkzSxEsGCA6NB2uk/RCGdXg2FP6A7bnA/MBNtpk6+o9bQf9ix2hGjN3A1vX7W8F3NMDOYJBpoLe1F4o46+B7SU9C/gTcBjw5h7IEQwwDssIttdIOgb4GTAJOMv2zWXLEQwy5Q9bFKEng/62LwQu7EXbQRATxYOgIhhwTIcLggrgWFwcBJXB0U0NgopQQcsoV9CrNBpJy4A/tHjbpsA65T7oACFDd2TYxvbsdm+WdBFJpiIst31Au221Ql8oYztIurbdbEAhw8SToR+IIMZBUBFCGYOgIkxkZZzfawEIGWpUQYbKM2GfGYOg35jIljEI+opQxiCoCBNSGXsR8ErSWZKWSlpcd2yWpIWSbsuvm3Sx/a0lXSppiaSbJb2/BzJMlfQrSTdmGU4sW4Z+ZsIpYw8DXp0NjB4c/ghwie3tgUvyfrdYAxxr+3nAnsB78vsuU4ZHgZfbngvMAw6QtGfJMvQtE04Z6VHAq5w2+oFRh18LLMjbC4DXdbH9e21fl7dXAktI8YbKlMG2V+Xdybm4TBn6mYmojI0CXm3ZI1k2t30vJGUBNiujUUlzgF2Aa8qWQdIkSTcAS4GFtkuXoV+ZiMpYKODVREXSRsAPgA/YXlF2+7aHbc8jxTbaXdLOZcvQr0xEZaxSwKv7JG0BkF+XdrMxSZNJivht2z/shQw1bD8IXEZ6ju6JDP3GRFTGJwJeSZpCCnj14x7J8mPgbXn7bcD53WpIKan8mcAS21/okQyzJc3M29OA/YBbypShr7E94QpwEHArcDvw7yW1eQ5wL/A4yTofBTyN5D28Lb/O6mL7e5O64zcBN+RyUMky/A1wfZZhMXBcPl6aDP1cYjpcEFSEidhNDYK+JJQxCCpCKGMQVIRQxiCoCKGMQVARQhkzki6TtP+oYx+Q9JW8vb2kCyTdLmlRXiHxklHXny/p6jbanifpoLr9fSW9uN330g6SXlc/oV7SJyTtV6YMg04o45OcQ5ogUM9hwDmSpgI/Aebb3s72C4D3AtvWLsyD3bsCM3OGrVaYRxoTrLEvUKoykiZvP6GMto+z/d8lyzDY9HqgsyqFNDC9DFg/788B/kia63oUsKDJ/UcBXwGOBz46xjW7A1eRBsavAp4LTMntLCMN1P8r8GdSurwbgH2A2aRpbr/OZa9c3wnAWaRpZ3cA76uTfXFdu/8CnJC335nruDHXuQFJ8R8Afp/b3I60JOwN+Z5XZJl/k9urfUZ3AicC1+VzO/T6e+znEpYxY/t+4Fc8uSbxMOB7Tr+6nUg/uPE4nGRdz8nbjbgFeIntXYDjgP/jtMzruNzWPNufAb4KnJz3fwGcmvdfCBwKfK2uzh2A/UmKfnyenzoeP7T9Qqc1h0uAo2xfRZqy9qHc5u21i3Ov4GzgTbafT4pC/0919S23vStwOknpgzaJ8P5rU+uqnp9f39HoIknnAdsDt9p+vaTNgWcDV9i2pDWSdra9eNStGwMLJG1PmrrWTHFq7AfsmKafAjBD0vS8/RPbjwKPSloKbN6krp0lfQqYCWxEypM5Hs8Ffm/71ry/AHgPcErer01IXwS8vvlbCcYiLOPa/Ah4haRdgWnOi3WBm0nPgwDYPgQ4EpiVD70J2AT4vaQ7Sd3E0c+fAJ8ELrW9M/BqYGpBuYaAF2WrNc/2lk4LiCGtrq8xTPqDXcPa3219O2cDx2Qrd2IBGRotSaun1n6t7aBNQhnrcFqlfhnpueiculPfAfaS9Jq6YxvUbR8OHGB7ju05wAtorIwbk54FISlzjZXA9HH2LwaOqe1ImtfkrdwHbCbpaZLWBw6uOzcduDd3Z/9+nDZr3ALMkfTsvH8E8PMm7QdtEMr4VM4B5pLCdQBg+2HSD/ofJd2Rhy8+Bnwqr6p/JvDLuut/D6yQtMeouj8L/IekK0kp1GtcSuqG3iDpTcB/AYfk/X2A9wG7SbpJ0m+BfxzvDdh+HPgEaaX/BSSFqvHxfHzhqOPfBT4k6XpJ29XV9QjwduA/Jf0GGCE90wYdJlZtBEFFCMsYBBUhlDEIKkIoYxBUhFDGIKgIoYxBUBFCGYOgIoQyBkFF+P9o/yzl6j6JCQAAAABJRU5ErkJggg==\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 1900MHz, 42% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 1MHz, 50% done\n" + ] + }, + { + "data": { + "image/png": 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HTa4DLiXthtvb9muAhVWCnC0Fjrb9SmAn4DBJW5M6F7/S9pbAlXk4hAFrtTdjPrAOsCEwOY9z35OvzPbDjfue5G3tO0g9JEVn46EWfYbZ9rtIV5TcCHxZ0r3AREk79LeRvEtvO6Cjzsaffaob3QyE4a7liUa2n7J9mu3dSTfqOQ74tqQHqjaQ94T8FDjK9oKq8zV3Nj563TWrzhZWY5XOmpM0mXSbkv+y/Trg9RXnG0UK8pm2L8yjo7PxUItWXwAl6XhJj5H6ZL5b0nxJX7J9f7sFSxLpSOEdtk9qeis6Gw+1aLVmPgqYDrzW9iTbE0mbGtMlfbLCsqcDBwJvkXRzfuwFnAjsLukeYPc8HMKAtdrPfBCwu+3nd/DanivpAOAK4D9bLdj2bFZ0g9tTdDYeVrmWZ801B7nB9nziFNAwBLUK87MdvhfCoGi1mbGtpN52pYkud2kbQhWtTgEd0c1CQhiouDo7FCPCHIoRYQ7FiDCHYkSYQzEizKEYEeZQjEoXtA62tUcuYef17q29ndlxDeCwFmvmUIwIcyhGhDkUI8IcihFhDsWIMIdiRJhDMSLMoRgR5lCMCHMoRoQ5FCPCHIpRW5glnSZpnqTbmsZNkjRL0j35eWJd7YfVT51r5jOAPXuMi47GQ21qC7Pta4EneoyOjsZDbbq9zVypo3FYubPxv/8tOlAK7Q3ZL4DNnY2vNTFuCBva63aYo6PxUJtuhzk6Gg+1qe0aQElnA7sA60t6kHQ/lBOB8yQdCvwV2KfKssaPeIZdx91eV6nPm82OtbcR6lNbmG3v38db0dF4qMWQ/QIYQn9FmEMxIsyhGBHmUIwIcyhGhDkUI8IcihFhDsWIMIdiRJhDMSLMoRgR5lCMCHMoRoQ5FCPCHIoRYQ7FiDCHYkSYQzGGxX0Axwmmj43PXWgtEhKKEWEOxYgwh2JEmEMxIsyhGIMSZkl7SrpL0p8lRR/NYZXoepgljQC+B7wV2BrYX9LW3a4jlGcw1sw7AH+2Pdf2s8A5pE7IQxiQwQjzS4AHmoYfzONW0tzZ+PzHl3WtuDB8DUaY1cs4v2BEU2fjk9cb0YWywnA3GGF+ENikaXhj4KFBqCMUZjDCfAOwpaSXShoN7EfqhDyEAen6iUa2l0o6HLgcGAGcZrv+nsRD8QblrDnblwKXDkbboVxxBDAUI8IcihFhDsWIMIdiyH7B8YohR9J84P5+zrY+8FgN5UQNg1/DZrYn9xw5LMLcCUl/sD0talh9aojNjFCMCHMoRslhnjHYBRA1NHSlhmK3mcPqp+Q1c1jNRJhDMYoM82BcMCvpNEnzJN3WNG6SpFmS7snPE2tsfxNJV0m6Q9Ltko4chBrGSvq9pD/mGr7czRqKC/MgXjB7BrBnj3HHAFfa3hK4Mg/XZSlwtO1XAjsBh+Wfu5s1LAHeYntbYCqwp6SdulaD7aIewM7A5U3Dnwc+36W2pwC3NQ3fBWyUX28E3NXF38PFwO6DVQOwFnAjsGO3aihuzUzFC2a7ZEPbDwPk5w260aikKcB2wO+6XYOkEZJuBuYBs2x3rYYSw1zpgtlSSRoH/BQ4yvaCbrdve5ntqaRrO3eQtE232i4xzEPpgtlHJW0EkJ/n1dmYpFGkIJ9p+8LBqKHB9pPA1aTvEV2pocQwD6ULZn8OHJxfH0zajq2FJAGnAnfYPmmQapgsaUJ+vSawG3Bn12ro1heSbj6AvYC7gb8A/9qlNs8GHgaeI/13OBRYj/Tt/Z78PKnG9l9P2py6Bbg5P/bqcg3/ANyUa7gN+FIe35Ua4nB2KEaJmxlhNRVhDsWIMIdiRJhDMSLMoRgR5kzS1ZL26DHuKEnfz6+3lHSJpL9ImpPPUHtjj+kvlnR9B21PlbRX0/Aukl7X6c/SCUnvbj4hS9IJknbrZg0DFWFe4WzSAZZm+wFnSxoL/BKYYXsL268BjgA2b0yYDxZsD0yQ9NJ+tj2VtE+4YRegq2EG3k06yxAA21+y/esu1zAwg32AY6g8SDv25wNj8vAU4K+kcz0OBWa2mf9Q4PvAcfRxlh7pFhjXkQ4sXAdsBYzO7cwnHej4HPAI8H95+A3AZNJh6hvyY3pe3vHAaaTDxnOBTzTV3nz23qeB4/Prj+Rl/DEvcy3SB+cJ4N7c5hakU1r3zvPsmmu+NbfX+B3dB3yZdHbcrcArBvVvONghGkoP0tr3Xfn1McA38+uTgCPbzPvrHLyXA7f0Mc14YGR+vRvw0/z6Q8B3m6Y7Hvh00/BZwOvz601Jh6wb010HjCF1tPI4MKpNmNdrGv9V4Ij8+vnwNg8DY0lnIb48j/8R6SSmRpgb838c+OFg/v2GxY3gu6ixqXFxfv5wbxNJugjYErjb9nslbQi8DJht25KWStrG9m09Zl0XmClpS9Kh51EV69oN2DqdfgHAeEnr5Ne/tL0EWCJpHrBhm2VtI+mrwARgHKmf7Fa2Au61fXcengkcBnw7DzdOaJoDvLf9j1Kf2GZe2c+AXSVtD6xp+8Y8/nbS9jAAtt9DWptOyqP2BSYC90q6j7Rm7Ln9DfAV4Crb2wDvIK31qlgD2Nn21Px4ie2F+b0lTdMtI/W5vZSV/7bN7ZwBHG771aRNhHY19HZKbbNG+422B02EuYntRaTtz9NIa+mGs4Dpkt7ZNG6tptf7A3vanmJ7CvAaeg/zuqRtYUgfhoaFwDothq8ADm8MSJra5kd5FNhA0nqSxgBvb3pvHeDhfLroB1u02XAnMEXSy/LwgcA1bdofFBHmFzob2JZ0f0IAbD9NCsTHJM3Nu9+OBb6ar+rYFPht0/T3Agsk7dhj2d8A/l3Sb0i3wGi4irQZcbOkfYFfAO/Jw28APgFMk3SLpD8BH2v1A9h+DjiBdKXJJaRANnwxj5/VY/w5wGck3SRpi6ZlPQMcApwv6VZgOXBKq/YHS5w1F4oRa+ZQjAhzKEaEORQjwhyKEWEOxYgwh2JEmEMx/h+4IXqwt0/0GwAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 50MHz, 58% done\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 200MHz, 67% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 900MHz, 75% done\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 1400MHz, 83% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "testing SFDR at freq 1900MHz, 92% done\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" ] @@ -481,6 +723,25 @@ "needs_background": "light" }, "output_type": "display_data" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "took 6421s to complete sweep\n" + ] } ], "source": [ @@ -528,7 +789,6 @@ " psignal_limit[f,d,v,s,a] = psignal_calc[1]\n", " pnoise[f,d,v,s,a] = pnoise_calc[0]\n", " pnoise_limit[f,d,v,s,a] = pnoise_calc[1]\n", - " \n", " if src == 'balun':\n", " # vga atten doesn't do anything for balun\n", " break\n", @@ -540,6 +800,16 @@ " plt.title(f'{src} SFDR at {round(freq/1e6)}MHz')\n", " plt.xlabel('VGA attenuation')\n", " plt.ylabel('DAC attenuation')\n", + " plt.show()\n", + " plt.figure()\n", + " v,d = np.meshgrid(vga_atten_settings, dac_atten_settings)\n", + " plt.pcolor(v, d, np.median(sinad[f,:,:,s,:],axis=2))\n", + " plt.colorbar()\n", + " plt.gca().set_aspect('equal')\n", + " plt.title(f'{src} SINAD at {round(freq/1e6)}MHz')\n", + " plt.xlabel('VGA attenuation')\n", + " plt.ylabel('DAC attenuation')\n", + " plt.show()\n", "t2 = time.time()\n", "data_dict = {\n", " 'vga_atten_dB': vga_atten_settings,\n", @@ -555,7 +825,7 @@ " 'psignal_analog_lsb': psignal,\n", " 'psignal_digital_lsb': psignal_limit,\n", "}\n", - "scipy.io.savemat('data/afe_vs_balun_sfdr_sinad.mat', data_dict)\n", + "scipy.io.savemat('data/afe_vs_balun_sfdr_sinad_20dB_loopback.mat', data_dict)\n", "print(f'took {round(t2-t1)}s to complete sweep')" ] }, @@ -711,7 +981,6 @@ } ], "source": [ - "import matplotlib as mpl\n", "for s,src in enumerate(['afe', 'balun']):\n", " for f,freq in enumerate(freqs):\n", " plt.figure()\n",