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1 УКВ приемник с цифровым управлением. Укв приемник с цифровым управлением
Заключение.
В итоге проделанной работы, был собран достойный и простой приемник с отличными характеристиками. Корпус приёмника не планировался, и весь проект повторялся в виде тестового образца и ознакомления с работой синтезаторов частот.
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)
Файлы: Печатные платы в формате SL 5.0. прошивка МК.
УКВ ЧМ приемник с синтезатором частоты
http://www. *****/schemes/contribute/constr/ra4nal/rx2001.shtml
Несмотря на обилие в продаже промышленных радиоприемников, интерес к их конструированию среди радиолюбителей не снижается. Особенно популярны радиовещательные приемники УКВ-ЧМ диапазона. Однако в последние годы ситуация на УКВ кардинально изменилась - появился второй диапазон, резко выросло количество станций и еще более резко увеличился объем рекламы в передачах.
Промышленные же модели сравнительно дешевых УКВ ЧМ приемников обычно имеют плавную перестройку по диапазону с помощью конденсатора переменной емкости, в лучшем случае 3-4 фиксированные настройки. Да и чувствительность массовых моделей оставляет желать лучшего. Количество же станций в крупных городах измеряется уже десятками, а уровень сигнала в условиях многоэтажной застройки может сильно изменяться даже если просто приблизиться к антенне приемника. Вот и приходится слушателям потреблять хрипящую и скрипящую "долгожданную рекламу", ведь чтобы перестроиться на другую станцию, нужно твердой рукой, точно и аккуратно вращать ручку настройки. Почти как четверть века назад, выискивая на коротких волнах "Голос Америки".
Есть, конечно, и высококачественные музыкальные центры, способные удовлетворить самого взыскательного слушателя, имеющие достаточное количество фиксированных настроек, что позволяет быстро переключать программы. Однако и эта категория аппаратуры имеет, на мой взгляд, один существенный недостаток (кроме цены, разумеется). Обилие кнопок и символов с самыми нужными и простыми, по мнению разработчиков, но совершенно неожиданными и непредсказуемыми, по мнению пользователей, функциями, делает практически невозможным изменение параметров, а особенно, предварительных настроек без основательного изучения заводской инструкции. А количество станций растет, и настройки приходится иногда изменять... Для людей, неискушенных в радиотехнике, в первую очередь для женщин, задача может стать практически невыполнимой даже при наличии хорошо иллюстрированной инструкции на родном языке.
Предлагаемый УКВ ЧМ приемник наряду с развитыми сервисными функциями имеет простое и интуитивно понятное управление, высокую чувствительность, избирательность и помехоустойчивость. Возможно программирование 31 фиксированной настройки на любые радиостанции в диапазоне 65...108мгц. Питание всех блоков, кроме УНЧ, осуществляется от одного источника 5в, потребляемый ток - менее 30ма. У автора приемник эксплуатируется на кухне вместо "трехпрограммника", однако вполне может послужить основой для автомобильного или переносного приемника, а также работать в составе радиокомплекса.
Приемник собран по классической схеме с промежуточной частотой 10,7мгц и состоит из нескольких функционально законченных блоков. Сигнал из антенны поступает на вход блока УКВ, схема которого показана на рис.1.
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mrwE85OOtnky4vUAJQfWEktEEzAS3wg8bjzgTUt8zgzU7wOQlQ+dN3wKNGSiAnIbHbkRvBR4MALYvpruJlEyqkAiteiru0imcVF92VtQig1644guROP6uKr/Qawuc4E1C5kORG0kBA8xJ11/GmPx6XEtJsQHFpDwEt9fuw25Ebwa/WBzQ/V1MBxdeiwcBxLQtosedcYeAm7yx6jEsCWpqpgYDGKjxvcaQ89VONJNZc9oBmd+2Ebod0K14AaGl+ZljxVbdwAKB8NK4v3Xfh4Me8r+naoc0d6hPIq+HXteJLVO8HVZ0qvFBQf0B/5zOQQ67wpOZczEiiOQlKbo77+HJvVxNA45Pm8vygAsed/KAVvwQYS2m40M+24ZSPf3H/AkrSEADFzdK4mymRJPzCHBrCs4X3wU8g8nOD2gDqD+XPssGZPqQ/QpGVMj9oJGYlJ8X3L+hFa9hD9Bvzt8teLNf8XA/guj95pZyRLjcX6S6+In375gN6kodVDSjK1P254SEI6ah1nJTfvlGAimnUKD7GBokW0ewaRbZaAAofew6g/P59nBRtAN3uV+aIZ9Nxp1aWCZutxBEaMObfBah8O0RAM3PVBNDECstpQOut+CCg0nuf5DxgqdZFYBFgYyNmbbwLUJeI0AalPoEJgLqPUYBudNQgyIjb7w7oEYjgKjyjyx+sAigv+lJuF8VMGSexz2I8oB8NB1Q+fAIaN3dlF0C55+cS9CkqxlzMBVQZQTpd8XYIPQIPAlSO6SmAHnIE8JG4XhQxOGx45yR8SQVoIA14CT1w+M8cQAO3I5rk6lW8nA2NkZQEdIMvad7CgAb//OSEisijR67EUDV/hJ5p2xI0xQ05Qd56LARLvDUiz280yIoHr6EpfAM6yrQSUNwEJX5QtxcHNMJngtCD7XhxX/dDAGUv5ebBUi+GSvJ0RL5dQk+2WRX/Uc40sFA8ZSUoRnBzW+priibk9fMjLoeWyvtXWkDlZhtJxDcQ6AjNYOYVaUgzloR3xktLwcV/uYk2rdSTRC/CD6sOULq6XWoql2Z1uw6A5peg8opn6RmBV4UO+mIiVbwGUDCyoyWgPBYBz5wq/tbv7Yj6gtMlaEtA2ZGsKl5fL1ClAFUrnHIZoNfDgZ2FQSMJfQQSgZ3k9xPW+ILUadxNAAnPPCvenU34gpNt0K6AitL3JGkVNZKyFEy5ENCMhA81oN+95OgNOOxyV6aRqJKFY0lAXfoBX3DysXdsg8rK84NqlHYzaTUR0JuedoD6z31XptEZUMkXnAJ0nRI0P6aEXgxodAwxujgT0HY9Sf5s3Bf8PkDVeXwYoACgUCKFgO53Fa9JI1PqEjTkC/6bgBI/6K8+zoLihFcCdFdNcFoXULzzdwCFBHIr/nJnlaY7AtAvOko3070J18NwHX4HqCKNPNUCmrTiVzSS8pvqJyGwDNBIuqMATZVuGY56WJsiQMeWoHFfcNoPemZeUR+4vR/0IxWgTNr330jnmgOaNJKSEUB53+NVklanoUuXxhz2BYs9Sf5pdJuTlFAc0KinWcw+Bg6oZQmqBbT0WVfDw/80WFD5EnQ8oBXB668vCVxcgsbjDwGaYySxFKKelvaAVhgwAUDhZ3UaQMoOrLyBQZp08y4vClya6VT0jMCWbiZJiwPaPo18Nfd5rwGoGFN+E/WBgJZb2HpA21rxcRmgAQl+UJWmAyqXbsDrifrXgT80A9BwCSq97wEko3C+EhmgARWOZmoIqPdCMrik919G4QHmDug0xP7QFoBCp6nPszsXGioY0asAPcRdfszt3B5cV1L6YfULAHp9crh2duJsCuh9/C723NEUoCjLLjYDVAgeBfSWg9BhuqHDLcaDllvxqOMEPNVWgO44BQ/ojhKD4XSAYgZhMsjB/get+OD9k49ubuMmu5NGZzagLf2gawEK3UxyGicEFPZXyYCGoiJa0w8qrXoE1MgPuoG9GKBaTNv0JAmAwlewuzqXARoqigKAshrX93oj+waWotE0QFxgyTCUTHNA47dcDpIbQAicql7LM43OQUDhfPdSQHWjHqB0RtLni78gUIJGI9QA6g0dDihMJZJplFstoPHbFn/WBf3Czar4YkAjmTjQ5tv63LZVAT3Bw2wOKLGATggZSZWs4J0EFOYMJ2OAxnNx4C1sg17VvCeywA/aAVDJ7GhUgp7kJxABFBehsUzvIAIUy9sALWuDJrJBm6haQLXqBKhQ+qGNKkLwmgM8EY4CyibKMaxS7RKYHE1GctQ/EtCzqATN9YN6N9Nnp9bN1ANQTFTMUZ+O0Ecq6n/sIsQpa6um0tXKAA0fa+uobwxoiRoCuhNAXVAD9KsRgKb0PkD1YYMoG6DFbqZaQOuG28XXcNEufZNcBS87C0p46Ou4Q4DWpKGOz59dEtCEo17xZnNVT5KL77pFqQHLccVXwRJeL3RKzzW5Cl5+FnTw/Pz8T5VwTRr6+PzZeK5mVvFBKW6lzg/q4rtuUT2g4VXOfgGNrYLWRKml1uJh/6cKW55CSYzJxeNUj0ZioEx+dTvlHwTmQqnmrklzkv7dA2FOUr4fNFFXKWvGeVW8MuHBVXzN7RA1YLBIdaZJMmIVX2DF5z+l5gPRtZZYa41Io5FGjGaqDU6vu28vrOEN0BwZoHXBE2NepNtrgObIAK0KHm2WnpHba4AqZYDqg980wu3vLj0OlABUi6kB+gTNBDQcb+GgWANUKQO0UgZoX7E0xBFRbrd8FnK93gJowXhQA9TJjbC7X88BBt95ZMXhob31QkDjSq5ApksYjMMMjK070UlZ2olPrSX24+907Or3qAEqKP6QlgDUfaLKcSdj3xKPcylA4S4YXk9G82cAitsNOxsVfR+MRmmAVgKKlz0ggMq3nk8xhzfyNYCSdgMKSKdKh/UWQD9qAii1F+SEA5N2MKBF1eFSgKJfWh6gvN0AT84ElJfs6Fx0DsQlcAMvwwe+O7aRFS+L2guBbGkALWuuvQtQt4v5hI3ceDTtAcVPGP9RuJ0W/oMZoGivJ6CBqpslLBhJJ3qeu0S4RuII+MYK/dEUUMUs5KAooLA0mgkoecJC8u4erAso3eUJg79t5wf3k07+1av5vBKF/F/DmzfkXFUJ6mPfhctEdQIU50u8IhfQTTqLLxsMKH6mpB7Me5pyItFjTRV31MMCVR+lsLskoOyP6g1olSoAxcUMq/698q34B3VNOkml7nWMz+UPqzugQgP53mQBuoln8WWjAcX1Fu4PVD0ArR/0iYCStgF52DvZXtrQ5ldDqvidnxfPOc0GNJCz5py8GtC4O+f6wDf5XuSgP6DuCdNHjbJMznlxQDf5LFYDQLm9oEm4VO8GNCl6h7e7nOkJqKpkT1mFVYBWYqpz1LfRkNUh1hW/wwOq+GjJfrXTksO3IKBfF/04QCN6OaAH+JykIYA2UFVXpwFaKANUrarBImsDinJngBL9CUD7SUpYcGpG16RoBmhuwmkZoGo9CdBoCHYWZ7EK0LyEFTJA1ZoJ6M587tGE2T24J6PKZzsCilI0QKsDx9RxPGhKsSkOCk4QnvwO4RyqF4CqTziUGo9R/VCl+KpWjBL1QkArx4PWAEooSQCqXRpRXh8wL2HNSpF5gErxaVejzFi1shGgjVt/8wCNTnGQhlaCG8go+feFXL2Rdf8qllDMSzi4oiRcb/CKTLVooZgr7YKSyevAMog1T9MFjr7kQ634bAzFZKLegEpy90CghP3+SdbEqluq4qXiJivhTyypqVe5Vbw2p1LYsVX81qYErQG0kR8UVew5gIqUpACt8nlmJfxRY0Crcq+dp7hUFd8I0BoVA6o6y/JXD2gIKgMUB34JoAVzcCYDmnPWAJ2opn7QLEAzOnTaAprdk2SAzlZjQFsvlsWzN7bf3QCdrd6DRSplgOrz4mSADpOQLwM0KQN0pgzQpNbs6szXkPGgzfXs6R39fBAlF4qBnbtH6q6qiTlbQ4bbNddYQFuXJw8ANHZyOqAPKE9Tj5ivAIXnd4ENPS1oAUDzB1YboDOVBNR9srW5Lyctnl+ev0xEjYaU/28B9KP3AiqszQ2+R1dp8TJAkaYBupFv29kbUzTRGlbL0mqo0PuvL0HlOjxvvdxKQEHvxc5yessAjWkSoH5o3g6O0FqY1MkfNQU0wGejGXVCDgzQXMmAthoNGBKth0/EinusRYBGjKTTU/lNO9kr26gEdQcM0AwJftCxgMLdnZ8tL0FxnDRqB2i4CHVqAihIxKz4DMWs+HmAXsWfH8JXUsWHSlA0ZjVsJDWu4sHanh38oN/HuIEZGq0A1Q2E6CfJUb8FjjcWA5RWw99Na0Bx+1ThZioFU07wrHtPnpyVjT+yVn3xKwJ63r/EZwMqG0nZ6+Uen/8qxP7OGkDFvvhNKFPeAug3F+OTPDlF1NC+NiWANtRx/1+s/oBKlV6jWZ3Tq/grG/5zoHwJhgGtdzO10wH+FappFW+AjhRZERUe30Obj4YBeuCPIoHFXb8HngPoNt9IuvNxzqroizQK0PgM0FIZoBmy8aARHdKmXklA2WrqvnIZCih6kabTdCuerzyynMYAegS2X3lfLfYQfHai8aYA9R0JN6eTAEUROs0GVFobZzWN7SzkO6ejCPHotlWAOqPKdQH7+ELL8Ax01OtX32kiAzSk+Kz5myIJUOl9ulAqQHkq5y8c/2nx6NXVmbHAXjsJgEampCwgkv/azsiEpEgRk4HeqkBsqcUhEoBGb4x/cr3mJMlrWnYWMpKeUIISHcJeQ0k3AwLqm4rCm8apAjmMALqDQ8mV9lLp1AcWlxbsLGzFP47PmYB+bCXmzQ0DGsqgEtAVph1PB/R5mgko/RIHNJg/BqiLB77j+A8C+kw/KNE0QIWhJvWA0i7g80+XoAOG1fXXBEChm4kbTHWAFjjqM1KqDmyAZksG1D9d70DfyfSn+ySsVlnXvwwFHFTtDyWMJB2gERmgC8mhg1+s6z7cxg/YDAB6feVBd7Bz+gGi2L/Z0GQ0QIu0KqDXJ3aG7/DUV37AJrqzAoNks+OrdhyyA6AaKz6qvwzocphKgMJvjqdSQCnrAwBV+EGjGguoNFbEAHUSS1Ba9P3Kjygm4zlOUkieqA16Hab+ddZObesVlnuStEP61Nw1Gc3kPqAM0Fu+BJTaoMAQ0QMKN5hKcIq2IJo+kQA42iF94wFlMj/oLfTuEFqC7gRQcdw7Kn0JoDjiQCn9kfxEyoYxh65nVh72OsyZF78YoMsJFYAEHlSEHq4VmgEoTEFKw0ffENDg5a4EvXZ2/oc3Sikj8HbOb4OuDij1DsFvxEiS5rZh+rC1BQ8SXnELYhygoPykBluu2oyoP6e3QZ8MqDuWBDTfUQ97wIcBKnlx55ag53RAfUbWU9xIApsLzaPysYQ0ClDBR3YaoD4Pi2Kq0HMBDRs/pKTPlgG6kO76sXKNmpBGWPGCfQc3k1a3kxz1E2Z8vAbQ9UvQtJ/pFm5lp4L3mzRHNXpO0sp+ULU8K9WAxudCgSk/Vxn2byu9TDpS1sV6koACLib5D2y+ul14VtpEQJ+rloAqj2WUoEfkW/jo1TFLX8srdruCFZSaz4tnmj7t+IHy/YQrAoqu0fIZUmxePNrpBqj5QfO1OKDgIr0VH9CfA/SjlwDawoofDKg7qM14AtD+RpK5mQqUACBHEwDNcj/EAQWP0ABtKmElLteHtNO+JKZHA5rnrooCCp+gAdpS1ygN0unufdWJYT1PBvQInZAVAxQ9wLcAuoQf9HZKvxTQmBV/BI4HFPLxfPygaDXPFwI6T6jf2X/xnSmPBjTmBz3kwyFleMm7dXX+ZUDxarAZgLZb3a71wo7FPUmifgEdsrrdd7PCYBEpD/LKzx0llaCoYtcMLSf3LTapPvKmpA4rj2p6krQT8/TdOG8B1Gck+LW/ugB6feJmAx3tjEfU81iCx3KU7kladNrxYoDy3ohREmBCE+ZaAcqnKDEDrArQXdj7laKNvCygs1+i4DIiAbp1fp2sk+hm8q3PZiUoiBIB6qNuA+j+DkA/c+ZWBPRqgm7S76ePQo56R1PUUf9RBNAdA4onM+8IfQOUBl7HSGIlqDinb1lFjCShBIUriu2tAaVvUTBAyyVa8WD7XEBPUrPTHQcoKkINUBBYBsAALZNUxSP3ANnpZyThRsODrXhx3YYFBiwDQIe6Q+sUABTbQGIVf4JLOgDa0g86f/nF+e9JmmHFt1DASDqZ3UXfogyvbwEomqgh9SRJQbVpqLmrAzT6oqxZgIosPhbQhrHU+EGlEk86thigkXPz35OEDi8AqHJUxgqA8rfJNgJ00rx4UesAKraRx+s5gApqXYKq9RZAlxgPGpcBWqIXArqqKgDlNWOqmjRAk4ENUKIaQBURp2MxQJGmA7ray2RbAoriMkCLAs8eD7rc67h1gIruYxLoW6m7ql2IUvShLACoWfHu86GAyh0cKBDBU4ry50fyQi8AqFPgNnwrwg6r221ke64CaKQjYYRSy8ixAPJsHfCUGJ7SSnYy5usD2nx1OxQx2P5qDUDHZyKoFlW8gKdcxUux1DwRbZNBm4b4YLqtbucingeo4AddjE+tkSTl+baGJDzbGUmxDA4BtOPiYTcaKwC6qqoBDUXwOkC7tUEN0JjqS9BoxFiPBvTsVIJuE42klwM6pCfJAO2t1wKaLwMUB/64B/BCHrOt+OVkgAJFAO3hZlrRD7qcZgOanOKQCagUn3YaxU+sBB3jqLf3JFFNBjQ9CScPUCk+7USfn5//tHj06uq09ySVquqJOMlAxfq6pK6uWCeZFF9y1Tp3XeKCVqvbxf4Se09SmXoBulYVr4aj22CRBaYdP1PdAG1uJA3RW0YzGaBYBmgysPlBy2SAIr0Q0IdjaoAiGaCryQBFMkBX0+G73itiMUCTgaePB32oAJgViI4GdN/h2lDiOr2xS8D6vsFFcwu0JqDPFoayGNHBgPrV9sC6e/pLBFZxpgplgDbXAe/qcRY/IHL3q9/AFH+afgk+YQlTxSUxQKtU/ie11ksAPdwH/5YlCqiwVxMfkcSXCKh8CVzJObWEfzuZHzRfB9poh5dIWh9Q4WV8QrCOMis+X5jMRwMqNUHprrCS8zg+DdB8UYwOeliv2YAy0AzQ802AoubnUwDdyW78khPU9dgDNUjmB83VQb8c0gmdxgIKXvEgupj4JeSyUMOgp8yKJ3IP4RJzZ2N2jraAVsQlxMeEykDB304vkRz19LU3nWWAEsFSQnRnE3aqoOIlaEV7gcfXRSPpPA1QrnAz7CvKTmx9xZTyAY13VhqgLfQyQMVeFO2KfSQmF30I0ERn5bTBIv1kVjwTMSXOaBu0rgSlUZ0JQElPpAHaRU8D9OzXBiU68IecNbBrgHbR6oD6Pj0FoHVWPNHhousCqGuxgoaCNOJuKZkflCsOKAIS+EEbjLE/HPA9AN3hx87CLiqz4gVRV5MIqOPoKYDCYLvwd60pA1QQ6jHhtaCzYw78tVrHCSENZsyxVQ4obGmvLQM0XzeR9aOZhIijgMZ7ItNdnaBid31JFfkdIfODFugLEjJoWvDpYjrC0dU66vco4AvKrPgSHR/35+HLziZ81vOeCSjeWVMGaJHwVJqqqccwVvf51wH9T9KoxN8AaKNpxzRS99kD0KtCh+OZ3OHVNAvQZ/hBNTrOFgs38EjvuMsi0DjqY23YZbQAoA9XnCAw1JKCcO3em9Nf1B3QB8kAlXTTQoYq482lBKDuk446gvUsaw/6Pqq/DugsPQFQ6gYnSF1SAiqPOiKAujO6KR+7L6FnjAd9v9YGlNm4Ozv5K20JqgBUijQSPXCEFvQkmdJa1kjijcIRgIrtBgN0olYGFPXCn5fVW9AGxUYSAQmgtZ9ypOHo9zMYrwHaRgsDumNA/bGCNmjQ3wiPAL/PaYDO19p+UOol/O7IRlIiJn8xA2mHH8RISi/4tpMIDNCmeoAVLxtJDNC4Uy4CKG6ektR+lVwdxADtpwcAykybYkAhRH4QEnYQ0QL7THVX3sFJApqwprSeACiAM+Ko79etkYTMg22AdtGygOZoCUDNUd9FyxpJOZoIaKewplsGaFQG6GwZoFEZoBO1th80R90ArXr/tAFaqbWt+Bz1AvTnp4ZQA7RSLwI0vmpdsf7xWRN89m15ut4DaDdVVfGmFjJAo7JScLZeYST1kwE6WwZoVAbobBmgURmgE/UeP2g/GaATZVZ8WgboRBmgaRmgE2WApjUe0O2W8mrpy2fn+vaJSY4zJ6FpWjx7czRzObcti9AkoBsCFF/9BD7NSJI0F9B7m34olC9XaMqfOM7l0fzKABW0AqAKgFgByAFFR1CcD+HTAJW0DKCumr6OsBqdYLZB12ESUB8fqu7BDgkzWOYHXVFBQAN2Dv8K8CJgbghQECHYR7skzGCZFb+iUBvUIXMGcJGABVDSEhI1QeWWKtmd2RIwQFcUsuIBoKSydlfT0AhKFikPSajcCN4GqAmLVL2OOZkUdhS2K3nbUzCS4oDON6WmZ8CExe2gWFEmAQpP0XIXFqrsMg7ofD7NSFpNFNB4XcuPNgV0mRJ0ejZMtwig1FpJtEEZgcRVlAvofEIN0MUUAlRnxXMCYUFK/EziJ7Pi57EBjCQDdBlRQN0xYjsJV+NGIwY03Bnvg6FLT8L2BJkVv6KCgJ6wr0e8Ghd31Nzhbn7gpochVuxJMpnWkwFqWl8GqGlpmZFkWloGqGlpGaCmVYX9oHBooG1tu8z2NJkWlgFqWloGqGlpGaCmpfV/eh3w/FX9Ve8AAAAASUVORK5CYII=)
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Основа блока - широко распространенная микросхема К174ПС1. Необходимая чувствительность и избирательность по зеркальному каналу обеспечивается резонансным усилителем на VT1, VT2. Благодаря применению варикапов типа КВ132 блок перекрывает диапазон частот 65...108мгц при изменении управляющего напряжения в пределах всего 1...4в. Из особенностей схемы следует также отметить наличие буферного усилителя сигнала гетеродина на VT3. Сигнал ПЧ выделяется на контуре L6, C16 и через катушку связи L7 подается на вход усилителя промежуточной частоты. УПЧ и демодулятор (рис.2) выполнены на микросхеме К174ХА6 в типовом включении.
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)
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Без особого ущерба для качества работы можно использовать и более распространенную К174УР3, включив ее по типовой схеме. В этом случае придется немного изменить конфигурацию дорожек печатной платы блока. Пьезофильтры ZQ1 и ZQ2 на частоту 10,7мгц обеспечивают необходимую избирательность по соседнему каналу.![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUsAAAFLCAMAAABoaV6sAAADAFBMVEUAAAAAAEAAAIAAAP8AIAAAIEAAIIAAIP8AQAAAQEAAQIAAQP8AYAAAYEAAYIAAYP8AgAAAgEAAgIAAgP8AoAAAoEAAoIAAoP8AwAAAwEAAwIAAwP8A/wAA/0AA/4AA//8gAAAgAEAgAIAgAP8gIAAgIEAgIIAgIP8gQAAgQEAgQIAgQP8gYAAgYEAgYIAgYP8ggAAggEAggIAggP8goAAgoEAgoIAgoP8gwAAgwEAgwIAgwP8g/wAg/0Ag/4Ag//9AAABAAEBAAIBAAP9AIABAIEBAIIBAIP9AQABAQEBAQIBAQP9AYABAYEBAYIBAYP9AgABAgEBAgIBAgP9AoABAoEBAoIBAoP9AwABAwEBAwIBAwP9A/wBA/0BA/4BA//9gAABgAEBgAIBgAP9gIABgIEBgIIBgIP9gQABgQEBgQIBgQP9gYABgYEBgYIBgYP9ggABggEBggIBggP9goABgoEBgoIBgoP9gwABgwEBgwIBgwP9g/wBg/0Bg/4Bg//+AAACAAECAAICAAP+AIACAIECAIICAIP+AQACAQECAQICAQP+AYACAYECAYICAYP+AgACAgECAgICAgP+AoACAoECAoICAoP+AwACAwECAwICAwP+A/wCA/0CA/4CA//+gAACgAECgAICgAP+gIACgIECgIICgIP+gQACgQECgQICgQP+gYACgYECgYICgYP+ggACggECggICggP+goACgoECgoICgoP+gwACgwECgwICgwP+g/wCg/0Cg/4Cg///AAADAAEDAAIDAAP/AIADAIEDAIIDAIP/AQADAQEDAQIDAQP/AYADAYEDAYIDAYP/AgADAgEDAgIDAgP/AoADAoEDAoIDAoP/AwADAwEDAwIDAwP/A/wDA/0DA/4DA////AAD/AED/AID/AP//IAD/IED/IID/IP//QAD/QED/QID/QP//YAD/YED/YID/YP//gAD/gED/gID/gP//oAD/oED/oID/oP//wAD/wED/wID/wP///wD//0D//4D///8cGaMwAAAR5klEQVR4nO2d7ZKkKgyGKfvf3PW5063aC+Hs2AoJCR+BgKi8tdutIoLPAIkItLFLWjJXZ+BBWiz1tFjqabHU05el+af13fINWJbDX+IEWC41arHU01Qsvw2PMWcL5I/ZM6c+BJ6Eb8NceUeTsDTWZcWQY8Zv+TM8V/+5f13N8mqihnyCPWMTLI1dLLlc4M3gWKxcnnvm/DT2qvt5JMvxtzORf2mSW0UsAcgL7mYiOx5a5aDdk7E0i2VYOwNugnJ5bR0Pj3Inkr/35r63X+GDgZ2FGAzwJeHZodEwOBa+CGV5/r/OlIfJMhUkdO9OAZZudwtYGotYurpLbtgYmkLWV8cfnuUcdpxpuIl757Sdn2ADswT3lWHZkPlpROx4pI4jz+MQZRnUcfgHMGd8cCWdzE+jOEsDCxHLcgd3/mdYomsTlrQBvrHC1tyiTYObJWQtT6VZmpAlMAwGpv4Aiew4yxKZnZClwSmELGOJ3VOdWaKYrlabxZKgOUQopn0inTrunFmfmsvENyz48mfACGGkZpWyxD4dzkvGVz91HgW+elWWQQsNEHhqW/B1nrZRljBSu4jt6SatNGBV2MDRCpYgkobuyvK7FdbxCMsjbHMnoeK4BfGr9T6WMPAM2LZGlrx/Ob02sFHKEoA8GQKWrrDWF8ubesttLAMbCSu7Mss//1R9vUFyBWvDvkxhueTquO3A8s+fFph//9aHShTYC3KYYwmMTpRlo+XRZPn3bwpXOlSmGl8dG3CE0PnqOiwPon+g7H8y/dKqDf3vv+mblgIxLGsv1VTHH8ey0fako7aETi91/3Kx1NNiqafxLKd50rg/S5J56L4zfhN4/4Le0vthIsY2vIh6GEv34b1xz9K9bgdvStwlwr7r6uxMaXtODzra601z7R9mgqef7+mA5XmBd7AEjyj8EwmTacqSqePGplg2oNBk+dEMRTVVznJDeygGZunay/PVXlVzqe5fJml9csGBkOngWHJ5LmHpC6OxsXKZ4MGz1rLjHyLuJMuyjseFLLkGk824o7f5HrkoS3z/qFClWMaPiln6HhjJi9AP+CxMByYoZ+l3A5bunWhQIwtYJoBVsYx0Hmb0Cb4LE+J3dvH5hj2W537MvwyuU1DHg2jkJCHLjXyW6MNsSVIqZ0lHF0RYhiYH++p8llyxTrIsJrqxmxl9Itv5pDaC49D4h8dgxATnPA1g+UnsJdNyvjoJGo8SparN0m9l7HgID+0X+QBU07Gs8S85lk4sB3qw8LSErkHpG0naWtbY8cDpwIr5lbXHYkrkmZZzgcoSZ8eoNflEHEvmiZvPH3M0/bSOlWIpuIxm3BZfvZBlLHv0uIRlQlex3KXZ9BAeH7JxbpF8P4dlnz43QNA1RrEnoMUSK+DxQZthgQxyvlhiYR7h0863aMYeJ2/OUr3/EvH40J2g3w2docryZ/9nz0+gn3/yAT/7/nFIzBIOzNDqvzyFRrmwzz4fWlq5uMyVmWA2imcJkHm5gz94l8lyNltowJAySzSSLciXszgfpriGcdkrk2A+CiiXHpnTj/XBbj/BMpktPZb8SLZzjByy4IkHjI8fVpceI5ceYuev0sTSXwYkTVNDwwHh5atZ0kPwbygsl9k6nkkuuOIP+AclLZfldXxXre1hbg7ZD2F7mbM9XHLcMWWWbBqnyKDAXiwZO/5psOM1LI96DqTLkqgbS+pfBkdF/uXsLJv8yzxL1eeeKpaHYwT0gz4CH1SJpVwFLDWfx+tYxn31fcvic6ZmGS2E8n4iGcs6zc1Sr/9ydpa7+rJU61e/EUsd29PybicDgUM9gqWoy6U3S6X3kHdkmRgQh0PAjYx4P37eEwweyTJ3Xca/ZM0Ru56boCFJoy3TjVjS43C3kWX0GVygh7BE4xXcpsjAxR4cy7XfU9AKDGNZMBQhwzK9npuIZfRpp1jt5TJ8O2H9y4lE3NJyuStiadBIRFjHzzFJMpakY0OqZpb+IfzcIi8xlFia8AA5J8GyyBYH/W2iuLadJewh+rH8E7s6S87TLC2XyQSl8yiwWv3LH7BVw7JIoX8ZOwdX9pqGvyW0+PmuhCXqc8+wLG2VOP+Snb2CfPUEy/QfsSVUheXX1nRnKdcQlukxkrXt5VHPUyxLm3Gn+VnKs6DEUqw3sQxeTPyU+kQivYVlpa8ukmaf29Qs81JmWb6mzmJJhVgK1noqHZRSGNrbjpdIyY5rsGxbz62zf1kiXf8SreeWHlrGjUZLhzat51bMskUdWBZF1q7jGZU+j8uvohOD8S/bbE9Hzc5yl6Z/2VFTsMRdEkcHL+mu1PEvO2oGlr6rzHdAWshuApZ4PWR+HY8JWIL3DWfnI9theSVLv94sXnkWaR6WlmXJ9F+WC9xIdq2wpMAs6utZkluJsPT/LGEpl7+R7FphaQWrTlzKkt5KwNItXNKHZX6tsLQmYsksPRNpL4963odl73JZOmYwrSKWaAekkWSJN4QiLNvaS7fZlWUmBlhM5LwVGMP7RPtGB59Ip1y62HOwtEy5HOCrt7IMVgScmWVOSizrbU+Zrz6QJbI9g+f3NPpE0uTSx+RXgaK3MnoeRZuvLk4ueUx+FSRyK5fNSemoQSxFMdTWNRjKkp3zLM8Ce5VMwvGwrvPHu+n39QZzU9Is8FfJJByPoTh/fKD+5l4WlV6mJmHmcHpdg9rSOUh88Zi0jk/OktcI25NSxPYslo1qsuMTaLHU0wtZ0t/UwU9IZ3+1CXpWrYENkAFnH5qJ5a4BLN0H+0rHYEqGZwl/eueUEku9333vb3tQB+WGj3pgiCV5z0d/esdqsYQZ22zT775fzRL2/VsHLWQZFtVdinXc97O1/O77SJZBHUI5IPXaN6OtLP9w4vII3yxvqAcOd/tbinWQf8myDGwPqs7fDWNpuTR2MEtUm44A9nffGTtO3621y2WE/00dniX5Q3dliUtbze++R1hqu0qeJcwwm43ANQpZBrPi1FiiVySApeB332Pl0pDDTfLJn/vJbKTKpa0ql0UZRH9zV8GZOm5ZlmHebCeWoecW/CYVxxIWzt4s+cKXYckadNw8GvBveumwPP6y5x8YsyR2PPm7769nqSiOpW36xclhmokl419Ws8zP3dD/60zKEhyCbX+5sizhFZXm3tyEpXq5RCW9YlLSDVlK5JfJKZoy+GyWuzRYWmF7eUuWpJOFrk1S//j9Lpb+QRbvknMWy5z8k21/lsW5icW5OUvGvyyfW7pYxlgeEsx5vgXL5lUfnOZiSWLmj/HBLsd3YHmIG/jlQ09/8t93OgoXV37bPthMydKS/TuUy2KWZYuOlMqgD95iD7M9JGb+GBdsaup4fVa9vGPuN8JT2KMlehnLAt2MJeymnokl419KdAOWOPYgljW6giXqT1gsI3G6+Jc4tjZLaKgfyDIyVr8LS+pADmKJuvq6PUPG5uMMZan/YgsLV4EalkUPV3A2TvoRrWByT1SZ3y3tzRIn0q9vY4Y6/hSWEXs01PbkWYaDvir0NJZQEjvuB9VUsxxge27BEo+nq0/tq8WSbooTO/RAlrsGsUSdes9mmSPayvJ8jt7tXlu/ulcDS7CuRr0tJRrD8tQkLMMJMkqSsIwOiC3WRSwDBbMRNCTxL/1fsSh9durC6dtOwlK1WIr6iWS+euyWJmOp11w29rmlFL2la+x4IFQudWBewXLXLCzpTpvey7K5f4GoTz/R3CzhzJ3FMppI4TugPsv5MSzh+hiVCyfMzlJdEf8SlHw3k/LYpSwjCye8mSURfmgUL5zQjWXu/fgNWB7IIhMugymutopl2VwpmN0nsGQmAocLJ/Qrl+DYTCx38SyDfqENgjwZApbwnF29WKLcTsoyIBp2sUGWRQsndGMJxyzcgiXprUTlkqvjdmS5nNH27OL8S7IJ+k5TLH3Mrj6RgOVm/YIF7WuMJRTzL/0CGdULJ1Sx/KDgj2W+UGbzLEF7VO0qlynXT9TweNWLpbCOS1gWrDGW0GwsUxChr55KBB2Lt+niNcZymq7/0rP855uDr0gUBZYFrrJAM7F0QD87xvNrD2FG++USBjUbshS6ygJN1ef2wf99WS0eJyBiKVhjrEhTsbQfxLSNJXRCIuWyxFUW6Lksf+XbPcBS5iqXqXF+T0rVvjowP7osoa8ucpXLNJ0dB1/fXjbf2VbJcphmZCmJIk+4nxZLZS2WeprM9uSihMsryRLurHuxzDZLD2T5Jxmq1H/JaQLb04slT+jZLLXVj+Wk7eUtWdp3lsvoojbp/ks2fHaWu2Yql89gOYnt+aSD3+0TVbM82gbSt/EcX714CGitfxntWJ/9GVLsX4IOv0z/XvrWy1iiE9k1IpjLTMCySKCDuhfLs2M9Wseh7s+S2zlVtMR8EUsblM33sSxUylePvKSYneWuSpYtKAtY3q6O7xLYno3drJBSX/D9WbaMYDo0niXrzKE95JyQgVtlqvCJWlGOZ8k6c5je5j+5AYU5yfsv/S/P8s56ux2PqYklHjaEjjoPT4+ltqr9S0kUIcuQD1tKt/NTWP+uY1kh5jIVLKMtJMdSUjQH9AV3lZwlKmx86xkOKJToVSzhTo5lxRSAK95DKqnO9hSXS3nBfAPLAp8IDxZcLGPHbMZXxx/hSMIyRf1LmG7dFKPZWCbV+ujxq5gdh5OGXDMS9WLZKUaL5XlpCUt+itGtWGoo6l9yLMkTASqOWxDxdSx3VbGEgWcAmmI05JYmZUltD2FJnghSU4wWy1MZlgVTjCZjKXsvXK2acsnVcftulkn/krIMnwhSU4zezBIr4qtjA47dymCKUSlLeUcb0C1YtquYZUPoYolFbg/d9Y1Y7urCMvJzJVTB7Z0vxfnQUAy3kb+TQtWjnyj2k0RU6PYCkhUsh/4WElUnloU/KwRuj5D8t9Pyi0XFP1erd99d+i/ldZwhOaiO67C8bP64lxs95D9paGsig1lqS8YydquL5a8u8y9TF3o6S+3nnkgy4LP+Klldy3JQIkNZXmV7BiWyWOolsljqJXJX/7LYdDSrmYJiVvvY8eLH6Wa1s2S2KrVYMluVGsgSDMvWGCXx1Uwsdw1i6T7ZYY1+ieJg2OPmw+gY+UlZatoeZsuz5Ifbohfu4ARmvV+gt7Pk6ziq/Yulk58d2sySfWvspcCy8G1IXp38S+7VV8b2DGDJNclsVuvUzY4zLC1XhX0wmH0FUcIX8DSujOXxCa9zB5b0mQ3cQaxcMq1lD5bwi81qneZiyRhxbu1koJlY7urjX/qPr0psz8YE+mN6LFF7SbPaoD52XJhB15iFs1Zh5W/z1dGlXbmUZzWlTnbcV59+EpfLDe5Y/ay+iaUl5VItq938S5DJnqpiGfhEWlntasenZHn2lRzHbsHym72pWHJSzGpflpOVS059fCJFeef3Hiwnt+OWZjDS19ukt7AMGvTDekYffKqk1X+pZibHsNyV6Ciq0kws+/mX3+95WNJfp98Vz6pYQ9/p+pUF1FIqZhn2UqG+jWCrUqPfj19bxze6uVg6zcRy1ztYgqaFaS9nt+N2Np9oWLnUHuf2Xzh47HpfnWPJZrVerxh/+SuGZcVVYppgfs+YRGI+kewqSU0wj2JQImB2O2llFsu6RLi2erGsS6Qfy12vYtnvKrveYHsGXGXXYqlylV2LpcpV1P3LP5xUrqyeiHZW1e34YqmnxVJPL2a5q49/+U71sePv1GKpp8VSRR37L1+njv1Er9NiqafFUlmLpZ6W7dFTGUtzquCCwWlu53fDh6C9kuveQEKW2Zsmp72DpcC/PG82C/N7AgfzCIBHn8kye2rpXUNwzKHFkq2oxjFiSDAtpsHHF0vCkm9F8QFQIh/LcpeMpXEIjPGITMjO0Ni+EHsr9kyWIjsOWDLNI/WKfoMNz9IdVbiT61XhXx4QsY9Dzg+j2zOq9VvlrtYtJPOJ3I4J/cVUBI82YGldAZVlej5V+JfnjpGxtDGW/Nk3VI0d/+64ZpOvumEEzsgslscONEEWtY6gSeWiL5aUpTsWmCRvTtDpDMGHsdzVyBI4QNDtsfT04DrPZfmMe7lai6WeFksVCfzLpYwEdnwpo8VST4ulshZLPS3bo6fFUk+LpYqgf+merdd3w7cA/lJai6WeFks9LZZ6+h+QqlxlYAyw8QAAAABJRU5ErkJggg==)
Демодулированный сигнал с выхода блока через регулятор громкости поступает на УНЧ, выполненный на микросхеме К174УН14 (рис.3). Кроме собственно УНЧ, в этот блок входит также и стабилизатор на 5в для питания приемника.
Высокая стабильность настройки приемника обеспечивается благодаря применению синтезатора частоты на основе 1508ПЛ1. Схема синтезатора показана на рис.4. Сигнал гетеродина блока УКВ через буферный усилитель поступает на вывод 10 DA1. Управляющее напряжение формируется на выводах 12, 13 и через фильтр НЧ R5, R6, R7, C9, C10 подается на варикапы для перестройки по диапазону. В коллекторную цепь VT1 включен светодиод, размещенный на передней панели приемника, который индицирует захват частоты синтезатором. Код, определяющий частоту настройки, загружается в синтезатор через выводы 2, 3, 4 DA1 с блока управления.
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)
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