Факультет фізичний
Кафедра прикладної фізики
КУРСОВА РОБОТА
на тему: «Дифузія водню в тонких металевих мембранах»
Студентки курсу, групи
напряму підготовки
спеціальності
(ініціали та прізвище) Національна шкала __________________
Кількість балів: ____ Оцінка: ECTS ____ Керівник, викл. П.Ю. Долгорукий
(посада,вчене звання,науковий ступінь) Члени комісії
(підпис) (ПІП)
(підпис) (ПІП)
(підпис) (ПІП)
Зміст
Вступ 3
1.Дифузія і її закономірності 4
1.1Явища супроводжуючі дифузію 4
1.2Явище дифузії 8
1.3Кількісні закономірності дифузії. Закони Фіка. 10
2.Дифузія водню в металах 17
2.1Особливості проникнення атомарного водню 17
2.2 Феноменологічні моделі воднепроникності 19
2.2.1 Гранична задача I роду 19
2.2.2 Oпис кінетики взаємодії водню з металами 20
2.2.3 Зауваження про моделі воднепроникності 22
2.3 Механізми дифузії водню в металах 23
Висновки 25
Вступ
Специфічні особливості сплавів металів з атомарним воднем, що визначають величезний інтерес до них в усьому світі, у великій мірі обумовлені їх унікальними дифузійними властивостями.
Нині для розрахунків електронної структури водню, що взаємодіє з металом як в об'ємі, так і при адсорбції на поверхні, використовуються різні теоретичні підходи. Всі ці методи, що базуються на різних вихідних передумовах і наближеннях, мають одну спільну рису: в основі всіх теоретичних підходів лежить так званий формалізм функціонала щільності, за допомогою якого визначається ефективна середу або ефективний одночасткову потенціал.
Великий прогрес був досягнутий протягом останнього часу в розумінні характеру взаємодії водню з металом, включаючи енергетичні характеристики цієї взаємодії, за допомогою самоузгодженої теорії неоднорідного електронного газу, в якій не враховується реальна структура металу, але коректно враховується міжелектронна взаємодія, включаючи ефекти обміну та кореляції.
Також як відомо, процесу дифузії передує адсорбція атомарного газу на поверхні металу, в подальшому після дифузії здійснюється явище розчинення, тому розгляд і розуміння дифузії слід почати з розгляду саме з супроводжуючих процесів, адсорбції і розчинення.
Дифузія і її закономірності
Явища супроводжуючі дифузію
Адсорбція водню твердими тілами, особливо металевими поверхнями, тісно пов'язана з явищами каталізу, корозії та ін. Важливе значення мають явища адсорбції у вакуумній техніці. За даними мас-спектрографічні аналізу, водень є основним газом, присутнім в електронних лампах.
Поверхнева фізична адсорбція не є специфічною для якого-небудь газу. Всі гази адсорбуються приблизно однаковою мірою, і адсорбція залежить головним чином від природи поверхні адсорбенту. Процес фізичної адсорбції протікає з великою швидкістю і повністю звернемо.
Зі збільшенням тиску фізична адсорбція підвищується, наближаючись до деякому значенню, зазвичай відповідному мономолекулярному шару газу.
Як приклад на рис. 1.1 наведені ізотерми фізичної адсорбції водню залізом. У більшості випадків навіть при низьких тисках спостерігається значна адсорбція водню металами, яка зростає з підвищенням тиску.
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)
Рис1.1: Ізотерми адсорбції водню залізом, відновлення при 450 ° С З підвищенням температури фізична адсорбція знижується. На рис. 3 приведена ізобара адсорбції водню залізом при тиску 760 мм рт. ст. Для області низьких температур починаючи з -200° С характерна фізична адсорбція (крива А). Аналогічний характер мають ізобари фізичної адсорбції для інших досліджених систем.
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SM0Y5SPd3RjtI93dGOP+7ujHKR7vdjHKR7u6HXEU12aElXGSndGPOeondGOveqjdGPudmndGPr7JO6Mfd9RO6LKc76UJ3Rj7nZp3Qy4qVZSEk9V6hc6Q2BhcaM0jpT9Iz2dd7RNNJRf0bVuflv2dU5tTfq1CfiN/SNLaPzX/wDMcn6xvqVqlfOE9F/R9UnZeJIZWtNtYplZ96IrBKx+JJTt4FyaQtkSkK0laYS4kEBQnbw0P+JRf0fVuflv2dUvai/VqBtN/SdW3+a/Osc+M31J1StkDNK/o+rTehKmFltXJcRxrdI4D4gKLUhXbcquYJ4M1uCcJudeVvLHGnO2fpnw0T+JRf0f8Dn5b9nVL2pv1fw4+I37+rRtVfnWOfGb6k6pWyE39H1ab1VR1S1IlWZuhSM4PA54lBqWV21kOCyK12U6hVorJkeGj/xCNt+zql7U37OqXtRfq/hx8Rv3tUjaq/8A5i/jN9SdUrYY+V/R9WNl6pbC08c1ihYsJ0EfWBdDNeUiFSZCwiQm25VcwT+eeGwAvB+05X9eFjXt7b9jVL2pv2dUvai//wDzz9t+9qm9qr8T89fxG+pWqV8/0FH1Q2XplbLNkhQUiQBsM5z3Qt0MB2ZBmk1VpyWGEcrkjl4f68CGWlqQpSSRIA1jZLD1mGte38Qv2dUvam9aaYCCtcya2CXo0kQlagm2fJ6Ya1S9qL25glxWVLYrEdUXdYW2mUzWTaOkCFuNOIWLkBYbcJyQVrICRhJgoEwZTkpJTZwYOF7VI2q4cl4dY58Z4MHBg4KTqlbI039G1adl6aQUPXRX7Vs2p9EIrruhlyqspwt4vUhsHyk8ZI9EvvPCFKWharZqbwHgbUtu0PKcU5MHoA9kJAMiXUSP/IRz7PYnvRz7PYnvRz7HYnvRz7PYnvRz7PYnvRjDPYnvQ345rkK/ZHR/ujGWum4/9oxlrsT3o4z7ZGhoj83BSq6a7gFxaRltE59Zw6IbQozUAB0mUNXNbUrmrCknzdPRHPMdke9HPMdie9HPMdie9CwHWg2yqRIRyzK3LkiqyaKE5rmU/OOM5R5aEnfCnDUFRANdsqCwCrdOKMaNKa3QaoVzicMzn6Yoy0NrQkK5bqLDMSl7cMcuj+od8WKovqq3xOvRfVO+OVRfUVvh2Xg9a5owzzq+scuiT/CrfBl4JLJyotTRPWVHIonrK3RyaJ66t0cZFG9Cjug1UMctzCs+cdEciiesrdErnRfXVujmqN2h3RzLHanuxzVH7U92KRXaZlcjOThzdEcwx6Xj3Yxdkfzj3Y5hjtT3YxZrtvpGJt9t9IxRvtvpGLNdF2/6xR9UnZe1kuvNFVqqqv6+yAFKmQLTKU4U41SFAnClfGTBLwAWlRSqWCzp4Wde38V+1R3BMNNFZkcM5ROhvyH+k7NSd4hSXmXG3EcsBNYJ6oaTRQhanAVBSuSE2b4W062lLiJTkbDpHV7OFnVL2o4QogkqNVKRlOaJDhVqRtMUmkEBK7opBKSU1R92+mEspoqpqbq1iQEywT+xH9sZLH+/lI64rIVNOQgz4XdU3tVw3C6ouvm3h1rnxm+pOqVshPRf0bVp2Xrj3hDrRWOUrkDJCCtSFL8opwTgXGklD0ubOBQ6PmIC3EVFzIKZzlbLhb1zfxC/U84mS3boP+IKQNnA8m4OuV1laVJlL0zOiUBxt+q9bxMLYHm6IV4cLm4s855BzAHJ6YKGC1USBNauNafpthTjwDZbNVwZvuzrhNUmsltVikkYSnPw3ZyVRsVWhOfSbyX7iftiu4ylSs5+7eEuUBwMqOFGFCt0BumouC/P8hXpj2w9qkbVcC3Qm0DijOc2yGgVKUpokznylHCT1m8VrXPjN9SdUrYYTLBK/o2rTsvVOKUVUcYUlOASwzgVKlS0JqESI0SgtKbYdSLQ2TJfSI4rbiJknxhmZ+3hb1zfxC+ddkOKkn05Io5Il4pcx6t5ohTlHJZKxaAJp6t0JrseEJDhcW4g2qsPk/eCElu6KQhBBUG1G0kZuiAlNIbJVgAUIUhYU1RE2YbXfpGa8Wf3At9JvSlYCgchExCnqI7JtIKiyu1MsNkGnOFFVQTWbq2pE8/p4LnM5DMYc/yhVWfHNYkm03i9a58ZvqVqlfOE9F/R9UnZfCWDNBYpCVcUc4U2D05PZASl0uidilKrHDwt61v4hfIZVOTrqEWdMM6pe1N+tNxcXduOktieAAEbOuCpSAhxa1KVlyzlfL1CdpvpHqhVFU6s0ZKEmpltJkJ6JR4l8UhvzXuV60XI0VwUn/T+uCUKQpKm3UiZSfkbxR/eufGYwXtJ1SthhPRf0XVp2Xrt0aBbRLkr49uiK8lj8QlASmkNhyQ8U6bD6c/XFUoCLSQgGctE+FsIlXLiauay35RcnaiqyCUqSJZpznPOL1mueOFVkpnhlZDOrXtRfs6pzam//kfO/e1SNquBDlHUhK27JKwEGUeEeEBp2rUFRNYVfTH9qo00f6rFsvRhjxLyVnNl9vA5rXPiN9SdUrZCOj5X9H1ab1KlUW6iXLEpp+9EBaHVOpOBShL5CCzXYNZI8S6OXhy/1gJuJZl5B+nAlvQXHFeYkfe2AUKKCVIqqlg4wi70hRU9xkf7U2y+V62jzWCrrIhnVL2ov2dU5tTfrH7gbTfv6pG1V745oE+dljxFMug8ykCfthV2ozyZOKKlpTWSONn0R4lxC5ZjgvaTqlbIb/COHLeUfVi9bW5dEmVixOQ6ZWQoNPXbjTKrMJ6ILXgofYq8a0TB6D6IFwnc5mU5/PTwBlxCP7Qus6tM+SJWRxeVdESn+MRSmk3KRVdROflf0jk0WX4jui1NFnl4yt0f4b3hHJonrK3Qp6qxyAjlndDfEYnUXLjHOnRHIovrndHNUbtDujm6L66t0c1Ru0O6Oao/aHdHNUftT3Ya8UzO5r/aHOn/AGxK4sdqe7HNUftT3Y5hn0PHuxzDHbHuxawx2p7scyx2p7sWss1rl/qnP0RzLHbHuxzLHbHuxzDHbHuxzDHbHuxzLHbHuxzDI/nHuw94lmdzR+0OdWiOao/anuxa1R+1PdjF2O2PdjmWO2PdjmWO1PdjmWO2PdhdVprnF4XD5x0RNdDo9bDWS6QfhjiUhpSPNdUVHrlADv8A4+edaVTGwx4oUZcxkfM/hjmGe2Pdh8LYbq3NUyHdHRCJUdqUrPHHuwT4I3PQ9h9kYo3230jFG+2+kYo3230jEkD+d9IxFPb/AEijatOy8U4vkptMCpTgkg5poPT/AFgJXUw2VMAE7BCFvVkKwJdAI9FmwwahWquoqJWmRJy2cI1rfxiGlNtFxVzIdlmyaMM4C0zlpEjMZ4LjhkhMPOqcCqyEGok8jDZ7OClCfESpITosthjVL2pv2dUvam/UMlwG0372qRtVfua5z4jeTeaSTnyx/Zqa5+F3jj6Q+h+jIWC2eOyrRmMISpwtKlyXEyishQUDlBmOAFcyVWBKRMnohVSsCnlJUCCOGj/gF6qpdG6oks3EqblpEJkpBE1GaOSLSeqAlcwQZpULCDogJdcuivOlL2cI1rfxiHKQhIcukhUrSJIzROtNSlEr/FlFuaGyrAgzA05OqHXE8pyU9nBTD+/+QhjVL2pv2dUvam/0XD81+9qkbVX69c58RvqRqlbICVpSoSwETEKU1dKOo4SyurOGmfCytDk7SgVhK2w74SElVIqsmxRAUJkaNEUgoYQkhCE8dfScnTBUU1FJUUqSTOqRp4KP+AXpWkUoESrratB9B2yhSlLaWlaqwU2JWSyx4OUKGSvknhl1QShQMjJUrbc3CNY38Yht1puvIKSRMA2ytt6IpDzVHTUUQgpcVIkiw5/sQl1OBQy8NIry8W+pA6IY1bn5b9nVL2pv1fw4+I39J1aPzX7muc+I31K1Sthgfh4KixMfPPZDvhNWqpCapdVhz4fRCnaO+UtrVxbomtNI+yOiUVKxUSSpSjhJz8DH4b0iRQptIk6lcifRm6dMOeNuhUualSlbYPlFRKpKXIismqVZjphdZwrUtUyVAZpZOjh/mN/GOBaqMtpIWa1RaMvTOEoTYtriuJOEK4ab/FLhjVubU37OqXtTf6PB/wA1+/qkbVX69Lzh9431J1athhv8I4eMkKGkTvKN+C8JbSFrGATlOJP0RK1tgGuy7xvRgjxNe1XGuk61bTABto6uS3SxKzQu32wUuirImrxq3F08FZRCQMJJkIwiRW38Q4fCqMPHDlJwXRP3ggONmw5Dk0cFI4iU1H1I4uXBb0wxq17U37Oqc2pv5/8A15e9fv6tvaq/XrXPiMKXLkicuiEOhJFYAyN5SdUrZDf4Rf0f8F5ZaYWmkUBwLZt4ixMDRg9kTAdFY1jdTxs26DXbVQ0k8lXjWv8Ar7IIWWyFKrIqckA5vvLwPOFsOoo/ESnDWcP37TDTU51C0mf/ACF4aTROWeW1gDm4wpytUCOWFWFPTFKbtS4XlOVVCRkZWxR9W5+W/Z1S9qL+t+5l7b9/Vo2qv165fxm+pGqVsMN9F+x0XtR0dChhHQYAecDi/Oq1fZwVW0BIwyAlwBddyVcuVCbKx9sVUEBUweoz+Ucwz2x7sYm2f530j9Xp7cboxFM812+kNveBortHDdeUPu2GXm6KpIarTupqzn1wlzwJMwCOe6NGiP1cD/OEfq3/AN6Y/Vv/ALkx+rldqmP1crtUx+r19qmG3PATxUqErqMst0Yg52id8Yg566N8Yi566N8Yk71o3xiT3rI3xiT3rp3xdvA3p1KvKRn6YxJ71kb4xJ71kb4xJ/rTvjE3+tPejE3+tG+MSe60b4cc8De4yEpwpyT06YxN7rRvjEnvc3xbQqV6JfIxiVK6gPnGJUj3d8YlSPd3wUmiPma1K8nKenTGJ0n3d8YlS/VTvjEaZ2cYjTeyjEaX2Y3wtHgdM4ySObhKfAaXYP8ATG+MSpvZ/WMSpnYxidM7GMTpnYxilL7Exi1L7EwxPDUtnh/QlUlGWRIn7IMm3Uy89BE4ddC3XQhMlEkmusmwAYOrPC5OLceuYmkrsLijZIejqh0BxwpbbSlUyeMrP0yl18KeI6qfmpJl0xR0JWpOFS5YKun0y9sNUm7FCVuzAnZcgDk0/MRRV13ErdUV1PJSjTpwem+pSml1EsIwyHGXKcIukq8hXlgnlvVrrVaqSZyng0QhtTtRaWbo8uryfln6oSK9yKWa7zlXLm2kwytZmtSQT1XniVJE5BAImVqJ2Q6GFBNyTbNM6yjgT95xC7hIXNSUW+WokWdV5ZD7j6g7VkE1EymrAR1yE4dSuo44irIIEuMrJaeiHm3FIXc6toTK0zs+894VLVJIEyTkhKHG5Fc15qick9MMkhFxdrqHFtCRgJthgSTcngpcpcZKcmW8cdwlIs0n+sCtUU8pQSgAECft+xDiQG1v3e5IkDI6T95IfukuI6pCZZQP0KhRyLqbASZQylDTIuTk6lfJLPLDMzhCk1FrrqWuZIBJEhnyRUrVlYVKzk4TeUydW6OgpRb5MrNph1amqiikNoaSvAifG0W/KF0h5JQqVRtE5yGX70XzbT7dRKV13VEglxU53zTYALdcKc6MI6zDjTjXi3HZqXWwgZPZth2jqbcAceJdcJsq5ALcwAvS4+y4lSZhFZPFSN8IS60WpLLjtby1aNG4QzdW1NhqajWPLWcvRabweIW+lZqqSkTMrYogUytSApSyhtNaSsg9p6oaceQtyxSzc0k+MMvlYJxWdsdcJWu8QhBTKuCoK8oYZRSXXwSpxQSUIT5AVKz2w7SFJW2g1WkiqZhufGshdKqkJIqNpIkav9dl4hp1pxyyuhMuKo5oobC5koaISq0ivZ8oqq49IuXixkUtSuN7ZQhqcyMJznL7f72WbiuYwqmJSyHDPJBbCk1vNBtH6Ss0tKhPCIAbcMzMjikBUsNsrfR/kODgwfoqxsAyw7TAnxz3GSJehA2dcBzlrQi5jSqfzMUaiuL4wfKHZm0ymrdFJWq3/DtCeFR+uyKi1pDCPEJCrSTo09cPqIrWeDsg+ccJ69kOqJWaviGRXIrLwT69hgMXVdSjN13VJVIk5BtMNF1btZpsuvTUo+j782GEvKq1Z0h63kjCB95oQ+6pyslpTzyZmVvJTm/pDDaqQ7dSLq6kLslm6/nElYDhhuhtAID6pGXmgW+wARWbPNTbs8nBu/y4oWmaTkMVUJCQMkWxyRyp4MsXQITXJnOVuaEjlrFtci059sXW4t18NaqJwrijjYbMMOCohSlJwKy5pwtK6qLqoV0onyR5O/0wtso4quVaZn5xdA34zzzaes2wErXXVaSrSTP5wmtOabUkKII6oCG0hKRgA/yX0/PgEHgP6Yf3n//EACkQAAEDAgUEAwEBAQEAAAAAAAEAESExQRBRYXGBkaGx8CDB0eHxQDD/2gAIAQEAAT8h/wCFwLpwLpwLpwLpwLpwL4ACn36Ki/ROFy6YOnTp06fQrhcLhcLhcLhcLhSuVygXT8Id0+LgX+Tpxr0TjXomarhbFKeFsC2BTkFwQLp0+2q4ap+uSyai61XWqnWuIy8Z5JtN15tnh/ZuroGn7dC37dZft8X/AFNZgYyxikZLv+MaZN8BZUfC3mV1+VN61RALszM5G/c4nQjmCziHmvJiJsAZoGTSS1Hw4NrrhVU6qdcHIy9JimLRQUyXRNsmXr2XtVYv5w33lbrXkhjbioXVe0WxZNoLrVUYdE0UB4+Fu6bQJjkFwXUrotiy2L4tSFxx8M43wIkkZzJZgKQrYhsuFSOeFKsFM+4HktXCGaBWLfSHcnBxkIEgRBqjOlURRTqzZgC0hFmsHonDkE3XG7fKNlBdeBKbO0UfqJXZ8xTThHRXG6oC0F6qV2BQDPnJ2LQucEjIbfiCj9NH+GgwBoprJIKqNwKggdZEivEcET9grSoeVjByA8omjkardWgZ+xcSk01tPMaJArZLH4lOWe9q3k831rP1YCk48az+beJoHZIpfhzChJQG6Ix7OkRBRblH6PTVJ+0UhcnEecBVRV4OY8/0qMqQKtmSmoKaJ/WwM8h64PSYKy2QVf8AEXT3muGE5KfU9E+uPUrQHEXe6GJ+eCBuqi9Pg/rL0zX4HzovPlCf6iMycw+HT9GLoovVk6Tvph3ffEenNVUA/AFSndJDtUo06JIdEd7hEoyMHZaWRvVk0dtAseU65bMp1g1+6LyrqhbbCF1Q04ITvYqk/wCJ9StPK9ZNoeqvyrXfRBynwq/qrTdUX7kv3JAO/tqr4M0R1wYEChV7PXDkoOU69VwuD1wVf1CQROTX+KLVUQXmberez4XX4dnVAOgldqY31Us9drqLbgHBUTCHmbFEEFxGZ+gkjsw+dwciP9L0qDfeVwpwVuu29ld177NKUBclcleHVXodMKLb2S/+L0ThajPGWIPkIOvylpfLbhA1mP5PM+6hiuw8YtkE2gwFjmPhy9VfWyN4HCeYgUKd6wicQTDW0sprR04tPgwgaQ3jDqjXjJXA2WzHJWYyKIZ12WfpTNIJWzFa4ezZU3bkqLlwr2B0wyesr4Wbti51sEqLH4Bv1EKMs78kf4FIq46TY5tJbKBi46lMLgMv4h+qXR/gHS7J0HoIkyAghDUAhF2SHiPQbIgkQW9R8DaBTK+UvsfK45U8TmmEwGZqYdWX6irg0wRsUZCFZ+aJtAuj1UjGhi8Ih7A7/Cec1rvgLRQdMB6UGcI62P7zj6HJICKMGlZ/eE6jdcHVxZfrys58UGUgUTgInKnFAjHw3VKOO6PMmoDFujfhhOWd0XwCFB0EDtG4dUWNcWr+XRFfy+EaREqaLhdF1qnILx4ARJ9B0A1MhoIoI0IY8qv76LoRH0q5ZhNl3TRdkmIM7EHjCUKD9dycEBGWeAwQSRXCw5gCJCjILgmOQTKVKYUwbD2qjTNBrDQq6/i6C6ugAVIgydWTaMG0Mt2F1kW7s0UHDMELS+H8K5e/xBH5Ri+BrdVFrDnGACnbIozLVR6m1k33tKOL+ZCMwNQqhXRoLj4Ei9ZjsZOI0EmDscrBX9mgEAfCY/Qeyh/EUkRzkV/yRbpIFBAtZAU64DPiYufsCASE2nIQ1hMQTAD8iZ7G/ijdnzTqtTEDShk7hAIgg3u0D2atJIY0d6DrRJgEuA9SC/kQQCEo57EJjC1k3d1CMCTcrSWkNWCTC3o6JpvQXQzk5jUD9F+Kc6qBAkzi0iHaabyORn2OgdBoJBUbIAkr4HnGypPJ3dnFnK8A4HQaI1QNxaKVvPX89d58rAAIGdeEoR5MRmEJ8ok64oXOxYMESxABQMNkNYQx5TNjUEG6oyK9lOSGtJqcEzimXVecHZo/oZ2HEAETZ1PWg/wSiB3zcSr2J4UoGBVFaEW0xyhmnUIyqcDnJVUPsGoHogAFhgJYBH/Fdc+gqHgkTRa5uRk9YRiZW9JZDbHsklqKcoGAMHlClVIw5+smstel13dt106rQnmqaA2ZwZwt3wn07KaewastoqHB9VSJUiqFHPlfjsR/yMDwAjFczMiiZoBiZXMiahb66gj71JAR+rqjbUEqibbBVXetFXJXQUWlDM6vUeVdXUOCBhBQEIhSMgfC7BUKTogcWlxEPsHJENCQDMgAFE3xv4IZZu7EP8lT1pEKYQ4ks1SyIzk0dQ1NbKi5K7bKUOoFGxYz3Go/6V2dO19Jupm6GHR/RPP+BVsWcpnmDY18I7yjPFTjuwOpCyANgJHhO99cNvgpXozV4YsrqnSWBmWHC2Z8HoXdSQN9Hoh++VaF2NiofKobJkXQHaRUdXzKIAABAIeVQKgg38Pxnlug2AnnRdP4nJdUL6JFHJkfSjF+SuV/IUmhaTewiSfEnyJwh3vKd6KpOHuFXUOlLlNjqQR6NFxiq4iiAyL7QQEISrowRPCMEFwDCfXn4gARsXsKdaWwFhRCzQydSz2zK3QYJsXgjezYy0lp/qDmC7pma8h9lmj8wuXFgILD1S7iVhcH9hXT6DZSGc0TaJ9eV70XQWZepyQnLYhtRVyXAf7RVW/zAK9fKyuhniNfu+D1IAAMgBQQAGojpq1R5FncBdkfWR/FdVw668p6SJWUdUILLolJ7ApvRUtXVXnPBatqp7+VdHNB5sSILUkhhacBikpFdUKNlfrus1qqOSj9Zbwr6p9MDAIDDEroA2ORFQKmQGh2BM0CvKJdkBtIuQoAChmLA0IIIqvQXfAwyYgmQ0UUZasu7aq3hUVCk7X4RvIRl/tP0Wfe6P4g8bfIV7nQcRDN1oIQFNjmOCjvGwtAaWId/wCLR5fqErSckU+/37ir0Yk8MBm2tABIXX2uU8oBjBMY4Hbs+CzfKYWd4TTQJ9MHm6qkN1k37CblT/F2JpQGSgYWtM03K8+FaOxRd74TZmqA5Itb4DiRQI8c4QK52NxfZQ4mpIQ3Ut0GaQVN0yV6lfn1XWTcRZP6RgvTdP8AQrWTtTqt+qdk+tIqjyhbJlEepiX7LhQJpuAuKqH6QZIZQ2wtOBJzfRkAgQXAEBbZ1E4iQmUAvSAAg8myHd4eHgduUIjB8BoHgBqxftl1ZcLqnVqOycL6wSUXUsm0Qspb9WwbFeQJuhurfSMv5xE2uPS7TyXReclde+wmnk3T6yrcoiTRPFVM5CQHIVvBp3IZTJmilEnggJxITX4J5VC5K/hZjN0kub9CpwV+V+FOqP4qnlCZ6ojX4EeBiGTe03hHOE4Z3gIxmsSB5G8llq4wQZz4GVN/TGogM4jqjoARbUPCgKtpDq/okbKLnQobIQDJjxFKpCu+IMkk+SqVjGw38CNcaz4LPsSuaQpj8Ff7pKxa0Im/iT3Ug4Ytdl2KE6AFKO31gcukBk1WeSZqhNU4EDZMhH/ZQX98hlYTRNmc7Jg2Fv5rSJmNChDQzSlTg6aFkhHO1NSq4CzNVO4UaaMjlJko0LMe7BAr4wIAEaiQUfbQNEs+yWdQLLqzwECCPklS0HlyXWVsUTgokbUVPtaEUum2qZsTXhEcYBM1AqNHPxh0fgpgwJkKQdk94L2NfJDBa5BBqYPCLP8AFBbtazuxNcPc5IczuQ63HhsgIDNC/wAgkp/wY4Di3ewPucBTOD+yfJTJqp3XVt7on0TnJP6ypU9TDXdcnDd1KPrRRT6xmpC57/1b1XfB0KV2zTNeU6nlbU0XrhdKo5KfUBSLhD3bi0OQq1tl8D1BDRkmIH3CznMVmdEA0HuhXugKnJ6cgROcDET1BRVCUdPGLuUzgw72KiPtkmx2BpdCQvBYaLAaEdN/Oz3Q7EdW3cExWv0Q/SJOGgfyBlLnTRGCb7CoYrMkO2Tk6bhSpFkb5BiumtUkhuy5XkvQFuifh74MqmN09E/WS2utlQZDCn2V1TQMtfXC/rKgqAjP+LWN10aUeuqHRh5/icusiVZCx9VXVbqWw9ITpfU1Ce72Qi7gDMbUTP0gHjDQSgh+lRJTgsB3ZFGk8BGMxhcoHUBmCTZFt/C7onPcBhCvWixDoaFqCixhAh0M4K46qBMp7QFUvY7ob61QJ6OFMTDGJsKP6VUTgtaDNEE0Q8YGI0KKvbNHDcEBoAH6Vz/sR15TaFfuynTpdOhpCjKWlWflxdN20w85K6yUImMq+0Xhc9k+vRXRRMzBm6Zo+nCqfJXQEGNyjC25zV9fgEOWaPCvdADpLiWIyDQUyQCh0gw9RSUevDtMMkEehVGY1FG64Lf25xP+Qr8oN48gJbPUiYP5qZQMEdvCdDCgSElW2Uf4E5JW7hU3EKb3RPQRyLHUsuQ7z1hh9y5dZ9K4ZHuyEOrNJN1t2TaRg8hSp0mLrJu4nDL9X+Qv1X8oAl1SQzdbwqqBbvTDZZ/lTDZY2erK6lMaYYXVV10xEm4SNHtMl7VA0l0EgQLhCGLnDlSey643QV5TsFum+HtUuQdU6HXHyLpXhEhKlpQcUGwkn0RlLgsddXRjYAAnnBwneMcEJQCxywFjrmVjZMSdy1Q9BObYEIVEkdlpj9T+iu51Taab4ZbxCoEJw6r2F0MTFVrVZtC2nRetdXv8M0p175fEWZv4ob/KnPSCtVKDHC20jT4dw9yt/QfKwsu1YxNdVAWMiJZ1KDaOoxOSOrDa8ZzdEKzEjKOdDm0IxDIp04OtVKup3BKLez2cBD+A7MzJsXEYiQFU53X2pz7NM5AijwDBtGMKp9Dv8nVbjv4ksn/xfS77KyV3QpwbbCFtsIW2whFxfLasqJmSPz8Xlk5CJbXx8rCVLd+T8ZaYdBKZEXgs+ZTa+a0CuZcE5QAALOGjm1RQ1XJo40GXtAQIRsFlk3aoVe6Cg3ncMAlghhGrH7IEiIuJQZIRVLubdyA5B1/80bwdUO36Xkber/sj6L5Wjs5fKqTNRDqk6ESO/khZXTIq3Jk6j9xi7gjIgkRA6KbS9dmwOkoCgQH5Jb011YFHYr7YE0vLA38pf8lbVOitibFpOWU1+SYUR/8AD+ovrN7ugQPVmUCXaDUN0dJGw4JZL8ayqc+QrqSuY3SYISJLJ5/8TJECST6EQmOvEnRSB2MM0WUQeRoRg1nDADuhTLE0BXJxAOZ7b/JFASEYgCAfYg+D2WQEsSdAOgF7B02IoG6WZSqh8093iq5lXsjSHPgvLA5sI6qQi7QYOlP62DNSjSBFCkSEwgAakBeIhogw4AGEAKifZpLkU/lXqocRV4EGgBGDYI6eKaoEBCHhssIZAEOumE6Oh6VJoO0PRASBkZbOfkEI/oSwF7iSfJEtYEGEAzDok5BPqMB/MqEmoUbqdA30odsBkQqizOLXRvVTQDZ5OZwnmWUsrqAxCq2QEN5O5dM5gJKMmkgxoAnYl2QG3PQNqP8AxBvgoJmd0SQoRAmIFXoAn/DyO1hEBBkEciTT12ICVNYK8iDdyco9IB47Cq4AhvgYc6c0OT4fHblPUUjAIBrO1dkcLRlxgM+Yuj5gECQWGBjVgIfhsODDBhFdSCUmec7Mp0ByvGInkWQLUCtURY3LwqWQ0ruIGgsUHyiSjunh/oWrYmm6soMWdk9NkuNNWgqIflhnksAGGTiI0sBACYJoOAw4V7VVmwD1CHHAMjhPgNScPOaQ7lFHAkQMrt08AJxwcMoCpaz9gfAI5a1NGDHeUdI9YomNGTuCiDeFHBJAS08CIZKt5ekur/h65qZtg0UB4TaCqa0Uou29k+zLrgAoUYNRn6ghA0cZIPQRLZlSn0T6J03uuLp5TgHJAiSjYdsJIBRdoIOgAkOOynNc1+rucO1sHnJSnORTPX4SnVvtVj5cG11wb3XWqtXQyv8ADKr4qjq1MG0JjkE2hlfVUu264Ci9NVGQ1XlaE94/iz8IyIAnOhTBFw4zaenInmHhF4KnNlP2TBVYBmGEtQhyalkBVHqbmjxp7gzgk5GQ+Qpm5oHa5zd1RnQSOhmjqpQMoK82ySEF58CdaD4UiK2sUABl6ZqEvRyoAIiDALAwNUJdXMkcgWEBsEPRAgYDdNokJsfRDNRGJ0e4G4KuxC1hayFfu61kprVi+Glsv+Lg2uuDe661UxVZVXfdUo2wV0LfiFvxZMOy0W3RHKp1yXlZKzMsl3K7hTyh86+8giczLJnIYHtogIABsM+TdH0mFcbkaM8lICXJDOSZ2hzdSevKoYGgZgrEHJ1PRhAGu7VCByOJJyI7G6CQ88hB3ugKEiCFjr50nA5BHsr1v+PyDz/wryHyuxC7E4dif/bufr/p/9oACAEBAAAAEP8A/wCAbBAA3f8AU2Q5N2f/AO+fzfaw2L3mdbiNsMx0w+962j/653/PeYXfa7vj9/Nmp7fb/wDP+PI/Gx3v/wDbo9++Dyr3fa9+y2WPXqJ1k/LTsvrLJsx+kvVA7Qism/fXAbgoTn30bJinu41Q+9WSd1dFTbH+gK9Hj6dAs4vJ/duuiQNsiVJGAvapk6Uw6jI3lo8/d4dcQR+IS/8APLAmi4u++E3H/Fown7PFYUqh/wDTn/R3b/t//n/77wJQq9yN9r/X+nvowfer/wD6eOXru16//wDs77/4/wDp+N9i9P8AFf8A/wCk+9/EJ/8A/wB//wC//wD/AP8A/wD/AP/EACkQAQACAgECBQQDAQEAAAAAAAERIQAxQVFhcYGRofAQscHRIOHxQDD/2gAIAQEAAT8Q/wCFkSCCWXRjIkEEsujGRIIJZdGMiQQSy6MZEggll0YyJBBLLoySYmzjAJJTrD1jAsRte2RtHqdJyyKmY3zE5GJiHi6Tk2F66YBjdk2YBjdk2YBjdk2YBjdk2YBjdk2ZKu10yW7bji++S3bccX3yW7bji++S3bccX3yW7bji++S3bccX3yW7bji++S3bccX3yW7bji++RSXTwbyGrbni+2Q1bc8X2yhR3RkHplAkZdYrtjWlIeXnHrgFYSmHt9WRIIJZdGSSk2XH8UTG3mCY+TkyVbu+c4M6t3fOckNWTZHTr45LdtxxffApQZmIS+evJeLKgiuc5oEFmGdZP9jv4dMn+x38OmGs9y/6yxoPjMV+8iUqMoxs9MoSgExvvBh1o4tpqsNJRFW01Xvku3CHDE24WJLAhGZ9fJy+6Oyx/F+2X3R2WP4v2zzI7LP1ftkIiWLem8ZN6lgCInnx365eYonx7zHDOKIqkJSmlfvLKIvThGum4MmbthOgibIfI+iTZKwAAC9E/KMrjF9Ylj3r7YG6bdT8Hfn0xHM56/B359MmoITMWfB359PqAHYGm1Hqb6+mESyqFDudjVfWKMhcEio0deMiZRIjpq4/PTf8ZREJiCbmJRfT+EOxoZt1pfnvkrcS0cMvT54/wl02WCTO4vGZ0rEvy/vCdbvb0+V/BtBaYiJ3vJUmkUJL1CfL1yTTeQHxxRRTlHVbOOPqgfcUsPGHFnTgVKdBrG+dTjpGBMsuMc1+foDXxHx9fzgWWG7Yefzl9VoosJ6eGCIYPUUdv4yhS2Ohcfv6UVsGEbnwi+cAhaUtq6Pv6/WCShQTCDgj5rGJWFplIrx9XJGhIrERfz74QqIKCGgMlYZNHcntPyc6yRLzy4xnQBCb11vj6buALIU6Pa8hakyWlB+f8y2dtkTfXpkoZZD3eefb6pEiAFAWHY+axmXu3Vf1gm4QmQEb6++EDTXsfDjjE6TmBzvt324qWQjZNRO/TAlDAOhBzXpk3bQjMJefJ+T/AAl6modW9Q+WRWKpTyd++WTfI7508dMiCqdHg1x/mMwi8kaW6BrIlJEi+WEDTXsfDjjGREte58OefqCKAYCFGCz/ADIogMqg0uxmK/ggoJCwI3q/T6FHCGxCLxEnTawdCEVKYBeb39/pTLRKsRJyl1cYizGUm1I0nhQ+iQNMS32eTjhfWUY8a9Bcv/DcT2BJMKV+TjPNH1zx398eKRYqfBaYJAqBAM9chSvwM3CUWWydbyHHdKdoHYZehgYj7D7cd2JCbiHXxTMyJQ+2QRL56iuvz65IA4VGjesMNFpz/snAwYBiXo/W5nrjXmtm34jOK3oUfbkNIjXQp5wOd/JGnLrgIhZ/D1wRCSPDiefj6og9OB644dMunJSL+qu3b3/IyWQwzGxHbKZM/hiSse4faMwgnOZPnzwDcj11M9P1cIYdGpGu2/GTkrZJNnoZAI9oSnzvBhTL7uPRbvO98+d9u2Ev6h8nGDxJ8wBEu2F3koYLIkk7xr2xJdS9/Z9uad4O7dZLsj48DCViWIGT5qcBMBIrDW5/eMNFBeYq6vk4pCku3Ib9+L3IlMHh92UTX+DF63OSeTV0n2+3IkElCTpwCpVkQjL046/USsmkSMb8/pOGKKoTO95eo4Ypg3oVP6f7lnIHAh1P3wQBFChIRjImWGyFMVkoElrxeAQhs98mk8D6CVQdEHpeEwhZYCjvueWSJqBXyvw8XFovCJKqfzvwySomxmY5wwkCB6J36XGLLHIGvPpkkqSKnq189c3mCSsBLBv3+th0jsWem/TEsah9TEKExMJZOpM1gEOCIA449vqtJIshPxvFYFOBGYK5785YbECZhvtX8BMRzZK1XvlC67mKefD+DypKZ1EdcsYUJQLrk1PjmimRl5EnHriFAVug6/jz9IQvIEhbHEfN/UlF3NiSlTFawCgM9M5SGVIQQvpfn6nSXRR541OixTEG5/H14I0hS3xV8nBYPCDSJ5YGUCaI3Jarfk/wI6EnP1vPfo5wUDZEx8C1hwIU10yAj7ixPN6OceCncoFPk3cmbviQpaOvtjVISUEStHzwyMAQouoZ49A66TG77+GT1w9F2dr75cJEITW2NzzxhBEAh2KOT2+2DIIomkix/F+2AggRFAgOmBQlzMBvz4vHa0NG3nrNp5ViOlRrzwWbdClrz7ZyQWWq0nz8ckFSRU9GvnrkNoeRD25wSEkQlam7GaVYCa2te+HiGbBGnV4LRTBCWG52RrEpFXUSnVn3yCoDovXX833yCoDovXX833wrJUOuL7/v8YsLTgDZ2etmQlhDCkXEclbv6FEJLQpHceORIoqOq9PtU4DPICtvyskaIGU4gjeq7ZGyN483O/nGcrLfXeRBGlDu77yLMq2vT5VZBW/EU8/vFImZhka9cv8AJQLBHJzHvv8AjIt2Wb7seHvg0kAWk/H2wAAVWRx2RbrG54TDT04j7/wN7sHdzye33yTAL2Lfni5FSGGhHQ+qkdeSWPxr2wUAggZ+H3wlNDBEFg1KWf7cQxSsknXnzyMV3JISLUgOuYawoOEMJjfQ7mi5xkuoThK9vDfrg3O2QAzDWFIMsAS6nv6fbEJ0SdRpu8oTc7gZl6X/AFiUhB0Eksd53z64cAijIMw6rw8MUYW0VSF+7x6EMhMbPjk9D4es4AolQZu7fczk20a8+mSsQnMJFL4cf7mgF0Eqj/d5FFlimb48K7c/SCaYQT7PFSwi20hQ6efOIi0zPJDXPT6QQICAhlEf7X1RalNJme1isTpsgsKqP5UTPYz8PnX+TZIbpfPXznCOpHYo/wAP5c7QVfj7YIUJFb3/ADXl9QbBiW5mdfHIjFUh5GvfA1udJsnfOWAlguvx4+GHhfB7Hb6rCImqfH84i29CQ7++MaeZpegdBmyTqYUwVKhN9Pzh9QWj5k45Hv5fBSYqmJe5Y/X6WzM7jcU+HT1zVWQsOv8AeQQkhq2Z3JHz2xtSxsXKc/bAEEBMpZ3v2yJgSWk9ZxSghISjfg9N5YInTLHkqL5/vBTQDYiIK3LSCmo8LnrwZCqKkjqK/v8AWKMLESCIt+9ZPikpij574skgNrECXf3wNYATa7b47ZeeGZq9rNsWLUmKm0j5rWQKEhWYKWHe/D6EKhJpVpO5vv8AWA773XTX07CQjLN8nh+v4CBASOzKMffIDFII50+/8tRCAICqrjjGrlKszM+Y/WOMgQ7Pnp+vr17lMBmEI3Ei3UJ5fVol4EaJ4ObnnHqMpfR/biJtZ2TTfTELbxeeJ6/3/W5DqiZ8Lv5f8ILHA7gs7jE/Fikg5RsTL0RGDXxS32J0bx7sJasC0uJwubYCMPiPMejf0J1Fwc61WAQBd3V/DOLKl9IVw89uf5RZ1nCmfu+GNKoFIJkNB61WIEiEhaT9brLqZkbiL/r9ZIEaDozXfnjx75dHOksT6efp55eCBlC+eteHysp1ALlyiKQ6u40Ywh5Grnt41NYAovBXAX7Yj2CjZ9PCsiqVSnk798iUkNOq9PtU4CVokNl/114xJKTEo8j2nzyQ8RP08P4RA2gQWvMPnhlxITFGzx/4SbOwjMJefJ+T9EKJZD6rrt+sUNz9Xke8/UgoQWobac3dfXajGAAqjKHPzxxREgyQaF8fb1+gUqg2ny3vvkCoCvu3fBV774KURbiSVuT85w4upKYIGSGUj9Pxxz/FVWIVCunauO3fL7IH7aOysctm1A1B09P74I9nLXOOHrkFhuSR2+X64VqpvAVIGfEbtFWAEpxg+eGJKSImE+X9agps3t1PXj0wGoFm5+Lvx6fSYWhpeMeqILUiV71gQhBS2CLeT3xCGwixNwuvvrvk23To+VjsGE7Vei9Rv4khd0hjL/H8lOOaVrVPExY5MRRXbzyimtxCV5PfCEQrk3Xbyd982kTExJmZ+2QlO0eSbC8HnkCAJ86LyqnuWT6eJMxx1xcmxYdOTjJQR7n1PnRyJBA9OYNR7euRJduzxb4/3LJvld86OOmEKiCghoDFcNmms9gLKgTsnEpEErC9lE5QSBijsPLjADoDJLFrp21jAyjbKz2fbnCdprnjeGKIRzXSPLIlpGRtudPtlNU6PBrj/PoFORO+jbUdcYERVbfj7c5OeNCT4eMRSUdPF6j55ZpOA5FajVzGvzv6ESErlBprnyzYQhK9t/HzySV8210/1k4CMgb+OTSnYB2uun8AOhMQG1LjIz9psFncR0e5yXqzO1Z4dMfizNxBcTQ1eaTGbbp0WYqHbzclhuNQXPj0yHiQwwnUtssDTxFYTZm8lGumSrjJ0ZtHKrnjNe2CiAlqTX/OElY8oo9fb6YoGP2dhufDgyjesr4r0MUxQyBJbJy6pIhIZoTFsBbOOgYkIq8PZhBm7MInjV4/fNiSlI3+t9sJ6BKCiYSwxJGhe5LCNSGwTR1dZIzlWeai+dqKZ2YPa7Ikw497kbB+o19+VJS7MIIiFu7RrLvVbjDyeyGOqn6e2QzJLe8pOMetRRscyCRS3trA/GVttxGmaV8zkZ0vAoAvX4eTrJQi9Hv/AK4RJULl8cUWDD0mqcRz0t2TX4ZTxgi4oRO53r3ZP0qBVMa2c9MEKI4FPHeD2Gd/BcRSl6Pyc5LzZhKd20kRja2Rsvv2GKu7NEjpHQxyhxMEW+gOhRgoozbRPDIgksNml/rlw3mnNIIqlyqn+siwki26gmdsEnjgop9IuGq6PjhHcZMujti4nzrN33DrkzApRnHKKyRMrPwpiEmIgS6ZWyCxJ49PRwgtTM9548f19RJhNWJSPxxSidUlhudmTKohJbfhvDObx/ArywWv6W6BznR9840ttTlOuqX44xMEKmtz/mTCdnQ1Fc5BVoEX/ngAOr4N6nXl8pk9QZJV5nX2yZhF2MRFNc+vXBCAUEEMrE/L+kyql3HHf3Gpx7pt5Ck4JCryeZHJkBOOJ4C3mXtkgagRVhzxV+E4GKJRQlr6WMRuwsHuIPDZJ7GXLF1OdxF4SqcnNufhXnLss159MJ5JMIsenzrgTW23bJ65D0Ds39/vJC9dBYF388Ma2djryxXTNkNHxfTA/uFbzkCAH+LBHjv1dASBHK4stHNiEEVoO+vHryd5oQHaKefbFCPNwcPSWK1hCBmZRia7Po5MtsBhxVnvD3Pv8nJJJWoXS+ZnOgZAf3HiZ88kFi1gUlbjIsyJheuux4mE9LbAcxT7405KiMs/d19JgzI01fiHzn6FdJdCHc6+jlSTK9T/ABwmUIzozLpHpHli8kCkrzxB7fSMDYY3plq4zS0CIgX35xbEFqzKR48ce+Bo18Pk+XTmVCEPb39fz9QrxPiQ3f0hdEqrN1bQ28F5Yas3Glq6cAsS137Mo5Ik67wRbWNnt1p7c4LVjYYPHIICBIDIrHjnCOaIoT8ZaIMk04AGqkgUHZjwypWpZIxz+MWRJJFNnwvy/WJJgTMTGosn5zls4QKmd64y/iCpQALGpBu+XXhOn5xjbvIj7R5VBBgaRFth175Tx3YNF4zK3aUmHdkWMZGJxdBmItvh5kpcVEaboRqPUuFLIrbUR47/AExdSosUEh7Y6FDrn5+vOTZPSD3+s58PispVs0rAy6+2KBSAcE6b88jgmUlOtzr5ONEEqaXw5DtZNnVH5Dw5IoIWKam3z4ydQbBLbUz8vHzJMLE3aXEmiiN47dHLXj77jULZyEASNr/HS/8AcrHE1VOO0mHgeQ2nrkVPo+geXcVY8whpkyVb3Fic5LZaZpFCrqvvXJikFlSATyXzB84cnUqjWrnOpBsePpljUtR0b8/XKITily6l+Gb5By2PPs4Um3hYvt5XlZkxcs11MizlkFxOo54rItWuU+xWt/QSBoJihnnGCk0MVzzXW8DoSxNu56fbFYTN7P7fO2JER6SePHt8v6OwnrA9/aMqSkSt6HmPL74HgNKtMyMf6zDXtCRHpL445vILfQMoRdGvXxjFxMiRFF10x3453aZDXUnlg2oq1iOlRi7aT7uw/P8AWbsDAsJv5KUOJBVCBto8ScpVVC8B44pMIQbZhGaK+euQrZLElovhj5BrHRkMfEHpx9sdRLFPS+TGbRIS1JFV18cTcQ8HBgrAwZJ1L8PvOIkOOEN3js+dgCDACI96eiJ88NxRVxgEcTMHwC5yLjvJsjLVsx2xC/E/fT44xgoA0pDrpPSD3wJoBo1i+h3j1yYlZktRuum/hiwZRFkbexv/AH6CExh/Z8x86ZLILaiorx9cVgEGhGYK5784ImaAyQ95rFsFc06HdemSoKoD3EsZMSjP+2lpc++xhAKktoSbc6sQdUVQ9a8McUqw79usip38mr1rALMQ9Dxn3qcVRFmqKXwvOdguiZkO3n9sDmkYkcW3Xw8sdwtl9iz3zSzCWDV7+eOELhNDwWYiJ3m+DHu/x+cECA2UPaQOjzinV0jKLG6WmEukV7axREsJGEvt74C2JZlI6MvU3VdLp1koVrMlNO/k4hgTkvxqmacbE10j8fPXcBIwx4eOZr6olqQaWPKO3t9FUCPRQvp+MBIIOo77xsbnSk0yza6eLWbVOUOXjZPIxSuxKJS3zGTSEIn7vD52wVikUunxMZZLsJNB4OTISmoU45DnjIhmETEpP+FYBNBUjvk9sIBMLnsXv14yNXD6e5xz8UtSXTm/9cS9kJIL+aya7IomuOOv+5CSVYam/lk5MiYjQRCvT5zkgVVClA63iSN+Xz5OLjYIILhZOx1kjFlUXRiHdR8vGWVsJqv9LxeqUgr267883hCl3CS/l+2RMJuILpfFa/rNesUjiOsxkl2GVUrr89cbialLExF8YzLJkRIkF153m5HVEmipMJcgjvy1x/mFjRNQtzXH+YxBOYx7/wA++ROkvC2ijaz6xGNkMEaLdT2V2YCDDEfoUeV2VImSUiMUsM7+Djx1kuOYS9DcLdfvWIhEILIbriZvBhAmJeFve+mScUjEhy+lziWBAID9vDEiYaZk3ret8YTNIlHs33xllPdI7epiqbYLSJrtj8Eu+uE2KYa2Tnxz4RiQkcCsmujvBIQIkImH5OIUZFIzMEcQ8398dSJNiGR29MkWyXaa34/O+MIW0SMz9/nfC6HZVRTt87/xZnqCSAOm5aTmJycW89b88fwxwtvfMVStfdVReC1CEK44Gp9s0Wh2Kz1nDMkbgeiT0xmSdc5S7FmLcC38qaNqqHxrJobeQ4OF9MOInRmLXvVaxUmgpe0lojC4B8vTXr6Z1Wusleu/y6ThGQJIqyTcJ7m/l13x0JVRiofws5SRuGe+vthLkEd+WuP8wm2WEpt40b5wbLbUGQY129sUIUJpj7+WJ0qBtrw45wQkiAkbTDj265HUQaZeI138+uSB2sS+TQ1n3BiJV7r5emERAQXO1Yi/3gDICHXf49P94SzNqQsHzp6ZMaaTKjzeoGR1EGmXiNd/PrhaMl4eeCmKzUAVwa6TRQ7N+tzY68Go1bf5yLFMMIPp4KYMizzed+Gqhyxyy0g3nzxOD8mAhSoLlvp8sYBNdboE0m5c1gKmF8Bt3TvrIYeJEV4YyOiJlQnkH54vgRtU8MaKkwDQFclUk+fjHRk6jqXXTwjeRCddVNBzL03gU0socz4dfvOSKrMbLz8ODNLXQmvBH48sWJVBO2ICPtiwxCkhFbiPH94qzSCw682KwA0IhJlfR769cUM0iCZIZfn4wkQuG+O0cfDCJI7TPIfWSQJGlxfjkDNEXpycvoYSI47eg+/qe2shPXrY6CiTpkwOJBiTi3XgDU5O7yXHfyn/ADeaFE1YRx16Jr842Cy1LpDunqwpcppuzPth09cWSlmNbt97MMROSqg+hXj85yJ8TuJf2wkiEHSuX5/eapVEcd+2bUJXhL6/bLdrCXeAtk46ysZc9QvRnp0d5vEEkJWWDXvgtICbW97B8Yy0JhiaaXWumJqCaAqODthsJgoNucSpLWYKWHe/DHqQySPXq71rImFylysnv65AKVCwAw6rv+/rMSo0dK/L/Ppw208any7PP4yBdpoHfw+XkBbRsLP3zisJkJqLmuemMwMAsMRtmQ93hvAFNIya6uJuDhSCT5ebw/jJQskSVCxrjucXiNgWamZUe3SOutZuRRdlxz16a+GFAbqYxEc8eNYtt2LzPNv1CMSzvqIt4JRN6acdU4TidPTY7jWKIRU8Tr065qQI7LFUQdM0rg0TfpziDBYXZimOPfLTh2Rno+uIV7v155AeCvaK9MmNonk7ri/kOCARSNh/XrjKfMB2evfJFsl2mt+PzvgSKKnI4r/awPbJTUhH4yZTOypDcVgzOpGGH6ocVwDPKhKGurhKpVGLGwT7d8CUjlidpdiGupOsBdJQqg/Ba6kYzFYwEwvBgpEQir23Q5SQhHsGKGpjWH/7QUSK49V2afRgqKo0fZg7vkFXbye3oBL0KhD2PPhnaXTmwF7cTi/Xx/Q74F0sz3QVlYnHl1FzdDHEx39fycGYqNnLvMQii2FmCQOK1/Ne2RRWLaczeYGUzb2f4jHoGUbuwrYTQi5bIuAB2LBPOtcujm8/eFYIckpP9+uJC19V5M9O0ZYw68sQBtbUOjhANVJ1jdy+3G8sS+ccn9TItc8O83pZqB9v18sdMAwKXHT1++DSsmvtMS12l2uOPDjmRMhAqN83chotzdFGAhjz83wy2YG6rYAMDHaLwxF50v8AFnzLz+nzUsljr7rt7Yeiw1FbpE6lQZuDUwQDrfd6zlrmcKpQto6L/aMUeAslYthDxZxWvStjU+58RlKsO3moSgfckMvjhTGaUxp6PH85K3m4d4Y9tpirM4Fy+GucIZtjfj57YGAYMAKIyfoERSPJYBL1aCeiyBCBO+B+H62isTSGHv8AjC77PV+u7mm/Im0nVrHS3fGQk4f9SA6Qv8ZG26IL7NMSLRT0xOjpMXLqebErB3FQ8+W8SJhqZ1UdelZ1+gK7j+3AlaOCbor0Lw4fu85hOnJieWDYYOssDzmPXIaMIinHSt1fFGAUISdTXE4WtwSqYZnxGk8e/wAYyQ2CWSftzhMJZ8Q6b3PI5565IaDKzULvr4GXaTKc+XGbzcb2ZI9vnXKSSYmXWp8uOuNUXJ3NV9sW6aWkqbrydT2rZkpqYCxG/PWXplq47+GD1WZ1SxNa4yUhUtoEmtawZWjoY4fXwwRZg+Iwxfuu2dTQqiArh+cYHUmQkG7BmZ9f9wdWmBOr+0ezjLpoxNSyd9NV5OG6ZDCLr4YdEjdn97aLxDUhXj2c5FgTKwBz/WTCdDleImN77+eRm0I2O91nmlcTSxqYrCEJWZGHj88cGYVU2aGcdnU0cdrecuyzXn0zRWACjs6zeSkQ1saI3U9jwnnCwWhaNoX4eJjNQwEmWCtPgs3zJ4IQtOJtJjpjyAEK4oLrN3PGW/qEvb346wacNRw98OPdV1U74w4a3tMnKqHnPOaNxt8d4eLkhenj4zWSpCQYh6R8fqCSAAi/1pyKpCKnzXznCihbFl2qMIpAxMUTdrPVIY2x7VxK1Jf4m+Dlxekn+PBjPlzMRM7mMVJMOYJIdOcUGUWVHO4MRmnn6j0U69TgtH8Y9qEp0a8sgTLgBX2B564CScgGt6Z59eR8/GVIq74J865Y9TJrq+GALASEw3L4+mMi1GkIjpvn6NIgGVKkmd+POUlBg7p1Z89ss2gSQ5fL0xOWnOTr18lUm4JQeV/nrkQ0jcNxLdmMaEREkAOvt74qQswSyHt1/wAzoGLJKVrtc5KW1JdD9sgdxATZPi7Rzl+F4hC/evk4S8Jvmaq9VZrJjC83C06ySEEDEkRHboYZRLspkVeQPcRI0zXXcVPfFCqBZXXx7ZRCb5NkOftk6gaqJRYnprvi5AbVqEcV2woxMvRIPh85IYCsEMO/DjeMhluSUrnA6ymdDDuKwlgV99WP59MlnY1qzw+dcYW1UId+nzyy1RkkdRX9/rBlk9SUa71iUaNny/eKSmPEjuIdZWgdBEVwlaDF/bkCYgW+kHXLVOkIAVmCDnl0MHEwuk6qCJIA3OEn6V6GG6i+84BZQHQRe3CICA6tBAT+X+AyiQuHiF6+WGxaTlHOrG1vtGAGIkDDlfeu8Wxihx7tpmn4Yft0Xxb5OJpCRNr3XHjiFAo0SS3flr1wKMRKXXmdMUyZWxM3scVMyaVDAtqtt5iBvAUfE9Re0ydMTHTez5+8gXNh7nUT2xkhZhRPX7uO16I3evmPnhimQOfGp6evpkIqAKWDT4sZtHKEz0ud+WamYOTfg8eD5GMhFSQco9Xg5RmYbU2oVXtkAhOn10cZS3KcpAf3h2IgQfZ5GEEgDs4dD0MiLQJRYuXXTwvCTSoLW0uOYJyNBib1PN3jo2Osc4a0c83476y+uShJRSUkmmaFBBLRa3NRkpUlkLxYrcqE704KHhZnaQfbeSGSkrDm/vHljJyqGQnyPnOUFaibRR2+cfRrNMsHIJN5NFsRIhMbvd+BhTg23UXG+/BkyRqSxRo3z9ApA6gDtXM9MbcAIqVFh+37+tE6jrBEkLSSI9n39M6J6oivDF5E6ELHdh/V4wIvMw28fpI6sviKBhqde5FXgjFTPwPwt44zLssOPXBxzbVT9Tk9CbGH46ydZmOHFc38kzVLy7kVFJA7cA5xkNUQkx4xBRzWIfsEbxYH5xyAQA/qe+bYECDCVzksCpEbitVkdtaC5OhkvCExxHjjvRPCHzr3zEEYfQoaPOVeu+ZBJb7ii1+G/thKsKTCKe3zrlbJ2DWWvZE7uD95S3USWCenzrldhoepbr5zkGd7EamW5PpQF5dsXuO9T6YQIIGJZFJe/wA8shFHZlc/jkirBPHHQfE+hPZQEye541vIGQAqcrDi+KZy1G08kePXA06baVr1yTyDGdT2eH254CWR6guC+O9mTYJSnJE9D0wEFgNETGojprCglODETrwN/D6CKMSbEsSl7TmuogxYR3eMSRCANhZ1gj6ksEKRO169IZ+2I8JREXjhj5zgDr0Vd9/kYlEbJ2L7n0iQE1SZj7ZOrAS4XDqZ8/qSggh10GOV4pn7f7zaGlZRtB09vXJBQCEIe+Rk8Pw+eKAWNLqK6mvpYHRSvOOYqiiJaiiPmrn6tC23p2wzTe9L0dfR1OCWtCkzKMKlhNanJdgtKBBFcr7YeEwymKE7N6I3EOMXDU7O5310jJWMxDNOzv7+mE96dBTw68/rEmMpUDb2MiK0ruiq7XweX0cAZSkTVVfu1EBZYVwJu95++UI4BiOF6rEZp0xn8X3dowymj619jOahiWHB1a6z640DBLB1VOsaqwohzG5jGjuRIbfNPjv6AUAAgOEfG82EKhqTfeQnpDtnfHjv6BQTBICbSrZuTJlVlBUeEVHfnEWaSkoHm6b67yRYUmR3HFe+S6rZybeGBIAiRATAwsS7CZUnvPyMhZAFVFaONT/ADrc1U0YpDIiyMU533P4k7ApCpaD0MisSYEqkuxlyXdJ8flYDzpIH0evpv+DQpsbxM/OMKTBSuY8+6/kVAAqnjtnTT0R69T6vgNWdRx/WIKoQG2b8rM5i7xA6asJtoJ0ZPmqtb1GKiuIxkKqYckWzImGNxUvNGgOs2nX7s0EzdLCD/SZIKo6eVetjxJAajAnNQIIeY6euMd4SRM+X0FnlJSz5WGgQALUvR9zvbLIQV4auh1rN1qH+lHzHtgrtaB+H9fyHTQmTas9em/bCAyQCivqIUYb4WzreMueaBCmneNIbkRIscb67ybqFcw2HE9b++AAABWPGQUtk3EHPL2PzgQNxUE2eLN/N4CB1bz1bmKmcIIgEOxRye32wgiAQ7FHJ7fbCCIBDsUcnt9sbz3vX8gmRuJlsvWum8mAQp4Ozr511hyJDCIkR8vFYmEDfLXb+DEaVIMoui9+eG9q3n08/yGwCVfXENVTZF9k59/z/ABm2ilgerQ8PGLnB01psrvekj12crFuH46fbHIe7aTrxjpMHjqn+xkwSWYBvCtonm4w//wCombKOSPjbyLBNxH9ziAYMJJKspmnyaY3WxuM9GdFjp5OBhcnShpdhuOmi8jdxHTNFfIyFROBffPiOgST/AJkydFx766rhzSVJAR6+b+3GzZMzJdvZhCdm/sH78ZYNBZdtdePGO15OZEtL34mKLGdCA6X48YgCcnbjMNkibg99ayAhZ0wx/vB0BqiyUz6sGmTQSnx85USV28N5cAjrW9K8ZwnJ+zjrnqaflwVh1R0z/b8nK+tISLOoQPeQm5VWWbeg588ZEJLiTe4y9mAQV/NW/wCY8uuL1XwdcjZtkZ5tTjhKgrR0ywKUAQD+DSfxirmId23980qunaj2Yyo3sJKPyRgiFm3t8OXZkkE46PRkYxAArp+fySN4/jfkMR4tz9ucWijQirsPa3zrdsnHFuPPKkCqInZH9GMhbLDfp1fyfHFUg8wBHP334ZLU2Ivr9/k4GTBhEOUsEM7/APHbisF+Lmq5SG3l8e2+xhKsuUSdDw0QOuRdQKu4IarXqKl1ZIG7N7EfhlyMPJFevzr9I+BGrXwvtj9knoMy6g8HC3BHgGDufmUZBnMtqxaOS0vQzbRE9eMmAMoIBqd7OMiaZbOojr74LqDpRpjnJayO3Kf7gGS22YIrS16syFFSTyF2mfb6UGUCRK+tNaxQp3OWvogBJRbRTwDjqHn3xHFoeTuxIJINbqG9B0smqqIVXoNZR2rEwHTNFESlE+P5wZBF3R4/jB7NwCGdXd8V1qMYROK4mq6OrxOHSiJDUFXjrlGWldBbG328MnS0JLiX9a9cSwjJvuHp7YuxssVvzziBO8XeRjQhtFQgnNzxpuQZcFGqYhVMcyrX0/NWsnjyc+nGXiwkYCade/P0kwYIOtLqK/3LkHUYQxZ0U1D0yrWeP8jCraa9agh0GpL2LfrlPClg6k3usXZAoREt/rJNV3dU1jz7Mx1DDuCuuedCnAcJztUtYNjJUUNytb6TDphii++jQs5+R/4x3/rDrTpfysR8KT1r79wWziJUVIEFScx9se83wNsDz9IPqhsspI5rT0xERh5ws7S8h3UDXhDZiRulaoBeBDCQUcySznoz/GLYRfDeC8n0RjZCrWDUdSplCdEQa7y19CSg4AJBOPnT6aQuhMIr/ntkm64weSAPnmunNIFDz90BMji2YOdm+6gSnMPSYrdMLW5U6en1VJRKEP388v6WbkkTXmSo76lNg5Ck7kOTsXbirjhkqnOnZ12GJwBKIxc614fWxhHNQjW+wjmYwQ5vkSaNHfZS1j2RZLBQ1JDXJGOEkecfmUjr9e8YhQWilrz7G8VlKLidR0id8fTmI/2WTiJ9vSJn2qxECG5f63InIRnEHKmUZ8Rzt4b5uVra3Bd/gS6okNJSZZ3LHW4weLK6OA0E5dZrgB1grwhBRJE/IUZK1S4vOzw/4ZYljNqGO2KCTAWVSjqf39JO2hGYS8+T8nNp6yedb8eMAljMKTQ2dy4xRhbRVIX7vGqlG2fXImRHaTMU3x6dfoDsNwlPIX1W+zlxt8eDuNbxUwcn2zokmLYqc8beSuFU9MFPW4YMl0F2kRNIfk+30vTM0oa9ffrlSYY7XXXCYIdx9/1jAmCqEz653vuvPzb+2I+Y5FW1DudeOQSwEGikLt9/vgyiFb6pHteKyVEky1E+msVhhKBRMawtEiwmNE2T81ljCsyEpM88a5x4C0Iln2519JQmJOnbXz0wZAk9XR5Zo7XTIJnJ04+X/AYWKiFVPfeMJUQNrEa3kJAWYh5ePTGU2jTFR5+mv5AwdP4X6/nEb+I+Pp+M513JrX2yqSipLH92YorKDNGnTzs9ctJPdCo/dmd0SFFkg3Xnv6W3bs8W+P8Acsm+V3zo46YkOBGuhZUdc1tIgYiU7++CQmguc0c777yKtGSVqeZ++UFTzeBD3+VkLfTBcLFayUYFjdLd9IYFn4UAkgdgh5Px7c42AqlItYcecdclnRdoZe3hrBT6fRE2sar0yd7AMBqti+XLjnS0ATXZG7dN9cg1MEdWgKE/ewAiIv4RGwaWnGZDPIq35QkG9fEZJ1zTECGERhbs5zNsbJw5wTOppxhU1qug7mO18jclukK9ot5mHVyvq5muz2YYeuOEUlE8DaAKhAqsdnfaCk3bJxFaTEUeL0vk1z/WBTy424buwzAA/riz9RjXBPmYftZ7ZAOB4F6IywdKFqUdSO/vxkvChSK8oeflYqFxLQb8X6MQCREAYYq+0f8AEDB0/hfr+cRv4j4+n4yL15la+2FpdQzHr7e+ElpbGY9X0982RGlQgk+e2DaStYLevO5yILN3s0dJ9MBqRTFyDp249MBqRTFyDp249MIB2AwEa6duPTNuyCFNnNs+GDEEuqmUl8fHALILDS6TGTLExKGGY58qyZW8zGx8I8J9MLlF7FUueecLRJJLySla6f1gsSKlREEn2wsAmSBHUdWbswVdNBJo64dLE6kTEevTDOUaAOnTh9PPFpg9zlF54ZOLydcnfHlgFRIYi9CSpPNxJgJvf74y7YkJx7Ra5+OuLKbxyVi3z3yfwhy54KcQoXPRVjOJT942hGqrzOWv1guEFbCNIhgIL0HGRsLYkqOzTNskRJEWulZuvdoBvz6+jjckltQ0nbnU5ywMjKmV6Rda/wCPR86f8K2fO2fNdM+a6fT5rp/7fB7v+n//2Q==)
Рис 1.2: Ізобара адсорбції водню залізом при тиску 460 мм рт. ст. Тепловий ефект процесу фізичної адсорбції невеликий і звичайно не перевищує 8,4-16,8 кдж/моль(2000-4000 кал/моль), що свідчить про малу міцності зв'язку газу з металами. Так, теплота фізичної адсорбції водню міддю складає 1,68 - 3,35 кдж/моль (400-800 кал/ моль) при температурі -183° С, а залізом при температурі від -195 до -183° С 8,36 кдж/моль (2000 кал /моль).
З точки зору сучасної теорії поверхнева фізична адсорбція водню є результатом міжмолекулярної взаємодії. При низьких температурах адсорбціровані молекули водню утримуються на поверхні металу слабкими Ван-дер-Ваальсових силами.
Поверхнева фізична адсорбція є початковою стадією сорбційних процесів для більшості досліджених систем водень-метал в області низьких (негативних) температур і як зазначалося вище, не є специфічною. У міру підвищення температури отримують розвиток процеси так званої активованої адсорбції.
Цей вид адсорбції визначається восновному особливостями конкретної системи газ - метал. Так, активована адсорбція чітко проявляється в системах водень-мідь, водень-залізо, водень-нікель, а золото і срібло, не володіють здатністю адсорбувати водень в звичайному температурному інтервалі.
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)
Рис1.3: Ізобари адсобції водню нікелем при різних тисках: 1 - 600 мм рт. ст.; 2 - 200 мм рт. ст.; 3 - 25 мм рт. ст. Підвищення температури прискорює процес активованої адсорбції і збільшує кількість. адсорбованого газу. На рис. 1.3 представлені ізобари адсорбції водню нікелем. На рис. 1.2, де наведено ізобара адсорбції водню залізом, криві В та С можна розглядати як два види активованої адсорбції з різною енергією активації. Малюнок показує, що вже при температурі -80° С процес взаємодії водню з залізом являє собою активовану адсорбцію. Вище 400° С дослідження адсорбції ускладнюється тим, що водень починає розчинятися в залізі у вимірних кількостях.
Зазвичай вимірювана активована адсорбція відбувається не на чистій поверхні металу, а на поверхні, вже покритої шаром газу. Розчинення.
При дослідженні систем газ - метал терміном «розчинення» зазвичай прийнято позначати процес проникнення газоподібних елементів або сполук в обсяг металу, при якому абсорбований газ розподіляється деяким чином серед металевих атомів, що утворюють кристалічну решітку.
Утворений комплекс зазвичай називають твердим розчином змінного складу, вважаючи, що атоми растворяемого елемента заміщають вакантні місця в решітці розчинника або впроваджуються в міжатомні простори решітки. Застосуванням терміна «твердий розчин» підкреслюється, що поглинання газу не змінює металевого характеру розчинника. Термін «твердий розчин», так само як і пов'язані з ним поняття «розчинності» і «граничної розчинності», широко застосовується при розгляді систем водень - метал. Ці терміни до останнього часу відігравали певну позитивну роль як формальне позначення явища, так як дозволяли класифікувати різні види взаємодії металів з воднем і полегшували зіставлення експериментальних даних. В даний же час застосування цих термінів вже не виправдане.
Поряд з терміном «розчинення» при дослідженнях систем водень - метал широко застосовуються також терміни «абсорбція» і «оклюзія», ці процеси йдуть за «адсорбцією». Термін «оклюзія» не містить будь-якого трактування сутності явища і відображає лише самий факт поглинання і утримання газу в обсязі металу.
Численні дослідження ізотерм розчинності водню в різних металах дозволили встановити, що при низьких тисках розчинність підкоряється закону квадратного кореня:
![](data:image/png;base64,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)
де S - розчинність;
К - константа;
р - тиск. Суворе дотримання закону квадратного кореня є доказом атомарного характеру процесу розчинення.
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