mickit 发表于 2025-6-20 07:06

注意电解电容的纹波

在开关电源中,常常有一种应力会被工程师所忽略,那就是输入电解电容的RMS电流。data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADwAZADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD7Wvb3x34x+K3jvTdN8e3PhrStDuLO3trS20u0nz5lpHKzM0sbMTuc9/StD/hDPiOf+av6l/4I9O/+M0eDf+S0fF7/ALCGnf8Apvhr0KuqEYuN2Yyk7nnv/CF/Ef8A6K/qX/gi07/4zR/whnxH/wCiv6l/4ItO/wDjNePfFT9rDxF8PrrXNKt9E0+/1zS9eNu9sRJhtKFuLhrjAbO8JkZ+7kdO1dNe/tEazJ4X8UeLtN06xuvCuh69BYtNtkMktjtQXM4IbGUZ8jjGFOR3o5YB753f/CG/Ef8A6K/qX/gj07/4zR/whvxH/wCiv6l/4I9O/wDjNS+A/iFeeOfGfi63tYLf/hG9FmisYLxNxe5utm+bBztKqGReBnOea72q5Ik8zPJtL0X4lX2uazYt8W9QVLFogjDQ9Py29Nxz+69a1/8AhDfiP/0V/Uv/AAR6d/8AGa2/Dv8AyOPiv/ftv/RVdPR7OPYOZnnn/CGfEf8A6K/qX/gi07/4zS/8Ib8R/wDor+pf+CPTv/jNcXP8WPiX4o8R69N4G8N6DqnhzQNUGl3VvfXckd9eOuwytCw/doFD9HBzj8K6/wAXfHjw/wCBfGWi+G9astYtbnVpY7e3vhp8hsfNc4WMz/dzkjpnGeaFGA7yJf8AhDfiP/0V/Uv/AAR6d/8AGaP+EN+I/wD0V/Uv/BHp3/xmsnSv2mvB2reNE8NImrwXD6jLpKX9xp0iWT3aZzCJ8bS5AJA716xT5I9g5pHk2k6J8StQ1jWbRvi3qCJYypGjLoen5YNGG5/deprX/wCEN+I//RX9S/8ABHp3/wAZrb8Mf8jR4r/6+Yf/AEStdPS5I9g5mee/8Ib8R/8Aor+pf+CPTv8A4zR/whvxH/6K/qX/AII9O/8AjNehV4npv7Rx1TXvG1gumadbL4ZW4M0V1qjR3n7sArI9v5ORE+TiRS/TpRywXQOaTOq/4Q34j/8ARX9S/wDBHp3/AMZo/wCEN+I//RX9S/8ABHp3/wAZq1pvxj8N3mq6Vo9zdvZ61qFiNQit2tbjymi2B2ZJ2jVGVQeuR9B0rU8I/Ebw747e5TQ9SW9a3VXdTFJGSjZCuu9RuQ7Wwy5U4ODT5YBzSMH/AIQ34j/9Ff1L/wAEenf/ABmj/hDfiP8A9Ff1L/wRad/8Zr0Kijkj2FzM8f8ABum/EzxLptzczfFrUIXivJ7YBND0/BEblQeYupxW9/whvxH/AOiv6l/4I9O/+M1f+FP/ACANQ/7Ct5/6OauzoUI9huTPPf8AhDfiP/0V/Uv/AAR6d/8AGaP+EN+I/wD0V/Uv/BHp3/xmvQqKOSPYXMzz3/hDfiP/ANFf1L/wR6d/8Zqlrnhv4k6XouoXqfF3UXe2t5JlVtD0/BKqTg/uvavT6x/GP/Io63/14z/+i2o5I9g5meZa5ceMfCPg9fEWvfGq+0+xEKSSO2h6efmZc7VHk5J9BXneg+Kv2gfGW/VdF8VyaV4XQbl1DxRYWFu0ijq3lpDkD3JA962PBemD4+fERtR1RPtPgvwmkdnY2bfNFdXgRS8rDoQvQD6e9ey/FbRLzxB8M/EulabB597dWEsMEKkLuYqQACSAPx4rzYwlim5J8sOlt3536LtY+yqPDZFGFOdJVcQ0nLm1jC6uo8qa5pW1lzXS2tdNnmuhyfGjxFC76X8XvCuprGQsjWWnwzBCegJUHFaC6L8emkdB8TdAZ0wWUaPHkZ6ZG2vHNc+F/wAVtEfU7eysNTvJLuyto4tY0W5ispo0SBtkJRJYwXWU4LnIKkcHFW9V+GvxShvNRvdPh1q2udQ+wTX9xFfM7zBbUpIFC3cRDrLgnDLnsSMg19Tp95f+BP8AzOf/AFhxH/Pmj/4Jp/8AyJ6rPpPx2tWiWb4oeHoWlbZGJNIjUu3oMryfaludI+PFnbvPcfE/w/BDGMvJJpEaqo9SSvFcKvw9+Id18RPDM2tQaxrMNjf2NwuoteKlqkK2zLLvt/OIEnmHkgMTnhutdx8WPBvi3X/FWv3WkyaqLNfDvlaelpqT28RvTI+fkEigtsI5YY/Kn9Tp95f+BP8AzD/WHEf8+aP/AIJp/wDyJKmg/HyRA6/EvQWRhkMujoQR/wB81FNpPx3hmjgf4oeHknlDGONtJjDPjrgbecV5BpK/EKHRfFGofafEdstjHq0N1dXWpyNC+EUQJChkJV1fOGVR14JqC9+Hfxa137Fqehx6zbRR27G0fV9R8+5iZ7eMSlWabcBIwbaN4wf7uan6pT7y/wDAn/mP/WDEf8+aP/gmn/8AInWeKfEX7Q3w/n+3a/4ludS8PLzNeeGtNsZpIF9TFJAGI/HHvXo/g5vF3j7QbfWdC+Nt/f2Ew4dND08FT3VlMOVYdwa3vgjo+v6L4DhtvEl1e3V8Z5XUagD5scZb5UJM8xYD1aRjg153r+lr+z/8XtJ1vSQLPwV4quPsWqWKcRW122fLmReihjgH6N6jClGWFak3zQ633Xnfqu9zel9Wz2MqUKSpYlJuPLdRnZXcXFt8srL3eWyb0tdpnVeFdF+JevaLFeyfFvUIndnUqmh6fjhiP+eXtWv/AMIb8R/+iv6l/wCCPTv/AIzW38N/+RStv+ukv/oxq6evSUI9j43mZ57/AMIb8R/+iv6l/wCCPTv/AIzR/wAIb8R/+iv6l/4I9O/+M16FRRyR7BzM89/4Q34j/wDRX9S/8Eenf/GaP+EN+I//AEV/Uv8AwR6d/wDGa9Cop8kewczPPf8AhDfiP/0V/Uv/AAR6d/8AGaP+EN+I/wD0V/Uv/BHp3/xmvQqKXJHsHMzz3/hDfiP/ANFf1L/wR6d/8Zo/4Q34j/8ARX9S/wDBHp3/AMZr0Kijkj2DmZ57/wAIb8R/+iv6l/4I9O/+M0f8Ib8R/wDor+pf+CPTv/jNehUUckewczPPf+EN+I//AEV/Uv8AwR6d/wDGax9WuviB4D8TeCpLv4iXXiCx1TXYdNubK50mzhVo3jlYkPHGGBzGOh7161XnPxf/AOQt8NP+xttf/RFxUyjFK9hxk72JPBv/ACWj4vf9hDTv/TfDXoLMEUsxCgdSTivPvBv/ACWj4vf9hDTv/TfDWP8AtUahdWHwU1gWrPGLq4s7SeRDgrDLcxJJz6FGYfjRD4RS3Ha1+zz4Y8RfFfU/Hl1PJJe3miyaLPajb5OxwVaQ99+w7eeMVpfDf4HeH/h58Hovh5bvLqeiGCaGWW5wXnEpZmLY7nf+grxr44WGq/Dvx4NP8L20kdr8TbCHw95tuoC2l5HhVmPpm2eXn/pkPSt/xZ8VL34Y+K9E8B6AllZafpM2n2otMg3l9A0Uhby0II2fuwpYc7j1HQ1oGp6z8JPhjpnwb8Cab4W024muobcsTdXRHnXEjElncjqx/pXZ18v+PvihdePPgXH4pjn0k6xp2taVcWn9jXLSm3kkmhzDIWUbZNsjoygng846V9PRsWjUsMMRkj0qkJnNeHf+Rx8V/wC/bf8AoqunrmPDv/I4+K/9+2/9FV0+KZJ41r/7OcOqeKNUvdK8aa94c0jVrqO91bQ9MkiWG6mXb84cqZIiwVc7GUHFU/G37M+m+KPiAnii78X6raRi6s71dNfyXhE1scoQ7qXAIzlQwBzk153q3xM1PwF4Z+KPjFbw2Wow+OLXT7iZolmZLJWt02bSp42O54GRuJHNcR44168/ac1rQrK1vtG1vTP+EzvLXSpNa03z7M262W5Q0amNpBncQSc8jmsnY1SZ7B8O/wBnG+Hii61rxJ4hvW0+PxNd65YaBDLC9o8jMfKmLBd4YAn5N2M84r6Mr528eeEG+FPwx+HNrYWul2eq6b4ksVRNDtDa2zNLMUlEcZZioZHYEbj1NfRJ71cexL1OY8Mf8jR4r/6+Yf8A0StdL5i7iu4bgMkZ5FcpoazPrvjFbchZzNGI2boG8lcZ/GvkPwX4T8ex/Ge6ZNO8VW/itTYnVdVvLtmsJolmmNweXKPG6FRGqrkei85G7Ba59yR3MMzFY5UkYdQrAkV5R4l/Z8sfFniK51jWdeuLq5ktbqxtpPs0EUsMc67SpkVQZAo+6G9e9eQ/C3SUsbPwG+h6XdaPrtjLqUviC+g01opFtiZiokLJiUljEVUhs4HpVSPxj438XfDeebxqmry32n+JNNmihk0YQZshKrLcYjUkswyXX+EjGBSvfcdmtj2zw78BLfw/4tuNZl8QXGox3GlxaMLW6gj/AHduke3ZG4wVyfmOM5NaHwh+B2k/B77YNOnW4E0aQIxsoIZFiQkqrOihpDz1Y9unJrmPHfiaLxJ8R/h7Lp0rT6eE1G4hLRMmbqOA7PlcAkgMxGRXnVj46+MVv/Z13Pq+rXIa20u6ltH0W3EbNLcmOeMlYAwAj+Y4IYHnIHFGga9z61pFdW3YIOODg9K+S9c8cfGGM3l1a6zq6DyNWnjtY9Gt2UG3nC26DMG471z3yw5GDzXqXwjvLqT4reP4dpS2kh067mj27VS7eH94AOxwq0730JtY7D4U/wDIA1D/ALCt5/6OasX4ufGC8+GfiLwVpVp4Zvde/wCEi1A2bTWrIBbgLknDMuTjn6A1s/Cn/kX7/wD7Ct5/6Oan/ET4Xab8SW0KW9vtS0250a9W/tLnTJxFIHAIKsSrAqQSCMdDT6aB11OS/wCGlNFh+KF54HvdD1fT9RhtprqC4n+zmK5SJQzbAspcZHQuig4qr8Of2otD+JF49smh654dWTSm1e1u9Yt41iuLcHDMmyRj8p6g4zjipNH/AGV/Ceh+LJNft9S195zLdyx2s1+JLeH7SD5yohXgEnOc5yOuOK6Hw78C/Dfhm40eW3a8nGl6O2iRR3Eqsj27HJ3gKMt7jH0qfeK908m/Zr+Nnjjx540urTxleR2+n38UtzoETaH9k/tC1VsCdJfOfoCMoyg4IOT2+gfHDbfBevkdRp9x/wCimrifh7+zt4a+G/iQazY32tahNBC1tYW+qX5ng06Fjlo7dcDap98nAHNdr46/5ErxB/2D7j/0U1PXl1HGzmvU8w/Y6tY4vgHolyoxLeXF3PMfVvtDpn8kX8q9qVg6gqQw9Qa8A/ZzW+b9kmxGmEjUTaagLfHXzPPn24981wfh7w9451bTdHl0a78RWui+XYJFHp948Uflm3f7QcA9fM25PUEfWuPBu2Fpf4V+R9FxMr55jvKrP/0pn100iqyqzKGbopPJr581zSfHk3/CciBPFA19mnbT7m11Dbp72+5WhWJC+Fl2gjKqDnO44NcRq/hX4p+JtS8IeJLjQrm6v/BlpayKby6MVxdTs4NzsjEZErGMBeWXnNd1faL47vdE1q6WfxDBe3fiWNI41u5FMWm+Yudig4RdpbJAzXXc+ctYxZtD+JniO0RpP+EmsYZNR1CYRLqD28qwmAfZ1YpJkL5g4XPFM/4RL4pWPiHwYkOq69HZLYWslyz3Et2wut5NyJ99yq4K4A3K4H8IBqla6D8WLTw/rEH9o+KI5J9POyaUtdSJMt2VG0eYrDMOM7GDEcjJrrfDPhTxN4+8Fyw+K7LV9Nu00J7NZDdsLmWRpGJxJhXGVWMcjdg4JJ5qSjz288B/Ee/g09NVbxFqNs89rezwvqkhbel8xIjAkGMQ7TheCAD1r66juoAoHmKpVQWV3+Zf97n+dfKE3wp8VfY/h/F/Y13Jd2ukafa2s5BJ02eK4Dzl2/gJTjdnnGK6ux+FdzrXxS8UW81nqn9kayJ31O+vtOtojHJujEP2WcKzSIQDlHLLwMqORTWhOjPof7RErKhlQM33V3DJ+leQftcQr/wofXrvH76xmtbmFu6uLiNcj8GP51jab8P7Pwf441GHWvCmoeK7QmzTQr6O1W4NrGiBSu/KrCVYFiflBB4z0qT9pDxPB4r/AGa/Gl1b21zapDPFalbpFVi0d5EpYYJBUnoc1zYz/dqv+F/kfQ8N6Z3grf8AP2n/AOlI9H+Echm+H+lOxyzKzH8WNdjXGfB3/knWkf7jf+hGuzrrjsj56p8cl5nyp+0X8SvFuh/GL+wtG8S+KtHs10IXsNr4Y8Px6q0twZGUeaGhcopwBnIFdH4s/aO8S/CbwH4UvfEXhNdY1Oawgn1tYdQS3nsyzKhf7OEYkZJ5O1QeN1e3L4O0lfFz+J1tSNbe0Fi1z5jcwhiwXbnb1J5xmuW+IHwA8CfFDW01bxJoz31+tt9kMkd7PAHiyWCusbqGwTkbgcHpRyvoLmRyGqftBeIbjVfHdnoHgcX1p4XsDdSanc6okSPI1v5yII9memc88Y96g1n4qeLr/wDZJvPHLwxeHPFMmkm7i+zulwkbE/K4yuORg7SDjOK9S034a+HdJGui3sCo1yNYtR3TyN56rF5QHLHb8nHGM9etUrH4PeFdN+HMngSLT5n8LvG0Jspr2eQ7GbcV8xnLgZ6fNwOlKzC6PnjR/wBqbxFpupW0euqJNU0Dw9e3GvaKuyIXFxE0RjlV9hKq6PuBHHPTivWdY/aJh0uLxg6aIbj/AIR3QbfXCFuwPPEqs3lfcO0jb97nOegrp9Y+BvgjX/EE2t6hoMNzqU2mNo00zSSDzbQ9Y2AbB/3sZHrWX4d/Zp+HnhXStc07TtEmS11u0Wxv1m1G5maaFchU3vIWXAJA2kHH0pWkO6PNdL/bC1m41RLXUfhheadDHd6fDd3I1iGVYIbwgQSABAXbnlBjHr2puh/tIeJfDvjnxDZa9oE+q+FV8WHQ4dcS6hj+xF1XyoxAF3SLnOWJyMjrXsEnwP8ABchuC2jkm4azaT/Sphk2pBtzw/G3A+uOc1nj9nH4ejxo/ir+wWfWXvDqDyPe3DQvcYx5phMnllgOh28dsU7SF7pwHwx/bN0T4mfFq68E22izWw33MdpffaRI0rQZ3+ZFtHlAgHb8zZx2r0H4JfFbVvi5ot1rF14VPh3ShK0VnO9+tw11tdkdtoRSgBUYz1z2rR8NfBXwj4Q8U33iDSNOnstQvd5mRb64Nvuc5dlgLmNCTySqg810HhPwlpXgfQ4NH0W1Nnp0LO0cJkZ9pZizcsSerHvTV+onbobFec/F/wD5C3w0/wCxttf/AERcV6NXnPxf/wCQt8NP+xttf/RFxSl8LCPxIk8F/wDJZ/i9/wBhDTv/AE3w113ijwzp3jLw/f6Jq0AudOvojDNETjKn0PY9wRyCK8y07w1da58b/izLb+INT0hUvdPUx2JiCuf7Ph5O9GOa6v8A4V/qX/Q7+IP++rf/AONVlGokrGkots7C1tUtbWGBSzrCqqrSHc3Axkk9T71IY1ZgSoJHQ4ri/wDhX+pf9Dv4g/76t/8A41R/wr/Uv+h38Qf99W//AMaqvaLsL2b7m34j8G6V4sXT01KAzxWV3HfRxBiqNKnKFh/Fg4ODxkA9q264n/hX+pf9Dv4g/wC+rf8A+NUf8K/1L/odvEH/AH1b/wDxqj2i7B7Nl/w7/wAjl4r/AN+2/wDRVdPXm/g74a3l94o8U7/Gevq0cluCyPBlsxZ5/dV2H/Cpbr/od/Ef/fdv/wDGqPaoPZswta+DvhjXptUe6s5P+Jle2uoXSRzMivcW5UxyYB4PyrnHXaM12Xkx9kUfhWS3wnuVUk+OPEQA9Xt//jVYtz4b0qz0E63P8UdSh0cEr/aD3toLfIbaRv8AL2/eBHXqMUe0j2Dkfc2te8Jab4mvNJuNRiadtLuRd2y7yEEoUqGI74BOM9DzWz2rkfDXhLT/ABlp5v8AQfidqmtWQkaI3Gn3lpPGHHVdyxkZHpWt/wAKluv+h38R/wDfdv8A/GqPaxDkZQ8Mf8jR4r/6+Yf/AEStdP615dpfw9v4fFvimFPGevKI7iEbg0GWzCp5/dVtSeA9QjjZ38c6+qqMklrfgev+qo9qg5GdvR/OvMvD+n2vitZzovxP1LVhA22X7Fd2kvln0bbGcdD1q/eeEZ9P8n7V8QNatvOkEUXmzWy73PRRmLkn0FHtF2D2b7nYahodhq1zY3F3axzz2Mvn20jZ3RPgrkEexI/Gr1cDD4QuLi8ntYviBrUl1CAZYVlti8YOcFh5WRnB7VY/4V/qX/Q7+IP++rf/AONUe0XYPZs7aqGm6Dp+j3F9PZWsdvNfS+fcyIOZXwF3H8AB+Fcx/wAK/wBS/wCh38Qf99W//wAao/4V/qX/AEO/iD/vq3/+NUe0XYPZsf8ACn/kAah/2Fbz/wBHNXZ15j8I/hld33hq8l/4TLX4T/ad2CI3gwcTMM8xdTXaSfCm4hjZ38ceIlVRksXt8Aev+qo9qg5GbVFch4f8J6f4qink0X4m6pq8cD+XK1jd2swjf+622M4PsaZfeF9N02xvL27+J+qWtnZSeVc3E15aKkL8fK5MeFPI4PqKPaoPZs7KsTxz/wAiT4g/7B9x/wCimqvpfw7XXLGG+0/4g65fWUy7ori2ntpI3X1DCLBrP8bfCu6t/BuvSnxp4gkCafcNsd7fDYjbg/uulJ1VYunB8y9Tjf2Pf+TefC/+9d/+lUteygAcAYHtXg/7JPw8uNd+APhq+TxTrWmrK11i1tGhESYuZRxujJ5xnr1Jr2D/AIVLdf8AQ7+I/wDvu3/+NVyYOolhqS/ur8j6HiaDeeY5/wDT2p/6WzY/WvGPi54Ru3+J3hLxLFa6xrFla297Fd2FozPCqGA4xGvR3Py5Jz2GK9P/AOFS3X/Q7+I/++7f/wCNUH4S3WP+R38Rf992/wD8arrdSLPm1Bnx3D8O9e1bwXHev4V1C1tby7vZv+EYt9JuIU0yd4QlqVR0BYgjLSrkBmJyOtdengH4gQz3T3EJktP+Eo0y6nhGnySXEoSCISTJMJQuwEMD+7PQ8173q3hvStB1K007U/ilqWn314dtva3V7aRyTEnGEVowWP0o0/w1peqa1c6NZ/FHUrrV7YZnsIb20aeIerII9w7dR3qeeJfKzwbSb7xRqGuWd9qEmvW+oyeMY49M0zV7a4T7NYjerlZHQB96bmIViANo4r6r/GsVvhDcOys3jXxCzLypLW+R9P3VO/4VLdf9Dv4i/wC+7f8A+NVSqRRLi2bFeP8A7W42/s8+LscfLbf+lUNekf8ACpbr/od/Ef8A33b/APxqvJf2rPh3caH8AfFd8/inWtRWJbbNrdtCYnzcxDnbGDxnPB6gVyYyonhqi/uv8j6HhuD/ALbwX/X2n/6Wjv8A4O/8k60j/cb/ANCNdnXlXw68DxaX8LLDVtR8e6xpGnxRGSaWWe3jhhXccks0fA+prX0Oy8O+JrhINI+Lt3qcztsWOz1GzlYtjOAFjOTgE11RqKyPBq03zy9TvqK4ltB0aPT475/irqC2UkrQJcG+sxG0i53IG8vG4YOR1GDWi3w9RbqO2b4ha2LiSIzpEZ7be0Y6uB5XKjI59/eq9qjP2bOlorkrHwbZ6nNbw2nxK1a5luIjPFHDd2rtJGDtLqBFyoPGR3pml+FNP1q+urHT/ibql9e2ufPt7e7tXkiwxX5lEeRyCOe4Io9og9mzsKK48eFdObSX1Vfidqh0xJDE14Lu18pWDbSpfy8A7uMZ61nXUHhiw1o6RdfGC5ttW8xYvsM2pWazb2xtXYY85ORgd8ij2qD2bPQaK87Y+FE1SfTG+MlwupW6yNLZtqdkJUEYzISnl5AUcn0q34Z0fQ/GbzJoHxYvtakhAaVLC/s5igPQkLGcA+tHtUHs2dzRXJjwZZtp8V8vxK1Y2UkghS4+1WvltIW2hQ3l4LbuMevFUptH0S216PQ5vivfxa1I2xNPe/sxOx9Ahj3E/hR7VB7Nnc15z8Xv+Qt8Nf8AsbbX/wBEXFLbf8Irea9/YkHxjuJtZ3+V/Z6alZGfdz8vl+XuzweMdqzfij4Dn8P658NLqTxLrGqL/wAJbap5F60RTmC45+WMHPHr3qZVE1YcYNO5p+Df+S0fF7/sIaf/AOm+CvQa8+8G/wDJaPi9/wBhDT//AE3wV6DXOahRRRQAUUUUAU/AJ/4qrxd/11tv/RNdzmvM/Cfh2z1bxd4ykn88NI1ojeXcSIMLHuGArDBz379K7X/hFbE3BnzcbzM05/0mTG5l2njdjGO3QHnrQBmfEjT9e1bwpdWXh1LJ764ZY3W+untl8ksPMAkSKQqxXIHynrXB/C6x8S+B/gc+ly+HzZa9bx37WljZyGZB++kMa7yiYzuGBjkc+w9Hl8H6VDZssj3KwpbrCWa9lGEVtwy27rn+LrjgnFcW/wARfADWI1O11S71OFtRmiQ6cbm6Mk6J+92rHncirycAqOvWgDsPh34Zj8H+DtM0wKBNHEHuH/iknb5pHY92ZyxJ966LcK5nSvDuiaxo8FxZzXNxZXNqqRSreTfNEWDg53Zznv17VoDwrYrcCcG48wTfaP8Aj5kxv27em7GMdunfGaAOO07nxt4u/wCviH/0StXdet5LrQ9Qhiha4klt3RYllEZclSNofB2k564OK5bTfBunL4s8WwA3Xlh4YB/pcudvlK3XdnOe/Wt+60LToFkupmuFWOQ3bN9pkwCFwSRu6YHTpQB49o/g7xTfeFtW0vQf7c0G2MFtHYtr9+7zWV0pPmSo5LFowNvyfcYjgAE1u6n8Op7jQ/Bs11pAuPEGl6nA8115nmsB5h82ZWPQN97oCM4xxXTeGp/D3inTmazTVobTyvs6SXy3Vt5qO28FDJjcSejLk4OM0/Vta8I6DqWmw3mrLHeajeqlrCLx3aWYApgKGPA6EYwD19aAIPCPg2Pw38RvFV7aactnZ6jDbSecvSeYGXeSc5J5XP4V3VcXosnhTxBqWq6Rpmove3emx/Z7yOG9lcxb2LbS2772Qe+4dOK328M2TXHnH7Rv81Zv+PmTG5RgcbsYx1HQ0AatLWJ/wiOn/Z1h/wBK2LE8I/0uXO123Hnd1z36joKl/wCEYsfMZ83G5pUmP+kyfeUYH8XTHUdD3oAf8FT/AMUnef8AYVvP/RzV0njfTLjXPB2t6fZsFu7qzlhiLNtG5kIHPbmuE+DfhWxuPCd3v+0cX1/b/LcyD5GnYn+Lrnoeo9a7e88PaTpsMl7cSXEUUDJcvI93LtXylOCfm6YzkdD3zQB5/wDC/T75fEFxeXWhX2j2kml2mltBcRbd0sStvbgkbRnaG71kyeHJvhv4d8TDSfBLamz68txpdrDb+akTGOMfacZzhSGJxyfxrs/Cuo+E/G8N0umzah+4iYSJdPdWz+XN828CTaSp/hccDsRVRvHHgK40u71e31afUbW2v47BmsJbi4MlygG2ONUyZDyMhQQec5oA3PhRpaaP4MtYNt4J3d5rhr63MEjzOxZ28v8AhBYnA9MVp+PmB8C+I+f+Ybc/+imrO8N2Ph/xVo8N9p0l5Jat5yfvJ543Uux8xWViGVgcjBGV7Yqv498I6evgfxIc3WTp0jf8fcvWOJgv8X5+vfNJ7F0/jRwv7FLf8Y1+Ex/tXn/pXNXuO6vn39jfw/aah+zn4TuJfO8zF/H8k7qNrXUoPAOOw56jtXtH/CH6fxzdf8sv+XuX/lmfl/i/P175rlwn+70/RfkfQ8S/8jvG/wDX2p/6Wza3CkyCtY3/AAh+nHJP2rkyk/6XL/y0GG/i/L07YpW8JWDR7M3OMRD/AI+pc/u/u/xfn69811nzZ5l8VYbjVvGFto8fhm+/sy6SFtS16zsjO86I+5bdSvK88lj0HTmsfwD4R17S/inFNPpt7FBFd6hNP56L9hiSX7j27j5md8LuViQOcBO/pfia68MeCYrGTVryazW9vDa24a4mYyTTn7oAJPX8F9qh0u68I6p4k1Dw7Yam93q1jBA13bxXkrmFVY+WGIbAbIORnJHWgDudwo3Csf8A4ROw84S/6Tu3yv8A8fUmMyDDcbumOg7dsUxvB+nMm0m6xsjTi7lHCNuX+Lrnqe/fNAG3uHrXiv7ZhH/DNfjL/dtf/SuGvUv+ETsN27Nz/rJJcfapMZcYYfe6c8DoO2K8a/a68O2mk/s4eMJYDcFlt7KD97cPINq3cOOGJ5569T3rlxX+71PR/kfQ8Of8jrBf9faf/paNBdLvNa/ZpNnp8VxNeSW6mNLNQ03EoYlAcgsACQCD06VS1yz1/UvCJu9KHirW9f0e6hvLOPxDZQWrFsNGyRmOKMEbXJOc9K2fh9FonhX4Q2Guai14lrbCSeQwyTSHLtsICKSWzkAKB16CtTTdd8KalNZ2Ri8Qae95tsrcalbX1r5pTMgAaQLzgHnvjBJrpjsjwqnxy9Ty7Wfgzr9vLqejWdhNLo0OlyXtpNGynN9LGkciqD/FlXfkY+eu8tvhdfnxtYnWNT1XxPo8uiS2s41RLYJE5eNgg8mKM84PBz0q/J8QvAC6XBrh1W6NpNfXEaOpuSfORGWUbByFCqT029COorZ1R/CelsllfX81mG03zt813MiC3jdTvLlsAhiOScn3pmZ523gXxB4V+F/hC/0LR2bxL4dEsMemoVVnglJRo85xgfu3/wCAetYb/CvxT4H16W+8O6dJc3jaZa6dJdKyjzDM0v2iXk8lHZZPpmvWdB8SeDfE11pDadqE9w2rJJqti3mzqk6rhXKk8YG4fL7ggd6peG/E3gTxVql9oGl6pcz3lpaFJYmnuEPkrKylldiA2HVhuBz+FAHknib4ReNY/hTH4f0bQrC806yvZ50sbrUJLeZ5PtIMUgVYXDqEyeWXrnnFdB4o8B+Obix8VvGPN0e81aGa80GC3Rp7q2CxeY1vOxGHBXI3LztIGCRXdW3xA+H02n6drkeuMLfUdTMFm0lxMpnuf9UVRCcleOw29/enS6/4Ih1yTQJb2/juIY2tHlaS6EClf3xjM/3BIBzgtuxx04oAx/E3hLUvEs/jzUZtMuHaHQn03Q4ZB8zb4GaQoCeGZiqHP93FO0rS5fHviLw+9z4ev9P07T9Jnsr99TgMDXHmCMCJRnLKCjEnoOPWp/8AhaHgSWWOdJNbmupbqOSG3is75pZmaNtjxxhcvGyq3KgqSPWr0nirwJD4JvNavNVuNO0Wzieyum1C4uLaaEg7jGyORIJPTjcQRjg0AckvwkCfC3QrL/hH1GpaTrUc1lDtGbaH7cGLKM4A8vPvii40PV4fCXiLwXJ4ZvrrWNR1Ke4g1hY1No/mTGSO5aXOVaNccEbsoAMjBr0Cz8ReDr3xRLpVvq4l1dIl1eW3W6kJiTaFDOM4QEEHacZ6471j6V4w8E6rIlpaS6wwmtZo7WSSK9RLyMHe3kSMAJW6kFCWx04oA3dG0W+tfifq2oTRMbOTSLS3S5OMPIkkxYfUBgfxrB+Ox/0z4af9jfaf+iLir3hLxN4Z8baxdw6dBr8dzaXAedr2yvbWNJY0C7MyKq52kZTv1wetc78aPDtnp+qfC64h+0eZF4rt4k33Ejja8VwxyCSCcgYJ5A4HFAEPg3/ktHxe/wCwhp//AKb4K9Brz7wb/wAlo+L3/YQ0/wD9N8Feg0AFFFFABRRRQBT8A/8AI1eLv+utt/6Jrua8y8K+F9I1rxd4zkv9Ls715GtIpGuIFcsixhlUkjkBuQOx5rtW8H6G1w1x/Y9h55ma5Mv2dNxlZdrPnH3ivBPUjigDWkjWSNkdVdWGCrDINeM3Pw18R6HrUmtaTZ2F7Imp30sdjJP5KmCeJFDbtp2lWQZXHIJ5rv8AVvCfhvS9GuJX8N2t1b29p5QtbawWR3iQ71iRAMkbuQo7159H480t7q6hHwzvP7atZlv7i18m3zAHiYieSXdtRiqsuCdxxjFAHpPw98NyeD/BWjaNNIs01lbLE7r90t1OPbJroa5Dw74f8KeJvDVjf2eg6f8A2ffWSLHG9og/cMRIIyMY27ucdM81rjwfoa3H2gaPYCcTfaRJ9mTd5u3Z5mcfe28Z644oA5DT/wDkdfF3/XxD/wCiVq9rVpJf6Pe20SwvJNC8arcAmMkrjDgEHHPY9M1yum+B/Dy+LPFtuND08QB4bcR/Zk2+WYlbZjH3d3OOma2tQ0HQdPtbnUJ9Ks9tuxvXkMCZ3qmPMzj720Yz1xQB5XpvwTv9U8P63pcthp3g2y1GC3tzaaU5mSNkJL3MXACynI2sckYBOa6uf4c3ieGPDOmotnJdaTf28rXCrs3wxvknpneRyexOazfBfjHwN4s8Nzai+l6Hp2jqFshI09pPHskbd5T+UWEYLYO1scnpWjqni7wXpl3ohg0hb99Wv0WC5tdNJjWUZjWZpdoUYxtBzkj7uRQBvaL4Xm0vxxruqiOGOzvra3ijEfDF0MhYkY/2x+tdRXAeG7rwh4m1zW9EsvDkcP8AZcQgle400QxypIzEom5RuTchzgbSRxmuqbwnorXHnnSLIz+ak/mG3Xd5ijCvnGdwHAPWgDVpaxf+EK8P/Z1g/sPT/JWKSER/Zk2iN23OmMfdY8kdCak/4RHQ97v/AGPYlmlSZm+zJkyIAqPnH3lAAB6gcUASfBX/AJFK8/7Ct5/6Oauo8XaK3iTwvqulJIIWvbWS3EhGQpZSAcfjXn/wc8I6JceFboyaPYybb/ULcbrdD+6edi6dPukjJHQ12GseH/DOhadd6rd6RYRw2YW8klFsm4GFTsfp95V4B7dKAOU+HfhXxFpuuvqet6fZ2rPp9vpfk21yJRtiBJlPyj7xOAvYVDqXhfxf4b0bxQPCtnp73+qaqJ7fzJRGIIDHGjOuVx5g2HAIx0z6VY8F6l4Y8Xm8tJ/CFvo88Fr5/wBmu7aF/MtbjLFgEz8r4O5T3HIqnY+L/DWv6TqOo6R4HvNUntdSisFtjpawzSyRhTHKfMA8tFDAh3xgDjqKAO1+HGhN4b8JWWnvYHTpYwTJG9wLh3cnLSNIANzMSSeO9WPH3/Ii+Iv+wbc/+imrE8GWfhjxpoKX8HhyztV33EElvLbRExyM5E6ZXKkMwOcHDUePfBOgf8IN4jP9i6fzp0hJ+zIcmKJhEenVBwvp2pPYun8aOI/Yp/5Nq8Jf715/6VzV7hXz5+xv4b0rUv2dfCdzdaZZ3Nxi/j82aBXba91KrrkjoQoBHfAr2c+CNAP/ADBNP/5Zf8uyf8sjmPt/Cenp2rlwn+70/RfkfQ8S/wDI7xv/AF9qf+ls3aRjxWIfBOgMxJ0TTySZWJ+zJyZRiU9P4x97170P4L0FoijaNYlNsa7TboRiP/Vjp/D29O1dZ82edfGD4V+KPGuuaZqOj6zpccNrcWzrZ6hp8krRhJQ7ukizqASAOCh6YyK7Gz8KXFr8SrrXVjgSym0uO1Pl/KxlWV2JIx0ww5zXPa94g8PaL4uTw/Y+EIdWvQrXNybdLaMQickOcOyl2fBLBckjrmrOi6h4P1rxpqnhm18NrFcWFrA0s02m+VC6o7CNELKN4RgcFcqD0NAHo9LWIPBehrN5o0awEvmSyh/s6Z3yDEjdOrDhj3701vA+gSLtbRNPZNkce02yfdjbdGOnRTyvp2xQBuV4t+2Z/wAm1+Mv920/9K4a9Q/4Q3Q/MDjR7Dd5sk2fsyffcYdunVgSCe+ea8a/a68L6To37OPi+Ww0yzs5Et7K3VoIFQiNbuHamQPujJwO2a5cV/u9T0f5H0PDn/I6wX/X2n/6WjZ07w3d+Lv2dF0ixiWa6ubfCRvMYg2JQxG8crkA8jpVTUfhzr2oeDbuz0nRB4f1qCaG6sZr7XJb9DIuVJy2Sg2s3TrmpfB8Ph7wb8FbTxHcaBa3j2iyXG2KGNZHkkYIzBmwAWyAWJ5HWrem654ekk0611HwNZ6ZbXzpp0civaXMaqoaVEfymO1QVJAPQ9K6Y7I8Kp8cvUwNa+AOpzajq0Fk1r/YsukeVbQtIVYXjokcjHjhSkYORzkmuu0X4O23h/xtYanZwu9iulSWdwl5fT3OZC6Mu1ZWYAfKemO1c9J8XPAv9hw66PCu6Z7+6LxfZYRNGyRHfcMc9Hj2/NnJDjPFdBqGueAbO5j046JZXkDaUZytjZpcbbeORNsPlxgsfnZSqgEZFMzMnVPhT4hh+GGg2ejyWdt4t0WV3tZZHPkhZCyyKSBnBRs/VRWRqnwI13T79pfDs9rbhbC001ZpZCGaL94LrOB1IfcPVgK6rw34v8I+JLjw1MPDX2L+3kn1K0uLu0RCs8eFcP3WUoc+pAPpWV4P8e/D/wAWa5faBF4XhsIINOd0lurOIW9xaJM4KrjPyZUuFI6EGgC3a/CW8s/h9DokUNoLqDWlvIW3DCwC6EuA2ODtHT1rO1z4Ra/rmoano5FpFoV3qsurLqayfvlZ4WTyjFt5IZvvZ5FLafFHw1qGgxeJ9P8AAV3cWhmuL64ujZwxG38o+S0zOxAMhUYCglyoP0q5deKPCOm38dre+BvsWhyRvZw6lPYxRxSqqG4MaxnDmPKlshdu4UAc8vw28cR+IvDPiJ9H0+W70KK3sfsUWoBVuI445VMocpxkyDCkcDNdpH4A1XVvDPjiTU7azi1fxH5jxWYfzI7ZhbCCMGTHJwuSwA68Vzi/E7QrjVLG3T4eytrmo3EN7ZW8n2VXnDxyCO53l8A7I2XkhgCB0Nad54v8G6T4G1m+1Twc1r/ZKyade6HFpq3UyqV80xBYwymNlw+c7OckigDR1L4W3GrajGG8m2tZvD02k3E0OBJ5sm35sY5GAeTUGl+F/Fmqv4V0/WdOsNPsfD0yTte212ZWu2jjaNNibQUBDEkEnHTnrUtt428Fy+KbiwOiG1ngtP7duNQn07y4VZFC7hIVG+RVIBK5wOM9qoab4i0K4Fgkvw7OnWOqwy2ulzTwWwS6RgZfJZVYmISYLBXAGc5waAO48FeHbrQbzxJLdeXt1DVJLuHY2f3ZRAM+hyprk/jt/wAfnwz/AOxvtP8A0RcVN4H1C08Za1qiXHgFdIfT7wCa7uHtpM3MUaqpGxidwRgA3oMZrG+NHhjSNM1T4XXFppdna3EPiy3ijlhgVWRHiuGdQQOAWAJHQkCgCDwb/wAlo+L3/YQ0/wD9N8Feg1594N/5LR8Xv+whp/8A6b4K9BoAKKKKACiiigDn/CnirRtF8XeM47/VrGyeJrOWRbi5SMojR7VYhiMAtwD3PFdr/wAJloP2hoP7b07z1me2MX2uPcJUXc8eM53BfmK9QOTXPeAR/wAVV4u/6623/omu52j0oA5TWvGmkzaHdPp3ijRbO6ks/tFtdz3MckSK52RzEbxuQvxnOCeAa8e/4QfWJND/ALGl8c+E5JLvUGGssfMEurzCMs8MrCbcvGGMabcIMYC5z9A6lPPa2FxLaWxvLmONmjt1cIZGA4XceBk9zXjn/C6vFP8AZ+tlvD+mC60aVft032xzbxKYy2zGzez7gUyqlc85xQB6Jo/jTw/Y6HbCfxBoSiG0SZ2tbuNIFizsDqCxxHu+UEnGeK0V8ZaE1wLca1pxnM5thELuPcZgu/y8Z+9t+bb1xzU3hjWP+Ei8PabqnkmA3lvHP5TMGKblB25HBxWnQB47pvjfw63izxbcDX9LMBeG4EovI9pj8pV353Y27uM9M8Vsap4g0i8tbmyTXrC1uJmayVvOidkmK5CbGJDMAc7SOR2xT9P/AOR18XDt9oh/9ErWjqV4dP026uhG0phiaQIoJLbVJwAO/wDjQB47D4N0fXtL1n/hJvGWjXEOpWEMFw+kPHaxyWMTFWZjvO3czFS64A6DFdNcaRo82haFocXiiyc6VqVv5fmzRmRvL+dICA33/LxjuQM1S8K/GqK68P6hqviFF05LMRSTW8VndJNbRP0kkSWNWKD+8oZeDzWprPxSms18OT2Ph++ubDV7yOA3k7RwpCjthXKltxJ4IAXoecUAWNN1DQbTxVq+v/8ACSaXJBe2UR2C6j+SOFnDSbt3K5fGegIxXQt4s0RLj7O2s6etx5qweU11GH8xhlUxnO4jkDqRWP4Y8bXXiDxZ4g0e40WbS49NWJoZriRC1wrlxvCqTtGU4ycnuBXW0AYv/CbeHfs6z/2/pfkNE86yfbY9pjRtruDu+6p4J6A8Gpf+Et0MSMn9tafvWVICv2qPIkcbkQjP3mHIHUg5rVpfWgDlvg34v0K38J3fm61p0eb6/uRuu4x+6Sdg8nJ+6DgFugNdX4i1vw34k0bUNGm8QafGL5BYnZeR7w8yHYoG77zDlR1OOKyvgqP+KTvP+wref+j2rrfEmsR+HdB1DVJUaSOygedkXqQqk4H5UAeZeBY7XwzqUmq6r408PX8ps1tPMglWJBaWwIZ+ZD8wc/Oeg6cVF4j0t20vxHZaD470bSr7WdUhneWWRSyRyRoohG2QEPIE+Vhzhsjnmul8BePtU8QX95p+s6bBZ3sdnDqMP2KRpFkhlBwDuAw4III5HvVLSfiT4k8SaPrUth4WFlqVjqf2EW+p3karHFsRzNKULY4bO1Sx/WgDT8D61ofhnwrY6fLrXh6JLeKUINOuQkASI4kI3uxO3+IknBzml8feNvD/APwg/iMHXdMBGnyIf9Mj4MsLGIfe6uOV9e2a0fhz4sk8beFbbVZbdIHkeSP9yxaKTaxXfGSBlGxkHHQ1Z8ff8iL4j/7Btz/6Kak9i6fxo8a/Y38T6Rpn7OvhO1u9VsbW5238vkzXKI+xLqUu20nOFDKSewI9a9o/4Tjw90Gu6Yf9UP8Aj8j/AOWv+q/i/j/h9e1eVfsU/wDJtfhL/evP/SuavcMD0rlwn+70/RfkfQ8S/wDI7xv/AF9qf+lsxG8ceHVznXtLGPNBzeR8eWMy/wAX8H8Xp3xSyeNPD6x721zTVTER3G7jAxJ/q+/8f8Pr2raxRgeldZ82eG/ELwDoHjjxHdapaeI/Dsb3sYtriW5Ec1xA1s2Xa3kDjY6DIbg7e+K7S1udATxvN4hXxPpckTaXbWhh+1RkhWkdopC27o5bC+pHGai+JfjDxP4Vv9Ji0Wy0nUP7RuktIbW6mljmZjy7AqpUKqgnJ9PeqnhX4qXeuePrzQ7y2i02BJZorVZ7W6jlufL6mOR4xE46nCsSBzQB2q+NPD7TeUNc03zd8sez7XHu3RDMq43dUBBYds84pj+OvDsa7n17S0XbE+WvYwNsh2xn73Rjwvqema3MD0oxQBi/8JpoBYKNc00sZJIgv2yPO+MEyL16qASR2xzXjn7XPijR9a/Zv8YRafqtjfSNBZThLa5SQmN7uEo+FJ+VsHB6HBxXvu0eleK/tmD/AIxr8Zcfw2v/AKVw1y4r/d6no/yPoeHP+R1gv+vtP/0tFfQG0bxp8CYPDia/pNvd3aSW6rdTJIvmRuHkRo9wJwB8y9QDzVbUfDdhrHgnUNKPiTwPoDSJb3lrfaDEkIiJfakrAyEMG+ZVPcnFbmgeK5PA/wCz7FrkMMM0lnb7lSYlUJMm35ioJwM54Han6T8YL/OnT3/9j3WnXV4LSa5015x9n3Rs6lvNRc5K449a6Y7I8Kp8cvUwda+GPhrUNf1VofF2lW8N3praNHp7yRny7pY181sb+W8lEymMgDJ4ro9N0PwP4f8AFFh4h0zVPDmmW8OkGKUWhghE0ckiBJiykAoWXaD0JPBzXPXH7R15b+G0vToUa6jHLcNcWrTMBHbRxiRJgdufmV4+MfxH0rq4PjZY6trken6Javrjtpkl80Nqdk29WRRGBJtXnd1JGMUzMwdY8D6Xf/DnTvC1r4y06x1zT7torTUlkjLRz/MXj8vf97y2YFSeOuOKyde+HPhjUg93pfjjSdMsV06yRJEnjZVtI2kjkJbfjZKrsu7pkdyK6/w38YrjUYfCN3qm**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***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***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**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如果不能正确的理解它,使用不当的话会造成电容过热,并最终导致电容过早失效。
在降压转换器中,使用下列近似公式,可以轻松计算出RMS电流。data:image/jpeg;base64,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其中Io是输出电流,D是占空比。data:image/jpeg;base64,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**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**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**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**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***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上面图1给出了表达式的曲线图,看起来像是个半圆形,其中50%占空比达到最大值0.5,并在0~100%占空比时有2个零交叉。
该曲线在50%占空比附近对称。在20%~80%之间,RMS电流和输出电流之间的比大于80%。
使用这一范围的占空比,可以将RMS电流粗略估计为Io的一半。在这一范围之外,需要相应去重新计算。
下面是输入电容中RMS电流的推导过程,先假设电容寄生电感无穷大。
电路以矩形脉冲(0.5D×Ipk)的RMS电流为开始,另外还去掉了DC直流分量(D×Ipk)。data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC0AVQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACivJvFX7Unw78FfEq08Aavfa1D4uvObTTYPDGqXBulwCXheK2ZJEXPzOjFVwckYOPWaN0pLYNnyvcKKKKACiiigAooooAKKw5/GFhH4qg8OxLPd6m0X2idbePclpEd215m6IGKlVH3mIOAQrEFv4wsL3xVc6BaLPd3lnGJLyWGPMNqWAKRyOePMYEMEGWCkEgBlJANyuU8dfFjwR8L/sP/AAmXjLw/4S+3b/sn9u6pBZfaNm3f5fmuu7bvTOM43LnqK6uvJYtvij9qS4dopjF4P8LLGkp/1Jn1K5JdR6ukenR/QTj+9QBL/wANY/BD/osnw/8A/Cosf/jtH/DWPwQ/6LJ8P/8AwqLH/wCO1N49/aS8C/DXxtp/hDXbjXF8RajE01lY6d4Y1TUDdoo3OYmt7aRZCo5YKSVyM4rY8FfGjwf8QNWl0nSdVki1yKH7TJouq2VxpuoJDuK+YbW5jjmCZGN2zHTnkUL3tUD93c6Hwt4s0PxxoNrrfhvWdP8AEGi3W7yNR0u6S5t5trFG2SISrYZWU4PBUjqK1qZNNHbQyTTSLFFGpZ5HICqoGSST0Fef2fx68F3nia80gavbxW9vp9hqMetSzxLptzHeSyxW6w3G/a7s8RAA67l25ycNJvRB0v8A1/Wp6HRRXk2m/tSfDvVvipN8OLW+1p/GkDfvtLbwxqiGJN20SvI1sI1hJ6SlvLOQQxBFJatRW7B6JyeyPWaKKKACisS18Yafc+KLvw85ltdWgiFwkNxGVFxDwDLE3R1DEK2DlSRuA3Lnh/j0vjCz8Ha1rnhzxcfCg0XT5L+BYbKC5+3XCBm8m4E0bfuWAVcRFJCWOHXABTfKuZ7f1/XcqMeZ8q3PU6KzfDd9e6l4d0q71K0+wajcWsUtzaZz5MrIC6Z9iSPwrSq5LlbT6GcZKUVJdQoorN8ReItP8J6Pc6pqlwLWygA3PtLMSSFVVVQWZmYhVVQSxIABJAqS99EaVFYeoeLrbR/CMviLUbPUrS0ht/tM1tHYy3V2i9ceRAsjs3+yoY15j4f/AGxPhb4n0OHXbDU9dPh2ZHkXXrnwnq9vpgRM7ma7ktVhVQVYEs4GRjrR1a7C6JntVFVNK1ay13TbXUdNvINQ0+6jWa3urWQSRSxsMqyspIYEcgiuR8RfGbwx4d8QaLozXn9oXmpaq2jP/Z7JMthcLayXRF1hsxDyoyeRn5lOMHNOzvYFqrrb+mdzRVLRdb07xJpNrqmkX9rqmmXcYlt72ymWaGZD0ZHUkMD6g1518VP2mfh98FvEOk6J4v1DVtP1HVmWPT0tvD2o3qXchJAiikgt3R5OP9WGLDIyORS2dnuHS56lRUFjeR6hZW91EsqRTxrIqzwvDIARkBkcBlPPKsAR0IBqentoxJ31QUVieI/GGn+E5tOGqGW2tr6YWyXvlkwRSsQESRh9zeTtVj8pOFyCygni7TdY1jSxZaNq7aDNM+2bUoYo5Li3j2nLQrIjxmTO0DzFZQCSVbGCulyjbory34KeKvE158PdXn8TyTeIr3SNUv7C31K2to4pdWt4JWSOfy02oHbBU7AqlkJUAECuyg8caTqHgy48T2Fx9s0yK3luCyqysPLDb0ZWAZXUqylWAIIIIBFKclCLm3olf5WuEU5S5Vvdr5p2Ogor51+EXxQ8Y3Pib4bv4m1Uala/Ebw/ca2unfZ4o00aaNLeVYIGRFZ4zHOQxlZ23oCCAdo3vid411bRfiroVlqmreKvBPhCR7aC21nSrTTrjTtRvJZCPs128sU00AOI0VgsKsZCPM3FQNHCUZqD3bt87tfmul79CFJSi5rbf1Xf/h7HtlFFFQUFFFYvjDXNQ8OeH7m/0vw7qHiq+jwI9L0yW2inlJOOGuJYowB1OXBwDgE8Um7K41qeEeBfL+In7bnxD1/5Z7PwNoFl4atX4IS6uWa6uce4QQKev8xX0jXzr+xf4X8a+GPDPjKX4g+DNR8LeKte8RXmu3k11e2N1DP57kRRxPbzyNiKKOJT5ip/s5HTlv2iPid4x0n4vX/h7wZ438TWWtHRIjovhrT9Atbmw1DVm86RIZrua0YRKYYGZ1a4jbadyEYNXsqdPy/Fpyl/5M2FuaU5ef4K0U/uSb+Z9Z0V4Svjvxfpv7S3hTw/qOqH+wL7wtK+p2CxwC1i1RSrq0L7POz5aT7lZyu3yyADk1xfjf4yePfFWr+Nda8HXuoWHgjwsbGykbR7K2vbq7WYiS7vUjkjcsYbZopIkQndv3MkuVSlbVK//A1tr5N/g09r2le8rry/FJ/er6+atva/1VXO+NvE+peFdNhudM8I6z4ymkl8trPRJbKOWNcE+Yxu7iBNuQBwxbJHGMkZfwlu7vVPDCakfGEXjnRb0RzaTrCxQrJPbGJPnlMKJGzl/M5REXG0bQQa1PG3hjUvFWmw22meLtZ8GzRy+Y15okNlJLIuCPLYXdvOm3JB4UNkDnGQSUXF2HFp6nGf8Lk8Xf8ARCfiB/4HeHv/AJa16UuobdKF7cwSWWIfOkhnKl4vlyVYqzLkdDtJHHBPWvNf+FN+Lv8Aou3xA/8AAHw9/wDKqvSl0/dpQsrmeS9zD5Mk84UPL8uCzBVVcnqdoA54A6VE78j5d+gK3Mr7Hz/+zn8RBN+zPrHxe1SQTXOttqfia5dm4WJHkWCLPZUghiT/AICT3rsP2U2uLr9n3wdrmoz/AGjVvEFiuvajcsxO+4uv37nJ/hXftUdlVR0Fcd+zj8Pkh/Zp1n4P6oixXehnUvDV1Gw6wyPI0EuP7rwTROPqR2rp/wBmPT4tQ/Zu8M+EtesYZbnR9N/4RnWtNuIwyebbr9nljdG6o4XcM8Mjqehrf3b1OXb3OX/D73/2n4Eu9o33vK/a+lv/AG/5HceBPi14N+J9xrkHhLxNpviKXRLr7FqI064WUW823O1iOD35GRlWGcqQOR/Z9Ya83xB8Yg3BXxD4qvRALj+GCy2acmwdo2Nm8o9fOJ718/8A7UEZ/Y1+K+kfHfwloWPC2rWI8MeLdL0yEIgYKBp12I1wMo4WI4H3SqgZNfTnw60C9+FPwR8O6SthfeItU0fR4I5rW1eFbq9uFjHmkNK8ce933HLOoyTyKxeiuUebwr/wnn7cs8pXzLH4f+EliVsZC3uozZPbqIbYdD0krmf24ry68P8Ai79nvWtDjQeJ18f2mnwSIP3zWk8ci3UXByUZACw6cA9qh+At38TvAutfErxB4l+CHil/EXjHxE+oqbPVtDkt4LRIo4bWJ5DqAfKomWwjAFjtBr0vRfhHrnjr4qaV8RfiMljBc+H0mj8N+G9Oma4g09pflkuppmVfNuGQKoAULGCwBcndWkPd9j2jZv7+dr724+nkKT1q+d4r7uVP8Ob/AIJ69qcMlzpt3DDHBLLJE6pHdAmJmIIAcDqvr7V8V+Ev2Z/GWn+NtP09tC8LCfQRpOrSW11pEn/CJ+Y9xdG5j0yEcw3EKkOkhyd0pJVA4I+3qKUXyS5lvp+A3rFxf9f0tPmFfN37Lvl+Ovix8c/iV8s0V/4hXw3p0/Bza6fEI22n0M7zH8Op4r1z4ueJvE/hfwbeT+D/AAdqHjTX5o3itbOxurO2WKQo2ySV7maMBA2Adu9ufukZI4X9jPwbrvw7/Z98OeGvE/hvUPDniGwEh1FdRuLSdru6kczTTo9tNKpRpJHwWKvxyo4JVPecuyt97Wq9ErP/ABBP4Yru/wAEno/VtNenoe30V47rv7TWjeH/ABxrvhy48MeJZV0O/wBPsNQ1iC3t3sYDe7RC5fz9xG50VkCGRd6ts2HdWF4b+MGvQ/HvxZoCWHirxnoM+oQ2Fm1lb6YtlojRwo1zJJIXhmMRaUKCwlO6GRVyfloiuZpLr/wP80EvdV3/AF/VvXqWv2wfEMnw7+GumfEGzX/iYeFdcsLtWU43W8twlvcxHnlWimfj1CnGVFdd8S/Bfjfxdquj3PhrxX4f0fTLP99Jp2t+HZ9SSecEGOUmO+t/uYyqkEbsN1VdvKftf+H5viD8MtO8A2aGW+8Va3p9koAJ8uCO4S4uJTjoEhhkOfUqOpFe4KoRVUdAMClH4L/3n/6TH8O3nfqOW69P1f8AwSro9veWelWkGoXg1C+jiVZ7pYREJZMfMwQE7QTnC5OB3PWuD1r9pb4Q+G9Wu9K1f4q+CdL1OzlaG5sr3xFZwzQSKcMjo0gZWB6gjIr0iih3buJWSscV4K+Nvw7+JWpS6d4R8feGPFWoQxGeS00XWba8lSMEAuUjdiFywGSMZI9a8/8AG3iZvEf7WngDwIZsafpWh3viy5twx/eziRLW23Duq+bO4B/iCnqor3WvCPHXhv8A4Rn9rL4f+PZI1Gnarol74SubjH+qnaSO5tdx6AP5cyDP8TIOrCqhb2kO2v38suX/AMm5beYP4J/L7rrm/wDJb/I7D9o3x83wv+BPjvxREN11p+kXD2yjq07IUiUcHkuyjp3qX4A/DuP4X/A3wT4QZFJ0zR7e2uAVGHl8sGUkYHVyxPHevK/2wNL8efEBfCvhDw58Nda8T+GE13T9V17UbTUNMhSW1t5RMbeKO4uo2dy6JneqpjoxPTtNY8U/FPx/pc+l+HfA9x8OJLj9zJrniy9sp5LVCpzLBbWU86yuOABJJGMnJyBhpj8E7LVu1vKK0fzcmvkEviiuyb+//Llv8zzb/gnzf3jeFPirpCoqeGtF+IGsWOhJH/qo7UShvLjOcbFdnwBwMkVl/GT9n/xN4i+KVzeLpelwWfirVWs1uPD+msYvs6adPtn1zOPtIaX9ztBUbJCu/LAD6N+EXwp0L4K/D/SvCHh2KRdOsVYmadt01xKzFpJpG/id2JYn1PpXZVUrXS3skvWySv8AO1/mNSd5Sta7b9Lttfdf8Oxy3wu0HUPC3w58OaRq1lomnalY2MVvcWvhuFodNidVAK26MAVjHYEdK8X8beX8RP24PAGg/LPZ+BfD154juU4IS6umW1ts+4QTsOv06GvoTWr+fS9JvLy20261i4giaSPT7JolmuGAyEQyukYY9BvdR6kV86/s06L4+/4XT8WvF3jz4eav4Vn8UXVudMurvUNOuoYbC2iEcNufs9y8iyFnlkIClOT8+etKTnW530u/m1b79br0Ja5aTiutl+OvysmvmfS9FedfEr40Wvw38UeG/Dx8M6/4k1TxBFdyWUOhxW8nNuiuyyebNHsBDAB2/dgkBnUsufMvG37Q1zJrvwy8R+FF8Ua1omp6VPq154V0ezsGuL2F/KigVhcMjLIskpbEUwysMvDAZGa1tb+t/wDJjd0m/wCv6/rc9/8AE3h+y8VeHdT0bUYVuLDULaS2niYZDI6lSPyNeDfA/wAReNfjh+yzoTab4lttA8UwyTaRfatqGnyX3nfZLh7eQ7Y7iBg8giyXWQEbiV5wR7jfeKYdJ8GT+ItWtp9Ggt7Fr66trwxmW2CpvZHMbshZcEHazDI4J615x+yT4Bv/AIc/AXw9p+rW7WerXj3Or3dq3WCW7uJLgxHnqnmhT7qaaivfT8v1t+oc2kWt7v7ra/jyndfDvw/r/hvQRZeIdW0rVbiNgsA0TSG0y0ghVQFjSFp524wSSZD14AHFeWeGdaGi/tYePPh80W7Rdf8ADlr4nWE/dW4817S5wM4AdVgJGBlgx5JNe914Z4T8OS+JP2uvGvjVIyNN0Tw7aeFopsECa5aV7qcDsQivAM+rMOoNC96oubazv6Wdv/JuUPhpy5d9Lf8AgSv/AOS83yLXgP8AZ7v/AAPdaXOviiHUv+EY0ifRPCcVxprBNOt5PL+a5AnzdSAQxJuUw/IpGMktXU+JPAfiTxlqkNrrPiLS28IK1tcS6XZaPJDeTXEMiSDN0106iIugOwQhsceZ1J9Aop8zbTbvb/h/zdw/r+uwUUUVIBRRRQAjZ2nHB7ZrweP9n3xhcWOv3l/470ifxfd+I7fxHpmsweHJY4rGSKJIPJaBr1jJGYFaP5ZIziRzkk5r3mihaO6/rVP80h30t/WzX5PY8Kl/Z48ReJru31Dxd4z07UdTh1qTVw+jaHLYwSo9g1mbWRJLuZjEQVY7XUkBl43Fqf4K+CvxI8F6dqM0PxL0a41+91G81CW4PhV0sZ2nMWBNbi93sYki8uMpKmFIDB8Et7lRTu/wt8tP8kL/AIf8/wDNnHfCX4b2vwn8D2nh21unvvLmuLue6kjWPzZ55nnlYIvCKXkbCjoMDJxmuxooobbd2JKwUUUUhmFP4N06TxbB4kiEtpqyQ/Zppbd9q3cI3FY5l6OFZiyn7yknBAZgxb+DdOsfFVz4gtBLZ315GI71IXxFd7QAjyJ0LqBtDjDYwCSAAN2igBrosilXUMp6hhkU6iigAooooAKKKKACquqahFpOm3V9Ok8kNtE0zpa28k8pVQSQkcas7txwqgkngAmrVFJ3toNb6nzX8EfhzrvxCt7zxX4p1KWHRdU8Rz+Io/DN54audLvUuI5Alqt41xJulWJIYGUJFENyKdzgAnrvhd+zqfhb4x/4SCw8QI0+oWTR+IFj05Y21a8NzLcC5Ll2KYa4mXb8x2+WA4CYPs1FWny2Udlp+FvnpbfsuyJ35r9dX99/lr28+5hWng3T7bxVd+I5POvNWmi+zxzXL7xaw/KTFCuMIrMoZscsQNxO1QN2iip6WGFFFFABWb4j8N0a50rV7RL2wuAN8TEjkEMrKwIKsrAMGBBBAIIIrSooHtqippdidL022tDdXF6YUEf2i6YNK+O7EAZPvjmrdFFAgooooAKKKKAPnLUdI8TfFz4/+JJdJ1e/8I6HoukLoLzah4TvI57oTSs91LYXkzRwg5jhTeEm+5kAAqx2NS/ZZsT4t0zxJo2q2+i6pok+nxaJKmmrL/Z2nW8EkL2a5k58wXE7b+ACY8q+zn3WinFuKSXT/Nv829PNrZsHq5Pvp8rJfklr5IwPEPguw8VSaYNVe4u7WxlE4smcCC4lUgo8yADfsI3Kp+UNhsEqpG/RRSAq6nZNqWnXNqtzPZNNG0YuLVgsseRjcpIIBHY4qr4b8Nab4R0aDS9Ktha2UO4hdxZmZmLO7sSS7sxLMzEliSSSTWpRQAUUUUAFFFFABRRRQAUV84eMPiZ8Xf8Ahq3Tfhp4W1HwWfDlxoza9e3OoaHdzXmnW6yCJY2KXqJI8j7trbUAAPDbefo+haxU+9/wdvzTB6Sce1vxV/yaCiiigAooooAKKKKACiuC8L+ML34geLtUk0i7ih8K6FdyadNIsYeTULxFxKoY8JFEzbSR8zSKwyoQ7+E/aQ+JXxD8C+Lvhjo3gS98MJJ4u1r+x5oNd0qe7kiURSTSXKGO7hBVEjOYyOSw+YdKNXypfat+O33/APDh/N/dvf5b/d/wNz3iivA/HPxa8efs/Q6TrPxEfw74n8F3WoQ2F/rfh+wn0ubSTM6xwyvbS3FyJYvMYBmEqlQwO04Nes/ELxHqvhTwTq2s6FoDeKdTs4fOh0mO8jtDc4I3ASyfIp25PzcHGO9Dso83T/hv80H2uXqdHRXzh8GP2hPEXj34haholvpr+JdMm1e6ee/8yCzHhyzS3iMdtIn3rqXzy6kx5UA53kAA/Rkodo3EbKkmDtZl3AHsSMjI9sim01FS7q/9f16aCTTbXYfRXzl+zb8Tfi18UPHfj5PEuoeDZvBvhfW59BgutF0W7t7jU5olBkdWkvZUiVGYKRh8kMMrjNfRtHRS7pP5PVfgHVx7Nr5rR/iRXVwLW1mnKSSCNC5SJCztgZwAOSfYV5r4Q+Lesaj8TJPBfifwqnhu+udMfWdKlt9SF4txapIkcizDyk8mZGliygMi/P8ALI2Dj0u4kaG3kkSJ53VSwijIDOQPujcQMn3IHvXkfwx1fxP4i8c3mr+JPhjr3ha/uLcwf2hq19pstvbW6MSlvCLa7mkZ2ZtzsyIDjk/Ii0R+PXaz/J2/G3y82hy+HTfT81+lz2CiiikAUUV4J8ffiR8R/CfxU+GPhXwPqPhWGPxfd3FpNHrmj3F5PapDC80typjvIQyABF2FQcsDv5xR1SXUOjfbU97ri/Gnxk8I/DzVbLT/ABBqkljNdPGglFnPLBAZG2Rm4mRGjtw7fKplZAxBAJIrzvxV8XPG/wACtR8OS/Ef+wPEPhPWdTj0mXxF4esp9ObTZ5iFt/OtZZ7jdEz5UyLKCpZfkxk1H+0b8RPhg1rqHwz8UeM/DPhi78QW6Pqo1TU4LSUWRIViA7qzyuqlExkj73RQC1ZuL6N2/wA19zv6ah3T7X/RP79PXQ98oqCymiuLOCWDd5Lxqyb1KnaRkZBGQcdjzXyz4p/ai8a6N8R49OXwlNDqlrb6lap4F+22ryazOJ4BY3Md7nZBGYzMzByGX5hschSS158nXX8P6/pXYR1jzen4/wBb/wDAPq2iobKSaazgkuIPs1w8atJCHD+WxHK7h1weM96+dvij8TPi7Y/tN+E/hx4K1DwX/Y+t6Zc6vdzatol3cXWl28BjQsxjvY1m8yR8L8seOfvYzQk3NQ6u/wCCbf4Ji+y59F/nb9T6PopF3bRuILY5IGBmlpDPK/iR8YtX+HOrWdzceEvtHg06na6Teay1/wCXcxTXEkcUUkVr5REsIklRGfzVYHOEYDNeqV458Qta8U6p47tNKPws8Qa/4b0+eG6t9Qtr7S0s7m6BykkwlvFmWKFsNgQsxZQwB2AP1XxQ8Van8PdL/wCEsVkufDumoZNZsfLzIlsOXuYmHO6MZZkIO5VOMNjJG3Ir73/y37a3+W/UbXvWXb+rf1vsu+54y8b6N4A0Y6prl09tbGRYY0gt5LmeeRvuxxQxK0krnBwiKzHBwKseGvFGleMNBtda0e8S90y5UvHOoK9CQwZWAKspBVlYAqQQQCCK8l+Pmo2eleJvhD401C5hi8H6Nrc1zqOoSyKltaJNp9xFDcyueFjDyBdxwB5oJIrK+B+oeHrL4beLLfxNqlpo2leItX1/XLW2vr0WMp0h7p91yvzK6RESB/MBGBMhyCwos7S7q/4W0f4v0TDT3bdbfjzar0sl6teV/W/BPxJ0X4hfbG0ZNWMNqyg3GoaJe2EMwOcNBJcQos6HGd8RZcEHOCM9TXi/7PdyP7Q8R2Xh3xVP42+GsMVo2hatcXov/LkKyCe2ivMk3MaBIWDszkNI6lztwvtFXJJPQiLb3CiiioKCiiigAooooAKKKxfGHh+78UeH7nTbHxDqfha4mwBqmjrbtcxAHJC/aIZY+RxkoSAeCDg0ne2g0eEfs3y/8LB+PXxz+IpKzWa6pb+ENMlVsjybCMmfHoDPNJ04O38T694m+NXw88F+IofD/iDx54Z0LXpwhi0vU9Yt7e6kDnCFYncMdxBAwOT0rn/2f/gDZ/s8eGbrQNK8WeI/EelTXEl2kXiB7SR4ZpJGklcSQ28TsXdyT5jP0GMc58R+NltqXxK+J2v241TTbHwBqM1v8ONZvP7P8y+gE8Ek8j29w0nlpummtYCGifDcgqV5vdwpx10S/BL8ZNd9+oae/OWiu38v81BfOx9Ux+MvD8vig+Gk1zTX8Rrai+Ojrdxm7FuW2ibyc7/L3cbsYzxmq3iT4ieFfBtyltr/AIm0fQ7h7eW8WHUr+K3doIgDLKA7AlEBG5ui5GSK+ffFl9YeBP2iPA+uRfaZNM0u2uPAtjYxnc0szWa3m1c/fZvJgjGTwUPTk1iaP4Mb4t6/8QNTvPFVpp/jjUNWgj8PSuy3Vov9jtHK8aRsB5kCXU8kbgbWbZuyrcgsna22rfpfRrvo1K3/AAGSr2130++13r01Ule3Tbc+qvDvinRfF+mQ6joOr2Gt6fMiyRXenXKXEUinoyuhIIPYg1yHxs17RvD/AIcs59b+Kv8AwqO2e6CJq32rTbf7Q2xj5O6/hljOQC2FUN8nXGQa37Pfim1+IHw/Hi1NDt9C1XWLuc6rHaSebFNdwObV5Y5MDfG32cbGwMrtJGc16ZSnGzt/X9f1YcX1PlX/AIWZ8Pv+j2v/ACteEP8A5X19KxXf/FLJdWV5/bP+hCSC83IftXyZWTKAId3ByoC88ACtWk68VE1zQcVuwWklI8A/YLmlvP2TvAd7cqVvb6K5vLotnc08l1M8jHPcsxJqvqUg8fftyaRZKWey+H/hSa+lHO0XmoSiKPv1EMEvb+Oun+E+gf8ACobrVPh0wuLPSLq9u7/w3qEaAx+XO7zy2uSCqywyNIVVhho9pG7a4XC8M/sm3Xg/xR4n8R6V8Z/iJBrXiaWKbVbyRNEma4aJNkYAfTGEaqpwFQKo9K2cr1PaJaWb+9NW+V380ieVqDhfW+/kmnf52/FnM/8ABQ61fxz8FbH4XaWhuvE/jrWbLTrC2j5dUjnSae4Yf88444yWboMjnmvfvFXw50Hx54DuPB/iSxXV9BurdLa6tZHZBMi7SAShBxlR0NZvgr4O+H/BWt3OvK19rfia6iEE2va3dNdXhjGP3aM3ywxkqGMcSohbnbnmu4qNocm93f8ABL9PxKcnJp9lp+bf5fd5nk3hH9nHw34f8XDxNqKR61rNhqdzeaDdND5D6PbTQRwmzj2Nh4gqcBhjnOMjNdx8Q/GVn8PPAfiLxRqEixWWj6fPfzM5wNscZc/yroa8u+P3wGg/aE8JTeF9T8ZeJvDWgXUbQ31j4eeziF6pKkCR5raVwBt6IyggkMGrOpzShyRfSy8v6/F79yqahGfNJaXu/v8A69Dn/wBivwneeFf2bfCMuqJt1vXI5PEGoknJNxeyNctk9yPMC8/3ete41heDfDsngrwpZaTc65f699hi2f2lqi26TugztDCCKKP5Vwowg4Azk5J+afh/8WPG1vdeG/EmtePTregX41jX7zTHsLRI7Pw8iytZzySxxK3nbhAFOVVld/lcoXrerKMqknHRav5dF32T+5mdOM+Rc2snv5t7v7/zR9N+GPGGg+NrGW+8O63puv2UU720lzpd3HcxpKhw8ZZCQGU9V6jvWxXy3+yHP4i17UNX1DV/FOqaNLFczSah4BuoNPIS+uAt5LcGVIzMUC3kKqvmcbQW+9sX6kpSi42vvZf1/XTzGmm3ba/9f1320szI8VXWvWehzy+GtN07VtYUr5NpquoSWNu43DdumjgmZcDJGIzkgDjORwP/AAknxv8A+iefD/8A8Ly+/wDlNXqtFQUZ3h+fVrnRbSXXLKz07VmTNxa6fePdwRtnokrxRM4xjkxr9K8H02YfED9uTV5gfMsfh74UjswOcLe6jL5j9+oht4+38dfQV9byXljcQRXUtjLLGyJdQBDJESMB1DqykjqNykccgjivCPCf7Jt14H1XxNqejfGf4iW1/wCJLwX+q3EiaJM9xMEEYbMmmtsARQoVNqgDgCnF2qc3ZO3q1b8m/nYTXuON97fg0/0t9/z5T9v6wb4jeDvBXwo0pGuvEfi7xJYmOGEgtbWdvKJrm6cf880VQCfV1HU4r6njXy41UchRiuN8EfCLw94E1bUNatY7rUvEWoKI7vXNWuXu72WMHKxiRz8kYPIjjCoCSduSTXaU17sOVd2/m0l+SQn70ubsrfi3+oV4Vqv7HvgLVNSltW0+FfBV9a6kmreF2jZotRu7u4gna8eYv5glRoPlIOV3DaU2gV7rRSXuvmW/+f8AX67lXa2IbO1isbSG2gTZBCixxrknCgYAyfYV85/BGX/hYv7Vfxq8cfu5rDQRZeCdOlVt3MKm4u8ccfvZkU4/ue1e++KNGuvEGhXWn2Wuah4cuZgAmp6WkDXEPIJKCeKWPJAx8yHgnGDgjz34B/s92f7Pun6vYaZ4w8S+JLLU7yXUZYfELWchW6lctLMJIbaJyzk872YDAwBTi/fcpdnb1dv05l8yZJez5Y919y1/PlfyPV6xn8ZeH4/FUfhh9c01PEslsb1NGa7jF41uG2mUQ53lMgjdjGRjNeC/HTxz4ss/iF4ig0Hx7deFdD0Dwstxd2trp9ndS3Op3MzrYxwedC58xjC6lDuDCRAqqx3jj/E/ijxN40+PWi6dJ4ouvh9f6fpkWkS+JdPt7CaAXvkpe6naKLpJOWj+y7WCgLsYlm2lCQXM12/LdX+9K/W0l1aHO0L3/r4Xb7n96fY+w6xvGlrHfeD9dt5RuimsJ42HqDGwNa0KGOFEaRpWVQDI+NzcdTgAZPsAK4H4xale6l4dvPB+gNJ/wk2v2slpBNHFvWxicbJLuU9AqBiQCcuwCjPOMK0XOEoLdpo0pSUZqT0S1OT/AGJtQu9U/ZL+FVxfO8lx/YNuheTO4qq7VJz/ALKrXttYngnwjp3w/wDB+ieGdHh8jS9Is4bG1j/uxxoEX8cCtuuyvNVKs5rZtv8AE5qUXGnGL6JBRRRWBqFFFFABRRRQAUUUUAFFFFACMoZSCMg8EGuIsfgX8N9N8P6roNn8PvCtpoerOsuo6ZBotslteOpyrTRBNshBAILA4ruKKQ7s4/wz8G/APguwksfD/gfw3oVlJK0z22maRb28bSNGY2cqiAFjGzIT12sR0NUbb9n/AOF1l4dufD9v8NvCMGg3MnnT6XHoVqtrK/y/M0Qj2sfkTkjPyj0Fd9RVeYttiCxsbbS7OCzs7eK0tIEEcVvAgSONAMBVUcAAdhU9FFLcNgooooAKKKKACiiigAooooA5X4oeGtc8ZeAta0Pw7rlr4b1TULdrZNTu7Br1YFcbXYRCWLLbScEvgHBIbGDmfD/4KeD/AAB4F/4Rmx8J+GbOzuoEj1S30nRYrO0v5AgV3eDLZDY6OznHBY9a72mGVFlWMuokYFlTPJAwCQPQZH5imvdvbr+gPW1+n6/8MUrPw/penapfanaabZ2uo3wjF3eQwIk1wEG1BI4GX2jgZJwOlaFFFIAooooAKKKKACiiigAooooAKKKKAPJPAHwFttD+IHiPxx4sj8MeKfF2o332ix1u38OC0vNPgESxLbrNJNM5UKg+6UBLOSPm49Bm8E+HbiaCaXQdLklt706nDI9nGWjuypU3CnbxKVYjePmwSM1tUUbJJdNP6+79Q6t9/wCv+B6abBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUV8veK734jeIf2zLTwV4d+KetaN4Qt/D3/CQa1psOmaXL5DNN5MEEMstozhZCkjNuLsNpwVyMfUNC1gp97/g2vzTB6TcO1vxSf5NBRRRQAUUUUAFFFFABRXzZ+15r3j/S/EHwq0b4d+Pr7wjrPijxCmkS28Wn2N1A1qIpJrici4t3YOiR8YcKc8qeo+hdD0+40nR7Ozu9TutauYIwkmoXyRLNcMOruIkSME/7CKPQCnHWPN52/J/dqEvdko91f8Wv0ZeooopAFFfFnxB/aS8XaP4+v7hdX8PyHwzc6tZRzaZqcv8AwjuGEIt/7ZlKk280OfmVd2WbAKbq+wfDN5c6h4d0u6vJ7G6u5rWKSafTWLWsjlAWaEkkmMkkqSc4Ioj70VPpp+IS92XK/P8AA0q8I174d+GfjV+0NrsHjHwhonirQ/CugWdvZrrdlDexpeXc00s4WORWCssUFp82MkSY9a93ryb9n3y9aX4geLVSZT4g8WX5Uz8ZisyunRlRn7jCy3r6iTPegCT/AIZO+CH/AERv4f8A/hL2P/xqj/hk74If9Eb+H/8A4S9j/wDGq8+8cXPj3xJ+1xZeCPD3xQ8QeHfDP/CMya5qtnp2naXIbSTzkgt1iluLKVgJCJmYOWPyHBUcVpax8SPFXwE+K3gHwz4t8Rjxl4Q8aXMmkWWsahawWupWWohWkjWYwLHDLHIoKDZEhVlXO7dTiuZRf817fJtfmtO+ncJe65J/Z3+5P8mdf/wyd8EP+iN/D/8A8Jex/wDjVH/DJ3wQ/wCiN/D/AP8ACXsf/jVeq0UgPKv+GTvgh/0Rv4f/APhL2P8A8ao/4ZO+CH/RG/h//wCEvY//ABqvVa+bfire+PNa/aq8GeCfDHxL1zwzoN/oN7q+tWen6fpkxt0iaOKBopLizlZTJJI24OWGEO0LQtZKK63/AATf5IOjl2/Vpfmzvf8Ahk74If8ARG/h/wD+EvY//Gq848YfD/8AZ78D+IrOw1D4BeGW0qa+h0ufxFD4Q0w6fZ3cxUQxSkgS/M0iLvSNkVnAZlPFafi74jeK/wBnHx74AsfFPik+NfA/i7U10Aajqtpb22p2F/IHeBma2SKGWF9pQgRIynactk1s/Fnx5o2ueL7Twbq3h3xbe6dY3drqEr2PhPUrq2v7iOQS28KXMduYFVZFjd5HkVQVVScbytRV5Re6bt+V/nZ3XqvRj0unppf87P71b5P1PRfAvwn8EfC/7d/whvg3w/4S+3bPtf8AYWlwWX2jZu2eZ5SLu273xnONzY6murpB9MUtSAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWL4w8I2Hjnw/c6NqkmoR2VxjzDpmpXOnzkA5wJreSORQccgMARkHIOKTvbQa8zwf9lWQ+PPiZ8bvicx8y31XxCPD+myFSM2enJ5OR6hpmnOf/ANQ9G8fftGeBPhh4kfQvEl9qllfR2Y1GWSHQNQubaG2LbDNJcRQNDHGrcMzOAvG7FW/hB8CPBfwD0e50vwTZX+k6TM3mGyudZvb2CNsszNGlxNIsRYsxYoF3Hk5wK+YPiN428NfFrxZ4r8Yf8LFjl+FFlqtn4L8T2um31p9kl054JC00lwqmaFDd3KIzLLGrJG5OQARWjcIJ7JJ/co3+cmvvBL45y6ttfnb1UU0l5H1pbfFTwxeeObPwhDqEkmu3mlnWbWMWk3kXFoGVTJHcbPKfBdMqrlhvUkYINUfGvxt8G/D3Wl0jXNVmg1I2ou/s1rYXN0wjZ/LjB8mN8PI+UjQ/NIwKoGIIr55vPiR4V1b40eGPHXga+0zxVpuly3Hgu2Oi30dxaW8J09rve8kbMsUfmRqrO2AFhzzgCuc8G+I/hb4+0v4j+Idb+I9jaTa5ri/ZvHFjepFDYSaYIBBIZmYxwg3E0jxRSHbJGyj5wcs7ar0u/S+lvPlaeu7v01Uq7Xm7LyvbXvpdNf8AB0f2J4P8daN47s5rjR7iaUW7LHcQX***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总之,要注意输入电容中的RMS电流,因为过电流应力会降低电容的可靠性。
组合电容类型时更需要特别注意,因为陶瓷电容通常会允许足够高的纹波电压在并联电解电容中形成过电流状态。
如果测试发现有过电流现象,可以通过以下方法去改善:提高工作频率,增加陶瓷电容数量,增加电容ESR或者RMS额定电流。

磨砂 发表于 2025-7-2 08:24

电解电容的纹波电流是指流过电容器电流的交流部分,通常由电源的开关操作或其他周期性变化引起

晓伍 发表于 2025-7-2 10:18

纹波电流是电容器中流动的周期**流成分,其有效值反映了电流波动的幅度

八层楼 发表于 2025-7-2 12:45

纹波电流的频率与电源开关频率或电网频率相关。低频时纹波电流较低,高频时由于等效串联电阻降低,纹波电流可能更高

keaibukelian 发表于 2025-7-2 13:32

低ESR电容可减少功率损耗,例如钽电容的ESR通常低于铝电解电容,适合高频应用

paotangsan 发表于 2025-7-2 13:47

通过增加电感或电容滤波网络,降低纹波电流幅度

renzheshengui 发表于 2025-7-2 13:59

选择额定纹波电流高于实际需求的电容,并考虑温度降额

观海 发表于 2025-7-2 15:14

纹波电流在ESR上产生功率损耗,导致电容发热。ESR越大,纹波电流引起的温升越显著

guanjiaer 发表于 2025-7-2 15:14

温度升高会降低ESR,但同时增大漏电流和电解液挥发,导致最大允许纹波电流下降

heimaojingzhang 发表于 2025-7-2 20:02

高频下ESR降低,纹波电流承受能力增强,但需注意实际电路中高频谐波的影响

wowu 发表于 2025-7-3 15:39

实际应用中,纹波电流应不超过额定值的85%,以确保寿命要求
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查看完整版本: 注意电解电容的纹波