Idag värderas den globala marknaden för återvinning av solpaneler till cirka 1,7 miljarder kronor, enligt det norska analysföretaget Rystad Energy. Under de närmaste decennierna väntas marknaden växa med flera hundra miljarder.
”Dags för en svensk anläggning för återvinning av solceller”
Återvinning
Sverige behöver en anläggning för återvinning av solpaneler.
Det menar Svensk Solenergis vd Anna Werner.
– Den kraftiga tillväxten gör att det på sikt blir mycket att återvinna.

Anna Werner, Svensk Solenergi.
Någonting är fel
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Det som driver utvecklingen är den kraftiga ökningen av antalet installerade solpaneler. Enligt EU-kommissionens beräkningar kommer installerad kapacitet från solkraft bara inom unionen att öka från dagens 165 gigawatt till 600 gigawatt 2030.
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6vxst5FsVG1b0CLkvQM6MgIyhzSpCRNMKKXWI1IVFNDr3HNsqBQgTb5DqfaYrZEMq0lJw5lr60eJPJUuKgGKlzOlU8uLxLgT4b99ego2LNch4cOmpSQe08fVco1/IJHxC39DQwQCMrpx8R7cWu40/KBa92Ez39Fxg3cmyJnz5nUKLl9qJ1+SJ7jzA/P12ALI67rPqnGP10i17L8Y7B/KY5+t+K5fi0XYC4y12dB+5qsWxvYeYnErEYe3Xu7fmkKby1bHvZGh67tjsT9eX83HjBQ73kl2ZeHjcXubmTWhvhhOdhjPdfgyRVpjQJFpF7o3/OqRUUtqqxAVw1udxFgQSHJOstKk18BddG4cy7I2xMOD1VZ4vUofnUiS6TpLg2tRgt+8yOPeK5ys7Si44C0jmV3znoSHItLSTDnmHRrPfyu3FTfVoWnROqvUsjx7L4nzugKR1TjvOUdMDjsCmQLX1G1Gm5fT4u+XOlBFCU8daUCiEDNkm5OIR0fRyAnzjeCvQw48W4LJj9/Zx+vEi62N0ZZTpnRDzoa9sHTZKiEwOp6VqWL3VjfCztWJ0S5ze1/+lD1dzCsTmtEitY1VHr7ruUsLvaL4q7S+izwuM/45vuUmZ3GtZHoGWVetyeCZFw7dag73Z6S1LfNGQOAFKbpq1cO2L35J6oWiabtX1u9dbYqPFyEWDsWfMlF60qLup5FDFq7hbZGG78QcDDzkBWxEQBL+ICLz+GSxNBYnQbKsAlq5BAwat5k4AhF7Ooq1luXOGWpfdAU8KqKZde4AJkJDn5E0tGlKX+tHqQ/R2D1VbCi4vg5F58uOCfKjhD28ywAB0qZn6x0vetfTAbPeRR4Syuy502brwyoAgS0ztmNT78xakCRf8JfBgevkDFAUdIbqWb/iRSzB5EgOdtHOz67B4nEwcqec/V1OCFE+BPaMaH8ALAw+gKAxLQdENAArrrcv6mmTPfshWNgOAUDjzgAwC8Zaxt/EFTdZIfvRhwcGgKEy3DgpFt/542gESVwDLPDdmVqfS/JZ8Ia2fpWL0ZBbMvrrIPKfzeLBZuhDCABr4zkziMxfJh/ZgI43zxuJTg8tW7Pt9L+cyTkyxoHcppcweweqQn6eq2nDeexqg2REsEF68yuKcOA5onMXhs2XtiG5nVMco63EP7tTGcpF440ORE8sGM980qGbnTVxQWtWMMkD4sJLVks3ucOFu3bfqDARCoj1yQ4LRvJWnGe8XslyO28v/B3sW6vXIxSaApvqE2FvnSa2NvIPP6w7urijG6B6njltop0EGXLO6ZcDsmWrHb+IUE6UL4RacrbjbtqKhXvY2AMSIZALP9E/Cj0zaaw+uCUc29iqGcJhPKXyidWN0t3D06GxJER0SxRjOzaiMSyOyWbcnW/aCJWOruIIBOqUUrWKop+siGFcPRuS+6sugpWLOwzkLVB9KTVRPrdWkcRcrDOyvJS6yJkLi3eTNP9BDLQNFWK3oeNJXSRH+NgnR+8IgnCl6LIm7JZunp9bX5i72p2qIq1DRIO6qhD3RkYz/gSbo7b2/Dm25+wyyC8nK8ZjDB8gkReEODyoqwvNAK8wtkxdE02kXphEps59HSyGwa3dijl0ShQrDyabtIpmp79oX/SXtOAd7S7exWNpi/eIoyPjYLw1fE+PEs0al+eIEhU9BN/4odro1tSCvgaSWbIvDJaEDzcSf/QgLaC0DqEjGDjmWTJ3UTBfmTzEfyicqOelDo5+26s8Rp2weRYYhE3K3GyZejqaWWqnYvVrDkC6zkON+d01mNGxYN5Us3MeBMC4/NfqHqefAma7qBiZ7U94Xvufo0Brhb+qVJ80IhXeFf3TzwmdqSOKD2kWTENmlhkfBqyWyE4HRXN+sz3fWXILcMgF/4wCSV34MBSy/bYJ3CZGTuhJJ2PNQwrZukzvTkEKQ2mrE4w99yHSTb5PmGeARGroWAKhvnn8buWfV0zMgVXlm6xq3F15XIkiIifqJvZcn0QxKSfb7wXHb9oXLb5BptlxmfTVM4s/eRYSv4N5OOL3BUf9hTveGQ+8GzhiOsa0J6Mo6hSZNQ/agAeiWhEXNcfHlr6gPYy7pzJmv45RcSE50FO4Fa45ISUSk2FHoqT6waRSTvcW65fXuhvrJgM87SfspN8JzawiYaNp8ockyutEbJFCwUXFF7ftRHA551dO+XqlsxfGgin5Y7rm2WqrT/ko74gp6Tav2r/HbFxC6OA3mhkvPas9Vt2a75W1IW6U1tDsZyZqIO3oxz+/iRTuEvzsmGu+xbJ8KWhqPmlWN1RY6421INtaBb8MJPa4laEPZs9f/2QgTdriPpkrcjyig1ChgUwozx/QZl3SjVOjcHX/tZJLDuG5WShGYtc1ZMuzhr1NMuzS5LvoYe7rE+8scA6c4pU3/51MSVREE7t+k7H7sX6rNt/yUHEnLSszjIHVsQ+TDTDXD+2l0YIOxuOz55N2PNV050TBy3lm12s/X6TTwo04i8FpiHK43pPLkLY1wN+W27lBs4eiogOTT7R4/7vtn/3Jdmk1BJ/mOV1Wt6+R2wxV+q6myBfQ1h/tg97J8p7nP05qy9Kp0uwyWzCojSkXhj1FZHUJNvSZ7xI4wiLloJie/flro9HQMXVWSD9g/OEan43IYBXjn5ULOMXe2wgLJjHfkMKD02nBozABLlklE4Eu4EYRFYRvoi+Eil2KvsJ4LM8b1WddmL/vb/cGZWOfemX+SB8bZszycNC7Kf6GK0ggp/fkgqZxE7GDj8zaaaBCn2k2n5K0TSsfFP5TgWJ8SS/zyix1kDAA6sin0pMq7izQYvntQaivmk8KCt2CM9CG1T0QB9GPcpOSJaEK/ZQon1NpDIZYAFHfQlBGCb/bjAdBitp1kdno2X2gmNnMauIWCRUGqwnR3vBbpQfLAGViN8/8hGpCnryqCgIpnkLqof7JPjXWTUYq8ZTf7FnnkYkRMKYn+s8aqKLN+ulPLbSqBIx5Q0hsW4xuvunMyti3hA0+yjV++2ISQTiRAXeiubPjVGPXLyQ9Oi9fIHQMMBwteKlqi2yZn6AinN3xjI/qvmZ4pu0aYb2GXL72Q8ZpWdQIg9WdAkRABiiuOG2XjeTycEYsgWojYfHS/exOofRcKljlPRx0p0dOMvN+CKBz6X3XRAIQi77AoIGV7HnUDRc2sBymXNCE6Yyjghh4LkA2CVbJzCRzZRgiPjJr5qM2bgKL5fysYWti2XncUno/OocFWiWM3TJoe5+czYq8AtP7hWn8vTGTs4flpvkHCSSGFc9xxiDxW/ewSg3+jOdsaM/O8XrvYC/YYIBZxpIXy58nffUZai4U8RunqIhksQLtBQv1V13gr4R7LkZ+1DawT+Onb2Lfo0PepGYoMyp+ccP5TFwfD62aU4RNTHFWb/kZLYgoPx9HLdYmdNWiv/0Cdc8yqjL4DoYWs012mPQcH/ohWuIGaKVJvxYezcz9XICOcgc1DwoisqJ0hVsuA1tyy6kJ95/b7oQJ0ajwc9pKtz2nkAa8aUdc3AebQr0SBj0HcnmZ7PDvAh23sxibpGYhaROr5gqsy8qinUP/T7pLDaJlzR3AbBOdb8FNXyxWCtK0mWIK9YrBHSmbQS2O7qmhGrVSp+TF0wFNNgdfWmm/ChBRGt2NeoFvEm3PoeBo1tb9t+OgTAwz761CE8w0HNU0kQM3dEKvdpF0BHLEb4pZuzjgLCAUjwXuOetxaPuwwzA3qkbMD0je50o1TCLEQOsbCr4p0PEHTg56EszEYAvCbJjfuZ1ei3F8EB8M6xuwSg8nRm/r7TP+TnLdwyK5uRl1PzEtvMUZzpM0p0pcQ5mipBA1sDWROyVMfkoBfTXLv3QXUfty5ftxpSMoc2ZvlY78sC0Z8StwLB7DP3mMxpRd27+gpI90Kxg3yo4AwqxcIIeINLs4zkSMzZq/0SI0Dk12b3/GmDrvU54Rn3cuSQXNyH64+06LIvxnOQyj5qqmAywRLxxp+IwEL1R//nerGPv8WPKrxnuZD7unFScID+9Gs+jnvz8rUSPlOh/4MNC0Xda+YiNNCf7PVUcXr3xSsk4nhgl8oEEBaBgv61ZzitzPt6lK8GmeX01GxMTO7ZBRW/kNdEfK/4dkHpE51Uv6WCJgJHj3vHG6BXE9A4EsZHyItMyvOnjKfwKKljAwD2Xvygdnqf9ArRqFF88pSge4t/Pm3XFjQPb8/SjjEUF/4AdS8aPhjv5Nstpi3oJ0UBqf4mcG5reqKF+4Ib5uBYoM2EjRXciTyBXSw5PsWdtLt2hE0CrWFBSJNlUbluX/flf0i53lI/F4O9Xn8auE5hjN0oaG7Tk1PSFEonHFb79h5zQ1N/6T5nbCCxl0cnwS6dzxkb63Kq1A7rihvg7hiTs7Y+lA2Iw7/RMeiwySMoiE9g3HMJXqEz/nAlxKb+k1gfKWKeVQnzV/nvew4W4YmSqvsgx4FkqDHr+YlFKklmWZqe0nJb0EfbulB8B7PXlny/+7XqUfyL6xh3W5h8kT76HnoXnUkOFhq7hOmjd3fPT3K0mJArkKH0dFMkp7zj6CKHHrlrd6Nw7KfjUDspu0fbPVjuus+JtBr3DMpsxKhbOCQkK6IDH3N+NNRFw3r1EPXBkgtT4WhcxiLIvX1SZx6UHponT9zJ52njcR/x0pirCWZZTyEMmqjIpWSiIZ4Zj7w/srbz5uEUXj5WZAFxyCQKd9BcxslPdTD8Ivg2xv7geDQePPz+ijPwOrhhGuNgEmICpxyjvLlr/whMZXLR1wUr0NpaSsEROZMxWQJlsWruXzar+wOq4+6gcIhszVYLM1M/l1PRQeOaOvH/yxTwlqRFTJuhXESgnCFcP41sDRVkka11xFJSZxVxvXTAz5TFwSS/CR3+5QNIOAKHPcmJp+x1ZqJ3+o+djE/6WlyGk/s7TH++qEemWu82HivVdFqg+3a8jOpU+Nvc8rbYw2C0BhF8GVPho83WfGRlASetWS6NyZlrPfDRUoNpydr3QKZxNvCgDCuHnIpyTJWTeqJegCCeUkPflx8oxpDXWTgFI6/zou+OjzB4y66Ymwj3WMsqJoqOKkiQmcGrQvTopATFyGSvIzjq9K1K2faxeyRRYFeIuKDv281EGnLFvm2s1BFYA2GRZCR+jp5HnXgjNpf+U7uRx7FHqEQ+6k/jCvvqlkuaTu7uXHx2mXEAS3Yk9FLVvkI05W2oc5M+TwqJw8lYCJbWABbFhBNMVIoyX/9WO71XYpEBjo1jxZ+DyhE039f+N+IQ2pdmYjDobukVdNLAeS1q5FmSDiy55yu18rni8YqpDuxXKif1hbKZydiqn66BK13LnFkb85JUXpV36ZlSbZMHcbBrROtNQgpfb9+qXe5oLx+spZyvJahFl3QHk1KSxCAECbtHskxw5K6UOd2rNOe7lKohEz4jqjF9LvneHU1365wlBWdQNq0gWnnYe5hDPyzXwfi1mA1TjS2vQdgA0+s82R5+4EtAtH2n660VQW1AmXZzWjPg8SgSmcZPkcL3CAdocA2RJOqO0MB57RpXYQasG5YfSPGWSw39jPRwPiM2d4v/j3LwvN08KY+RADeM8ak31l+mTVCur5HtT9eIJsW/XbHTgDQkU7idP/XwjkfDgKoOEaHUZDT5yFDz1o+lZbLtbcCUITga405eYuHLr0s3TksCiGC5DPAo6KUZldeVMpwTChy5/d5aH9uv9QF/6CYcPysaGLKdfpUtYhn6j4y7bN+W/zTSJQrTq09G0jKPEd25QmiyOP7nhaFZMwWMMdHAmoHJat1Oo6KSYEF7xAdGvlUj359XjCCJHwGBFalUE9eFahoU/VwUKW0pRYQuJUN0pk9GRA4LwL3LLOYr3AOYb2Twu5JBIMuCEDau4+bGdMpi3vZ81JDxCmGGVgpG1x+T5zFK7unSJmwweP6A4rIEMT4LEg5PbOJzn6DgBl1UoP9zTsKCTUzhExtMv2D+I1dC97sVqu4gm2YYwm/cxfd3ze7TKFbTdjM0IqqGihsK6dgbuDskCbIRv0Lq0bsGqHmL5xALyZ/Ipq5Bhh82v+6mVmrYSB3pHiR0pBamWAH6Tf4jxbjfm/TF7I/8YJkWcqvMTEEdVTCEt961MYF2nXnKCt/vpBp47n6cHknlD6RYOV5iAwWOUY1Z1vThAw1VG8nXAymK3CGj8cJOfUDsZoIli/aUqctLd2DTEL1iGaJezgrl7oxWVJre3lE1JaeEZ1dnjNsonkwzIdR/ZHBFMwts3vzq4n0eyuvaOqqjvnCql9s+gj6yehmmY8aBMVu89EntLBe1CGIGuqrEmm6NStX6J4WDnwzCvdEw5DVqoIX1llnA9l3eLjJDT66pu3K4iIjRizJ2QQz7xGGauAhYbYUGe5Zsf5AgPtYYiVmIuuPLJBrhJJqTY4GzL9tB0nIJquNaVMQXgjOcDXoVMnKj0aT9C1hkyu9g6b086AYhRPo4f0QV/Fkb3Iz51BThTAYArmYkv+sdBsxESj84Lfr20Vy+t9klVYpXJlWgEldk6ILOu73FKT5/cYdukuZSmePtiAUeGtfVGfZA13RueDbODds9N1tC5eSR/MKt/3HfM15ZDHjKLHPJito1zzyqueVF6szitV2NdU0o97GI7B2fvlsnUUY+cfslBBvnMl2iiEWvJjuLIO5t4JgLXrjOJsLjzSZBzjxr2mHM5F3jcvJRGZqboU5rqvkhL2cO4X9spspxZ/zLYz7NK3Hthz06NXyuS8MUCozZM6E3HCvOOk7vVJ8b7NhXsHAw1TkrclfG26UUSFtKZ9zPw7+n0EzLToLccq1QQARcNyQyFVbG10lGBmnsy1AMPodvUAJt3C/NtpyanVtrt1QmTDxQ57qUzSJqAI1XkgqJJ5kp5z+9Qies5sA19P9ocs+1FTYELxB2x4kruW0eY/WQDrQGqc2t1107ZxL6buKAj8ZzATDO22MW4OuZ+RLfeW6iA3VbfZd/kDQW0G5Gybl8/1n7CvxQbESFcs7+HmhxMDL2aL3uRVVK+Klq3HhZ0xU+1tZImAoIW4FjwDv4NrIEeiyU/J/AsdOB0z4f8au13drWIAJYws1wZ4jEULmuTb3+EKSsp/EJOS6hSNkZdx8Fbzgc5+kMnJsguHgX/ILKS/Xu3i8RWVyD1VCFuJh6S38kCaBESrLCfC0BStvdQJRGHZZMr61qyymewp1q/C/lwy2a00JQNqUicH/ubhDp4obnf6sa+Trdn/7XWBIneslRA4T4BruXB0Ym/85FMudge1QCW/KeXV4/8mBBv7VnSuRVqh56c7ogaxYCuwaWnWMca9Gak1yPPF+GGc2/B5XmPhuVweITyUxW22qlK0RKMkxcgg/ljRQ/5nwZYdJI5PV9Qv5rWRsTPXYEOtVXcrQWh4oXFam6WFhzHstg6fcimyBwjFBstPZm+n5SMh1/Qw22eiRmkYC/oxfC+R5ykVp7swUt5/IBQondLpxKKMU81ujPqgF6eU1iHkENOfY2ilOHUoeWgQlCEYawoiye//6IMcQZbqoVefLfVVKfSRgt9R8JZtzVttsnuoG1LdRhevKg/RoQ4n55IS16L3CjMMcE2O0KLstIzuLYZRi4Rj5yxwCfwiUwVwqLdv6XnOCZ9hQ9KLulaFQTIk1lcXg3I5yd8dwk17MbAR1/hLZbqAFVxdeaiwW2dhoFxis378oVX9AWH3NhDL1XTCxlR/TYxd7XAscyTeR/qyJA8jIAtidFFyMNmxipsfS3qZhHA7y2307+Q+EWt/tcHL8+mM6eZmLsfn+b+QqXU1jPsWvcsWH1w+H3mSvCSpYcvLMR+1SWn1+AxzdUx1vC8PkqjtNskFV+tGAjN4cKaYDdu+7jsTkpsXN2lXoC7KNH1ekfsN/ty1m88uXeWue6xP8omd2dyvE5XwG70yjih1rF2/Jgft53k4MqKgugzsIqU1zMTLtzDKh+96DqYIJbPcrYh+huXQhrbQ8qcLEG1OPuxaQRXCc86aFwM1Y6LvwxAAt8C8bNNGI63tKMfReIOcc7PLi0I9GmaR9sN5+wp/VFSRGIy7fsixGUPHUl74yYY+eByCiCfnU08be7x3KlhJVQWcCkx4wTKhT1cLblkcMBqag6Yws7oeXrH0pu8X9ltOuZOsXRa9zmE6ol5nqRZaAw2VcAepVyVT8i3BVAgLaZZlPEpybfUTzYfRDK/Ma+a4yTNe/U942ov2iWRkdxJR