Tanken är att det cellulosabaserade pappersbatteriet, en superkondensator som har en barriär mot fukt, syre och värme, ska kunna byggas in i väggar och lagra energi från exempelvis solceller och samtidig användas som väggisolering.
Pappersbatteri ska lagra energi i byggnader
Batterier
Forskare har utvecklat ett pappersbatteri som ska kunna lagra förnybar energi i byggnader och isolera väggar.
Samtidigt.

Foto: Rise
Någonting är fel
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– Vi ser en potential för att byggnader ska bli självförsörjande på energi med hjälp av pappersbatteriet, säger Jesper Edberg och forskare på det statliga forskningsinstitutet Rise och vetenskaplig ledare vid Digital Cellulose Center i en kommentar.
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+F9GK2xhKkMqEbny7GHY3Sv0XPN9g3Ft8tlOke3Iuz0iot0BSILHAldjS1JX7dKOVmoEMQqqK3uW7aU8sPxUoejtNcb1XlbxLx7mNZhBD8dDNc3gzSp++mAOR0J0iY2ty+V3/CsXbfk0m21H3OLmmQYfjpBPSWRmAxJOVgD/BhFsywYwqow6q+WtS1sqZaIpnsQYr8uVwevGWM2I10NoE8/ON8mjugEnBMTvMov/bdBA++hWFBQxfWvalq5xjArA8xLN9rKifXoOCAAcDRZXIW9hhugYB9rpZeZoZHT3Dg9Tmj7D1FxVqJ6+uLMhWgbtH8We3zZSFg+ihgMRtBDITrJsVJWUuAqOVDG+nzGOv7WwFRIRc0Nj/E3F64mCTbHYeKwW+1qMG97fyAGSWpfy6BDdG2oiSXCgkppSJZRygWBdtTKdYh0bzzL9pZm0X6iOMgrVBEWdtU/BwymiIQQyqU2PnTRjj7GlZc1A7MCfP9c7t6udZE9FFFJvHjOeJErGBXqmknqgRa/EFkU4cP2clUAHE+wU1/XwY5pEeya9OEuzckK/n8hxYW/GSUmPtQBV2HsrQ1a3VU5wtAFVDe//7NygXSbZMe5NOZxa8ZEfH/fgT7HM5/1z+uZuh66S0q2WkN6BRFvaJrwVPry1sKDSRoibDbQvJ5AOVZDdZwzyYPbN1nEkbX+jMtcKMaSk+mWpsNs3xd8taWjiBZrJ6kak9CfRMzn7yfK8tDBSQgG7zLlRl9V30Mgn8cqmyVjAS+RUlnbOV348xHjZB62jkETK0S7LnnyAb6Rc0qOJck0MlPCfltfMd9twRWP1qMPw1O5EvHb+03GgAeizM4/J7z6SWGk4A5ZAn8LppwGKRMY10Hzth5Ll97BwiIi4m99osa6Xr+vH4plZ/vddcIIQAfKlLNByO+I4PAMS0rymXhYebiWGnjPrY2RXhHgjYt5NO4izLAlqe3ohwtzW/AuZRoiVyrIVQyfIdE5XFENVfEfgs5s6jlzDfI5LU8bPrjrbCtrI4qoga83CuyLapQivDE/y+q2g1AqnCeKH/vPQVnIFxb0LzjIatJbAsUSOQkcKJtIHA2NMgVuV81+rg5h8Gnh2I4yxhitfnRVcyedcg64SW7i4jbhD6VH2j0+3pNwgyeBSK9b777+eDFmRlVX7iOhtKcuyfXZkXwCxmxBBGs1LHUXN34ORnwxJpNST6Rn0k7Ynq7iyKetX6PRBnhkLBoK5jpaY02RlzqH0j9GGyfVwoVhRMTw2qtOWuFQYARYZE5DLE8iUPGdKbe5Y0dcRLZe4PFxQMtMAbhFHruj6SirTqGcqvxwL57ySjUiS2VXq5N4UaF3pQJt3OFaE9WDwB3ak90yEVzv8IW3bUsuE5ry0YCnZNitJAUpcK9yp9pOEa612J819fwDDhOUOGfwkpmk2y969iGTKJp1kDXKy1lFoF9OaqJ0n0DfKzs6dvGJHIFi5RB8CqxWUy1PFD2giCUxMY/4SlrUGBYOKQhmjaFhscyAuC5+KpXl88L87L56QcgF24NhjhZs2TDCSmIm0yd6tq/YNRLtSgfKdO3rRXaRMWY1SdNyq3Dd7Xz7txEx7y8dV9NZnqy5S5Yis3RspA97+Td8TLisVmHJCurFgtKaHp6rra+w2ACiIa5BjbfR/ZfhbJAmKQQpED+PUtCrQF0zGw6Ksg0PUzjeuKc2CELxmybeVWaTrpNEypcuvl/y9qYeRfSBii7o+BETwKVoCjxSaMSMOxe9xLAluSuaaE/I96OZBPA9AZr8KCDbg6jngy9a9bcrnOFo6giFhdJvzZyeIyEdQcfIxPa+18/98XNk9ftzt0yxwDTL2nBhP1y9FjM2lNzm4irNsqDZTnzxbK75bokcqUH6IaMrEfNG82NoSWi9PGI/M5GITPCwWWoe+VwlMFe85VLoOMX/X/divwlvH7oS7WGjOTNDBWUcMqxW/cb8jvSCjmyrLdKraqIE2VPH8VSwA4+oj/PvzWP7f2R+nt2U+7ms1JVBP4buQxxjvcZZCVLSmnsKAd9tCsK8p+Y5cw8qf3/QdXZTODrE6pIySzBproVHWu0s+COFuGMtzGh1jpGQsZ+LcRfse2DSA+HA27PlUqbkcUok3BnVHrbskrgQkp3txqHX/QI8ymyZYaAjPAw8/mzFT7qJITXRp2FZYqqjailq7l2H+7wgbdd2DyC8/2oMBF4gV6z0EfXyIuFkf427YRmK1/PiN7NZI+eO7nuWeA4jbCLZ29Ef8TYUCchzPEhrhUjgqb0LcZXU4whJ4GeUZJ8xTEnA1c80AAkkb0wfVr6qsunJWmGLESfOOzIEj+RD/EnXTvGMXEXGJ1q/VfmNweZ5lJiZcsnq2Ck86fB6G4vx2jBDQyCpQsQdOOL3NEYwJBtEVkjTdJGp56efLipCaSGCfeXH1RoUZK+EoHY73HedGz3vp3wQVLx/qn7IA1qnVbnQjdqyU4WstKwSkAH/7kHKS5iMffWZuD/UUCLBARX084MC/+PAa0P8MnMC2gF+v8Cvh8GuwSh1DUD0zBKBZv7/zs2y19Q4/pKvwjDTz9uYwJm1MIrvXSnHMetBs4dsIM352s/BRRx7McYo1BIVBIOrTSSZZAeXSMBxWK7Ci3HAC7gYcfzOtvR9PvLt0dZ2LAgNXJizKM2nzn2hnKZOk3cGlSXVCv9FTYMlgmzx28zb41SXWslpyiZXjuUpvIBTXgM/LLiFnXs/0IW6dAl4n9+lPiQLxkUqh4Jg4xkVhunXHL1xZPIfwWY1GYcBn9l+tvt6iWdDX9L+G7cszmnTVEu7rqx7STmLewbRAr4+bWJc4lijN97L4DdO9OthkpKqZO2bSxzozQPeEqi00uhcCiym1pX0PUKcZxTYFNFHGaxljxA2YyvLhPQ/a4eXk5/yN8jHJ9N9QcBlFGJuJ+pyE3PEsQBS27UCh3jsVfts0LDV6yJM8tqJHm7vWG3+S7SNLeIbSklzKda/OMC9SjKytSRlsQ73ZogF6aFee2VPRvNElqR5yBVaf0bcusfc3Gb75o7oMzAHpbE1s46FZ0ypWm5MqqmKtI6qzXMuTHJPFRgndALMyeZLa6UrRyDya0GLNWDgeMcHJk6SmBQ2NwEIqoXfytN04c8gC4It/fYy/ru0ymaCJ0R7/amTLUAPY0t7HK5KqeOC5QoajmDROqW5AYltn3zKIoezhBln6qW7RU5cecHlolgXx6dYC3RJbx756R7HhZ/PpjsNVdX2L1bpFFc45zK+8czIcl0RF/0jMVFxbR4XgFQkxEUmEo1bmTCZ7pSUBSRyCVVbFj362cjddi6M46AI7EJOmE63qNEbJuqf9xUKlunL+nbQox8PhS1lX0YIouosxalW1TfiNYEbD5IvV5ymjLtVdnN0ZgGJp/Ak3ZLNO0TfPh3iK08d4TdsuZy0nc1Rlt+GKA0bfKKOsyqDXLp/GMes1sRequ+0Z8FvE8QIrUBpB+EBpGbkefE4C3hi7Ny2zZkW0xyRr4n2d/0Kmi7F+yKBfXJV7AFWKIBrrr2vOt3R9qzjvSxpbXN9QDA6edxors47gMS028hNAd3sZOv62bZWuGsxvq8QibFpTjhsOdYwkIRDnbq2K33R1N9pX33Kq2nZaHL5scKtKcb4WEjiz2A2DEuhdFYgFeNh1L07PQw24u8YvFNMhGGpQ870tLzgjFfBFbFStm17d3cfUefJHCcx2HVaj6Tjd/3FJwGwfS8293Qike50tMybV2WxNqjuucWNVqgHdkLZv2XMYgWZbtnjOmy5BZnYm4fha2Mh3OrePdD+cnbB2WP4Zuq9k80Gr2+PlasQDa+l1hqQjH9nxfXE35wd6YNX+0bZnJb7sXqSQ/Huptv+YOFepVwlD1Jib6S1VudBXABgSYLlkvUtBiC74ughk8+GV+7gdV0JKvfw5I+mbWFOesgxLbIo510wAxbN2bS9ARRduDEWmM/emLpuq2dyJZkIeBhbIiZ7pE2nm3BwAMOISpAoWCn0UWBCabEK7OvvzzugEjcazRN5F9WsJQ1g/d46ZADWDXDpmSYMNUEyTPRCwLVuDJ5fffvAg3UijJiZM+DIJQQyILDRuTmdrru9cI4//s3UJsabxpvrZfwRoTCbxHLCSmcYZFlVBKhOPRa3U7pPif69LW4M0OopM843j9hjwFL15EYRx8OqSdffi2CooP1atgoIU9Gm1o4D30A7Y8bb7TRZBKJrEvAnedq+lIv8dILV08rqWU+1IJYVoHAxHfeMbA0Gkmph6/zNoUuuVm6Q3T9OYpOiMdf/3kfLiIQadrjWT23YK2AqwgZi8spu9rpjFF5cVXm8lNgQxb2lJENx61zUrDwKORkGG8r/C1AuGCA/+7Lox08mVF4/Qapm58LCmbg7EPkUpW5moTC9hAgTUVB9NwiTGN4MySLt+o8/tM86MjI793TXC9vJHbkHUEASQ46xW7efbKx1qIiiC0TwGmMvuFlcPzyj9+f+/Hd4Cti7Xmoce4JK0Aqo2DMryEJ9VqWMSwQzUApZh0JzufpeF+IpLuqCvj0vPuBWYIhSHYFVMiSDpL8m7chyQYW0viBLLlAcvjsBXA+8qXS2S6XK4uSRGWliG3KN0Ooovht8naQrVdKko6PajeeXMhBb61L3v/1GR2Nxg0X/slgtfjseMoDPhPXj6mQ//0ky05+TE8um1uKaIusDSKrwHLjyMwu27URahv2vtNhsqc3Pg/Jo4bFeo1ba8Kc4zIOBT2l95rbHJbfTDJFJTREMk39X/4jIH6xrkgbBsmX1QQxK8BwpxqUBqWRSmPNOh5gycKjNBqSYikRrfJjfafYitQx31yhliEyF4/K/aAlIgK3/MyNqwR7vkj4PENkW80Q9EyioZgQuNLf5mJHovLkExZ/L7K09CVlbwAQIzkvWSfQJtXgJ7V2aB1hkJLArVzYUFOAB7KMcWUpHlozeHV6qYsiaxysNt6G62Lq6NsgQeTzb/hxA4pInS2MfsWOkuo+Qf/oOZhdPpixQfjuySOEEl5NOi6nYKAgmB/2WR2cSSXBXDhqn6+H1RW3qD2bHpHDFFCZrBFPiidgsRkC3E91pn7GaoRy/939/hyFUxXvWlZ9AukYGDI7b5YAGMq8z4FTq+ryZu2caQcAPgQ5yM/NtfsXAjRtixB5iTyWLASCf0JJ3Rsyu5yezZiCjWiHWAzkcKASXLVglfiSvikglk5drqtJqUf2bF0k2pS52kXpX+fNHKq4CsU2xRQL7wuB9RbB2ueoghfY494aCUpqvj5Z03I+WyN+JbftrNgSlgWBh6QJ99d9LujOItCFv0UgDG+bNTLGqJjIMCv/PbFkI3DScWJsyLBRnfUvSxAqq8oD9TqOsjkhRWsehbaN41fYAMvZ4uknWJmtYFdZGw0P4LdBpWDHHsgLrdcn6ZFGo2rkVgQefrfhvhTJ1qGEEOceSdR9ytEHQYnPTYPkzZqAFMxabtWX541aQU/u1IpkSJO3tj3mXXh0DqmFkaBjmkbOvtW6ybdOmtdt78WDCvXpXFiYXTKuw/7l/y4fXU8K/haXWmR+NkY4cFxzhcWKWCEf3WfBYdNCY1NS7Dcei1mGEbKPy1djVThgSwKgzMqKPoXArRnu2t8idM5h5sqsehVqO1MBe2LK9o8EzYw2TmhYCn8IJRRqbVnl0Nn9IHNEem5BQKPbKr/dkNpgaooTC7ZFrmUxvWnMUijAYx5k1PA9bvKj9i2yklKT1c+DyKRQyxiifXPGSXvFHkhNqRchj0f5epJ1QKiMedoa9SBw17OgUo4bNwrNDCa9pwDE4r3VtmKjg7EGhjzS6KU0VGZ489h6F71fbcVp14vtHnyGH9nxTjpAEyS+EOYsYPLfXepZe/Fiou/qcIRzVFLk/eu3IT/T/j/LoDMTaVS5H6d6bDf08alMkKujyzqJyZDjYHphQTEE+C/3FFmmxbqzA7yKmvqRNw2S0nvXxzJ7151qH3GxcVW9VApIZu92Z70Xb1yS+wGHvlRrwE7m6edlluaWENDA4+GxQRczob00YumSOpyBLY8LJcLtuKmhWTvyWLiWDyowhvuT1S70Om3BA/O4pat8Mz7PxARUpbMeXAD+Z/fJmmDnlV8TMAjD5uX2nriC0j7C/GvKfnGpFqmyy4Z/MwgjOTHhtgKrBG+j5dYggQoIJcoPDuZQyUEKq6qvE824avXHrhQM1TRHijVAilYmIJIT3vZmkFgabFm6JtjWXKEbbNTdGmVPdGx5AnXP2q+e36YdyIpkXGWplebXGj9mAD1+0JNzUpCvapJsitKHFXdYv10WXtxNAE5+YKcifzNs/wbEZwMB1F8CheDdZ80pmPHFEpWmSAzDZROIQKAQDABaSEJsgyDIf/2blLgwpWxqJqAaZCOQdK/MS1ANzq2ugFMX+yYd2vSbqHwFKbue3MrSzsWe28POQfKLuMQoPpq0ONLc+VY7l/cAQh26JY+POwDk9q3F8P/DJIbeINbeShlk0eG/eiQT+G0zZ9BX8ZxxF4UNwRRZyIzKk3KxGLlexxhUViUVhpdyqOeQ7edYPLljm30btzTbZbAoWYmpQpRyU=
