{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Reactors de fusió" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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\n", "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import YouTubeVideo\n", "YouTubeVideo('XNcGpQCX8a0')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## SPARC: l'alternativa del MIT més petita, barata... i propera\n", "\n", "Potser no calgui esperar al 2060 si el projecte del MIT té èxit. La clau: utilització de superconductors YBCO a 92 K, en front dels utilitzats a l'ITER a 4 K. Això permet un reactor més petit i econòmic, que potser sigui operatiu en només 4 anys. Llegiu aquest article a https://www.xataka.com/investigacion/reactor-fusion-nuclear-compacto-que-prepara-mit-promete-estar-listo-mucho-iter-tambien-ser-mucho-barato " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## El sorprenent futur\n", "\n", "No seria estrany trobar noves solucions revolucionàries. Es previsible que els superconductors amb grafé tindràn un paper rellevant en un futur immediat https://www.investigacionyciencia.es/revistas/investigacion-y-ciencia/qu-ocultan-las-estrellas-de-neutrones-765/superconductividad-en-el-grafeno-17444" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 4 }