L'IRRAGGIAMENTO E I CAMBIAMENTI DI STATO

La materia,se sottoposta a variazione di temperatura e pressione,subisce una trasformazione da uno stato fisico ad un’altro,chiamato CAMBIAMENTO DI STATO.[br]Sono sei i cambiamenti di stato che possono verificarsi nella materia:[br]• Si definisce [b]FUSIONE[/b] il passaggio dallo stato solido allo stato liquido. Esempio=se prendiamo un pezzo di burro e lo mettiamo in padella sul fuoco;Ciò accade perché il progressivo riscaldamento fa aumentare l’agitazione termica e indebolisce le forze di coesione delle molecole, permettendo al burro di passare dallo stato solido allo stato liquido. La fusione di un solido segue tre leggi sperimentali:[br][b]1[/b].ogni sostanza,ad una determina pressione,ha una temperatura specifica di fusione;[br][b]2.[/b]durante la fusione di un corpo,la sua temperatura di mantiene costante;[br][b]3[/b].se il corpo di massa (m) si trova già alla temperatura di fusione,l’energia necessaria a fondere il corpo è direttamente proporzionale alla sua massa,ciò può essere espresso dalla seguente formula:ΔE=Lf⋅mIl simbolo Lf  indica una costante che prende il nome di [i][u]calore latente di fusione[/u][/i] e si misura in joule fratto kilogrammo.[br] 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W74auPY0bcWLxw9SKpAfZRAYZWegQSMlloAsE5kWMgXmAgsmkaAJFIiCMiJomI320jeL9n49CDcD24ikdr60yKzPZTUp3Ty6H5Uma/PoqlcomSCGZZrIbxmyXGequufGjy9scSiCJGgjSNQlFQRW/Et4pksl8AKjj1Towcsoiu0NnIAIr4zD0uSBoXLIrDqCSwo6/PG947WLFo4z5LN9Ud4K96Mt8/1lBXVtR49zzKc+KqrbYOJN5l4/Raj8ZHaguyy28m3Q05f+h51ZpU1ZKcVj734xkuTIygT1iKinxp9urmkPm4zU3lpCoE61YCV8fosNZVLp0DCoX19Dbt6TuFgmxHtpyZPwNMtlpBZrYLUE996bj4ULQcyuW5x5dg7gmYnbq8BFpiCT8JSaU4yOqRI+CGyoXtDzaH33mtNE7xkNKlcy3JQuaIv36LXa0ysiWXaRIdT8EeC4ZbGxsaWYKWzMhyLtbTEghF/ZY3IF2TRpPMnrPZrlchb8L+BV64NTWzeXEfOfnignGRom0KppeanucRnrfZiVebrs1RKIvrkC6EstOXxvhchL0nGm7tGxoebUduHaGsuTRNeVrVEjbDL1S4RxvZUtu5Eu1NPors8CQsUFtBCLZ21cuWOFWXZFdVuk/DC0fdK074wEv6o5VtagUfvNbqNGp5xia6A0ylE/VHB6XTin2iwpaWxpaU7Go36u7v9/nBLOBip5BbTiAuYI8DyaTrPUj7Qc2qoi6SpoZnRXQ0lSHxWtR31k0WbNt2iActOZ7w+C7DUxer5F2jkVJS/Cm1h1enRmSGoC1Ief2lbuY+S4bRIl2VVQ2QyyR+pvPrPx/ZEWnf+tHhJPcq/OVaIzfOkUNqRvEBRiDs7dtxelo0Av0H45qOxh1ORQEp8SzoiEb/A6Y1eo4ZlOY4xuAIu0eASGQ2MZ7mABC0cDgPakXC338VrvGxbTkhJ5yLDEQtZqnbtO9W/tvP1umMj469sfXGNrtieD4Z2nLmCSknZqrKqaLUq8/VZ5KpVqXUPpFpQ04BC9Ix8MnE/1HX11CvbSrTKUMhsh74ITaXWZ+4tVufVvzpGSngCq94iRVtKjmtPVtmYWMhJOIWX+BZJcxpkw9INlYBVlFIW+KJiq4wFuwUHBzJiDa9hOWdUcLg4g4EzGQyMyeUKBALOgP/IgQPt4aif89RW10KCrTkKNP5obCAUS9X06GwX/K/u3Ozg6YY1a7R5dLE5TyunEqOH+VsqKlwx+RrTuSTBpJ7cbH2W0owvJnXvH0U/8NHWUAiuXnjlxLdTx9YipwydgvcXWmy9dlC0xeO+jc0lvb3FVH3H4cNvdTwMNyRVFq0iDgcl0VaVZEo8dHMWn0uHRaUdkd0fHV6eBksOwAWRxpZuB8d7vR7WW5atgYaCfngf3BB//MFuP4QVbTly5ECLqdpdnV3tYVkvX7oE3Z+cLu611ZcPjM7016Gs7p8ZJWlcSZHOzqzbv1+nlcsQPuYpqIrVKgxWVAsWbv39Miw8lErE63mA0qUpaDXGQT6dlg6hsEPthVZoArjgjHEzmiRFvK/57Oi2vt5eun7DnrHGDndF2Y5F6MQgPdvNbQf+whFJCV9dykT2fLQnO5VqAEtG7QwClovV6HnG0FRWwVRWRiKVTkGoEQ0sz4iiy8AFurtbWo60B2uzK7LLqk0dbR2vli5CgsbJxqu29lzrx3kC1b6tVYX5NNyMzoW0Yfu1eRg7pabWKp1SjhCfyoYLBvewP3sBeAArmShVSngYHAe61fUhTKFFhLgHp47VdUJd4082lyBSQlkNwz+PDDfEe2mL/p2x9i+NTavvuuuu1bVNTW6P9/Ll4ym7nDDymxHRyOPGO467Yoc/2r0kFbPkSwHLHW4MdwcYE88EBLbCy25gWI3HqC9tqq6uqPAYPRreEIgGw93BxhqUFGU5tUxbx+cCbrlAx+asbWeB6qmnNkuqKvTFfdo8SioJc0EsMS5VJS8SBMmYWVJWetOUgrXwhTSKcoouVs9XICpaqp4pBE3ScZvJNHBNw97BKRT2dV0jk7+WK0K23iXT48e6xrfGe9VZ3mfe+6Yl6I86HV99mbSv0ow8O3PmzNcHDhw5cuQHeBG0ceCbo9/vXpSa/EhNS1GkPeZ3iSLLiE6mScPyfFOtG5AQmZrcvKeJZR2C0x91RWNiNoZjRR6GYYXKIgXK0MeaXzrVj+kwYispFZD6dDpETyk0JTJ3YjiejEwq5KEbVlslJ9N/9QLIQEbJF5I9ELFcFancYft1fQ17RxG76jq7pj7cW5Vl2zg6VFd3YV9D3G47fvLN8xfPHDeursCUpgyF/EMrVqxY9sADD9xzzx133Hkn9Lb67rvvvffBiyfPX7q4/uL5Sz+8f/HH829+9FnWdbPjgsoWwHK5WF7DiBoNmPF6HlqsNno9eg3vNRlqHM5odzTcziy+HdUYHwgY/DUFUHrD9vEhoKrrv3Z2W4kZo3fIiLRn/+F+w1SmAi2dr2rX4EgXnHFidt9A1YlZcnKze32hlV9+9uZr61fduWzlOiuqaSttX7dy5UMrli1bBlrgBVrV1avvvve+TRdPfnb+4seXPn7u2fdffu2LTz9TXAeroiYYFESOR/5zORiOEWtcBq9X46n16o28SWM08qLD343aNMwXlBWUakR/0OlkKhQl04MjE2S6BAdsKPGBVT4mybdsvyHpV5S2vo3bJ4ELxd6pfeP99+NmyNDgRkUWe/KgBOuhdXZKGaJDNsIqCQvaIrHsbsB68NH1IPX+E+vXP/scgbVHcd36rBxXpFJkGBNjEAR4I+fiTAyvl7obr5HX1yL7OYJw4Rci3tqcna1tLqcQMPDLqYbBq5jFoTPbC1Tx3uIQciAlv2X7DVUoUZCC68ubn4TekZvPTWx+ClY3e6Kk/jhgJZRFowVMh5VwRLCSYN334KpHN23a9PgTEqwPPj2suC7nVLhQZLHwP4MQcLpYr0Zj1Hh5hnOIrF5vYr1GvZdBMjz0TEzjzintaDM4BLw9hyrvudrVNfLt0w2FijhY2VEhIpzfsv2Gsnz0X6T199VvG545R24NEVavv35usjkNllWZckPQgs3BAivAAq1VqzZtSsLaTS1cPkNVGzjW5DWaWJ4LREWTu8DIQ1Z6PScaeCIzE8saouFguD3GemtNpGf0iyZ9jmLN1u9+ntz+/GNayhyyo6tA9lP3qm/ZfsPcrBCdmKyGFOW7PrxQ1/k6DLDqRl568XIKFvKP1Wpfty4J6wHAuoMoC7Dghw9CWyllvZAOSwbLASa9UWPiDUIwgrbHo+E4+CEpuxgGv5pMjAhYQjAIpphBiGIgILI5Cl3J9IkrfRhQWdWhfCsZWJF+7JbtN1TazEr0fTLp5nfftsFznYQWpNU5Mb51y3kC6y7ErHRYCVYE1p2SG94I68fkwZK0sr0m3u1xG6ErQXAy6AYZVFqAxWtMJo2JYTlDTbAxjIzIskyA28AYAuiEcjDBwroXc7Eq11oMUdFqZEI6lHur9htC1b1KLWmDkGhCiwbGyWwQsIi0ht7+9dLB155dtXrZSjtgETe0p8NK98OFsC6mjiFpHLAQpdxuDycKfqfIevQEFu/1mHijUYOKlBFdzkhQcAh+1hAQOIiNY0UmhzLbcIvGrkbPinpaMhmq7Fu231BVDGnB8AP1/PAFcsMbpKR1ADNnDxz85Fko669grb4JrB+uW58FWHqNsdpjZB3+cCRq8Li9GgQtr5dFcdpkhE8aXAI6IH8wbGBY0SUYGJ5zcjlUFlqpEA5LU5iNS7BUaqvq1u03pGEqlcSrfvrUREJV+Ak7990zEqwV6yRY8MMbYFVXJ9LhfQtgfZ0uazIlzfF4NU0VtRopMvlFb2mTx+M1aZAPNW43ciFjwBjQH4y1xxhGwwUEh4OLhpnFmK3Ge80EVq4038APNcL8LdtvKMuHrGFk5v7L4NX702HVjfz2GWDdCVgqwLptDtYKsErCSvlhOqwz6cmdIrC2eIxNBW4e3Y7fL7iMpQ8X7dS38kY9a/KQuG9iOIMIWu0RzmEQXTV+Jxc+ZCgDaCXGShS0JI3il/5f9hsulb/45M+kjMe93c5O0MI8suv3sUvPrrpjR4hWElgya6qEB600WGCVgnXw0y/TPpxKwDK6q6tLNUzA2R2srNnySFFBgbHVJE2XGcQng4go74j6Y4JBcAbEGsHAhw+4yujkaql/sN8wg3lWxvsNAavh7LWpC2Q9Tj/W42CdzsTEMcBanw6Ltv89rE8OfnpctgCWjMp5xI0BQ5NJDAjhcGVNKVk+UdoKTOh/RBFxitOznEuIxKKiwcQCmItLwML/lWBlvt8wk3lW5vsNZfW/TJ9++t3t258cHj7bM4olOZOTv429RmDZrRnBevNy2jEUoEUDlqep1oNUh7FfxFlaUESWpXMGmDTMQqRiXRjSxCJ+F8uKAumj211wQzgxefyD/YaZzLMy328oU2RZfGv6HluzptCH5U5YkXNlIHgyEbPUmcFypx1DQSz7ETf8sAnT9+5wMFjjXl60s6hoC8uQwO4SOSjLpOcckXAw6ghwokNwMKZAu6MsNL96LvP9hpnMszLfb4hQj1moWUFmk2ia7XGfpexMEpZKiYlaMmaBVmpKI2XD62DVph0jS4LlBqxaN8+iA4wF4YZYzlW6hWdIzQBlGRiEeAGqC7rYAG5eCA6edbaIZYq5xSiyDPcbZjrPyny/IUk9atyupNQYv8vIDFp7+1cnv3j/UanOUqYCfHKmdTNY7xNYByvSjpBF7A9mzp+3aSiK4ipKFELBMTY2WLZrQ0tDC7VdbCyETGMrWIhgOYloKgQoIYIllRDK0orBA0LMzAzJwGdgogsLQmJjioSEVMGC1AE+AufZJFg0/BkY/BYG2r721/tu7zv3vIvIgsxnibQedHptfYOkLHlNRvnOcogvmmc4xVAaPU/jXNb1NclSdU+dwMre/KwCqWRgGj954Ejc1Aesm+y7ncf3SAWPczg5hmCVwDq/PAXWm7eDEZXaoAhWRWpN7srdDZsWgl470FrzpRVYxAGQVwFKBjKof06vH5KC1HUEXaXdiKFyyTowk7n5WYAVXxEPoCe0+vQI7JT5HLO782zz8jXAKgAWCi3AOjs9sm6NYX0Yvquk9kgiCxK9bW6bvO4hwXMb8yWcQqZZM3FL5EnjFWqN4XT6HqotSdIFA9VrxJYmsDI3PwsdRWQlJKzCzImHcCLOnTpVtncHbx5cvbSOpEV8Tsk5TEXWdFgftn49hiVRlInirqLMikIOXvFtvDloNk1oyqLZ7FrQlYWw00floBmSW1cZKQqkKvlURCapHTI2Pwso0EJafbo6O3cMLcy5uROr5as/YcX7AdY4soisjMi6MgXWXnlfZPG8bAMWr6EF5nN2s7oCz8MK7oUiI8oWIksRvE7HQc0lqbwmsLwS9dxqbK8pFgmtLM7PmontWkl/BM6a5h40GsA6h3thbNwCrCTBp1sWqBwmsJ4B1rdcao/iTfzIJdyaITJYMi0AliSatWZrDWV8FyIgL1oyD1W+/aSH84cigjEE1mb1yK2CFDGcEFgZn59FLnW158O3d24sL5VnF+N9/waL9Ct2hl/yqS+FwECCZzmbZ3A/VAUfKjzHVGutjdbCQhNJi7FFlVcMv//C0RsKLXGcUZfQ5o+cWo44V+F3AqyMz88isOa/DUmhBVhxg7yw+HtYYLV5J4H1dTa1B4GVq7ASygTbMvm6L2gKLeNJUAtFfNdi0B1DcHFK2Gu4XqBzhmYIEOxVOmh3c3mAjmFlfn4WaFFfhii0zi+dnU0e/48T/D5YadFh+DnxtKRgUZDyWFW2ujaaqZrCy7V5PI1qbVumCHUZEFU9bLsaYNG4AaGCN2g26JhxzkpgZXx+FomsytchCq1PxwGLyCNjWEt/gjUavk//1otkUbQmkY6FxQg+SEiGhUdReIqHPhh6PmJXpv0gQEiFLqvyrIuLtMpGPetgssigiqzPz8La+jzY+bIJWNcPxHVW6hgux7CAKg3rFVFoRh/TBx2ocsWK4iO0RNmyFd83EDYyigeYABlSvnPoiwmdTkOCQq9Bkqd1HUC5qCcisMjKx99L5udnld+PRoB17ez1/K+wgCqGla4ckqvh6HV6j1ye5Kx64CqA0jRZIdQl3jTxbmNhZUOUJNYQRFaBy0bT3UYoMKxqOIKkNIzIEQ+DNFgnsLKkZ039j+ubO6M3Dy4vr5fzsEHNpKTS/adwctt5Z6W/VJ48NzgkdBxXQqpqioLjw9Qmri1Qh6gV02ZpJHNNCz2NFpyG54ikY6FzEB8cjyn+qOBjWJnSs6bNz5q9+AFV6Y3zSznAAqtxx2LSkI5hjQMrqUkHu830Hrn4r6HWCRoKA+uMKUHYq3O8uD1/+GAJpbuhMYouhGGdQ0+x7bA0XG0hh8tiFNqVxO+dhwE5uR/CnFHIhJ41bX5W4fLucO8OagdSRS/ugwVWoJU6hcQWMtirpvcgKQs5q9PxXKZrqjDMsHRDEVXRpA6XLB6BRfuh5/lQahpe2OBkCVo8/BB6r2FReKwAz/gZYocnFkb8e7SQCT0r/bGTUL+wN4ybYcXy6hGscZcVpzCGlbY6TCqHl1R6jyJZFaPf70WSStK3oaGDShu02i1VV0ROYuGw8RyaJefPUZpUTWr3e14UvQxEamt9HcbeHBpg52YXF3HVB6ypetbpM/Ga+3fZaubu/f88P6tQ/YZC694Vauv2bQILrCawkN/BagJrcwxr8DV1jx7/NdQfPekHuoK0BfMf1ndmria0iSCMZpJG6m9EUQmp26INXZEm1cQopro10YBBXINWjL8JLiaVVWoDunExrpjblhiSUPVgg0J6yEUsQg/2YCNiKL140osi/oBURY8efbNrNJEKrSL4GZMlOzuB15lvZ9+87zmsECrbVm9vc/D8LkQX7ooOvsvR5ufmR/lz5+73Qd3dZdHAOt+xWA9agIsHWDIDn5XJpUuld2n193xWIMs08FlyoSjMxGfFygbC+v7EP4us0hZamy3N63WwKEPTCBakDvVgPXlw601HfT9N2jprFxyr+rodLSvdK1tBHTtaHLxzxQrb9rOtfDcFC7It/np//9LttAq0t4tqvPfssQbNRoR5nqZSRxAaM/JZRCmYCJMSf89nhUVTA59VTUjsTHyWLBNSyv+JfxYxPxx+BkZrK7f+CEr4aqxybeVAsarfNNSpv6cd6OSXaWgdfIt56GxZusK5pw+yy5YuJ98FdHiqxHVgUeF2bz8IXr6zvffUWduy5a24MXZbDxpn65/lmxZJmJFkgtAr12jNlH5jwDvedG4ahzqC3uIQPW/SzxjpEW2rXW3PldGGHs3RPys4TEkaP3cAYG2oB0tfklKs6sAC53Br8oW5vqvmQ5Q68PT1QV+7r6ene0cfPh1ty508j9U8Xi2eoIXj9KU69ds4eKy/FSqSpfu69x4zz9Y/K/Y17i2xXm85K5TzEWJgZDUV8KqqnM0ycVUts3IpbCBhVRV92hWB1NdUwBhTU3EST2WkvJxJCVJqyMCKeVbIf0UX3kRWFObohuWnSsn9EP+t7+jYsEFPWT8TvC7OgvLvx8MOwHporO9Kq1VsDjr2IYuj2ARM6aXuHTt6Wq380raz2w+iPsACpDgEQIWU3oK6MquzhWrd+IGm2fpn5b+WlAIhQ2Jx3JcvEZJ658uKCXG6nKnKSlhNy6IikYASG5oWtCuYRDHMiIWArPjyqWkhX8pWqwG1QMpyLsKKxYjdWEgE0ok5+mdZJqeeXDy8afc6ClYtv9eNLF1uVP8Y/epjw1JNcxhZsmIHNm9oZcAlUKWozXG0rYxalnAWfxDibkQoFAy2+4NRbGycaut3tK6AvG3lWZt5lv5ZplzBXk4QX1xIC6SQIsK0KOUDspRmjN5ciqhKLF4UyHiBxIte/YpSgUTSQ4Z4WpDfjRNGiBdlIExkKceSEtAWi3ZvUZijfxb3agq3w81b19Gk1bFeB4tyyjpLqm8Z/qRJnzwY/uAy1XdF69CR4M9dogUnjp59SFhOx17rUpeleYn/oA3FPCglWGajvPNqG8S4SFgr+peuXI28NXDQPEv/rMB0whBmBZVkcnaajRJpOcIQiogh8jVuqOaJmGO86QRRq3oiMlWzRE17DeW0157LEALkWEYpE1IoGRkMQkZ5R2JFL5mbH/z5L1MPriDDa/Nw/YEDtc0KnX2vYVVj/h4/eTb8pdNUd8vWweIcd/Y4nT1dLa09EPU5oCVForJEbWdRzANWGZIaGyhTjKY2G+WYoSd1e5a3Httunp1/FlIWBgFTipPxcSIX47GEwhBfhFFwdxSmWTYdM1ZVMTwdJ0pWtNOL2GLMkM0RBjAG0iw6URWCwVf2FWMJbzqcieSyhnxV9M3ND37+56lnj49u2bl11brz53WsdFV3bQ5qSGHhUEtZw58tDSTAIkQzt3xPXw9Wo9hUha4btLKf4/wQZtncblcQs89DGUAMMUptASZQy6tdNpRpNs3OPyv+bjojS4UqY8pJBrWqhgVFiGcjgSKSuleR8mkfq0gJe1XKpNWsNlrCabthSBES71giKegEcxejMhEXcpLsSw8lmFJpSBlP2efmB9/xZmrq1ZXT+19v3L0KQYcVZuDr16+36aPqO1I1VfezqeE3XEPf8ylanM2JB2ls0yMTQWYU8jc3LXFhVHmioSASlsuD6WjTwkNn4zK6F4RNRY95dv5ZMTEhSWJCIKTMGnwiPoWyzBJWoqdRz6mgicSSQDkuSF7tGiBESLwcY9A0Rr/I+AgrxgkjxYwkk2ENrBQLlyNz9INf82L009Tk44tnTm7Ztu11LbYBpgagQGRdu4GENfFp7OX8BhpbM8/g3KhmWkoTErYnPJ6oOwqIAA8+gni5VgMjD/5hoIVCUUxK3CRRehE1/rUfvKkcZqoJ0ngikipl/4Uf/ELb3UplYnjy1Ze+z2/ePP0Zb/T4/Pn9+/dfvnx49Wpy8tnUp0pldKW5AXvUKs5vanZhni1brQXwCIYw+8BAYFzpN8P2YCgUwiFewC7qCgFAtzv6Y0L/uT7LrmSzJfsvfJasjPv+iR987yDAGh0cuXrzfi2+3Pw16DdX306OTlQqg73m+q707Xsu5HEDm2i0tzd0wdXb2RmCNCREF+zt7X7qcqN53SzhEHBKwiKiM4TGIY78hR+8/knYiM9Efj0RYP+JHzxpT1YefRq9fBVlXfusqK9BzUjybS2SyZv3+7qdXV3Yb7jzdnD006NKcq2x4TcAFWpc26N06LQHOy+Egp2dfoqLVn1PAyghOH0Vzy2w+FEQGwrSZs212fHf6bNm9oMnC05UHlXGxsZG716+euL2rl1WnuedELPzDgTPU5ExgBq5Nzo2MTaBpucWGBt+ownRjEovoKLbKuJtgcbpAUQARuvNkNYQuqcNBy8gjDc0bF8yvwaW4X/TZ83sB0+47k+PMLTuDepx+fLIyEgyeZVGMpkcGbmsBU4M3h1Dy8reRaaG39Bp9EUgkbGSp3YO9GiBZvYGFOkhkKKhn11A3+nEpJZd82t/yv9OnzXz42JT0DoBsO5evf28f2BgoL//+nN+123YMByn//fu4q/j62PHBvqtx0fGKo8eTQw0Aay60K22FmgQac6dCN2sU+NQv7F2PittRFEYn3PH2FGnSGEWbRdZ1A6mtH2AMovSgWYXs9GSIPmDBCeLwaKBNGEgDhjoImWQcdRlSCAu3EizcZONduMj+AJuBN+h35khQWNdRPv5Jzd3zgh+uTlz78nlN+zPSIhRwmCI21M0KQ+e4vFhPUvo+KVzF/1jf5Yep/9/f8PZrS8w67y/8+VwAzUUfs052cxH4lSDgYBtfLl0fpvN6n+LyXTXrClIUfGlKCEqQ+UWP3KDjRkaFoK5EMgthOKHJuTBk+M2oigpMXANfc8v8vKZxvdnUc3f5bZuifF6VvwJPPiFTvcUZp3W2Sz2iv8RHhOYEGQUBZVMZOrQrMIvuPqnPj9Hd/4UDOHwUIuLOEmtKhlDXa6qplrlBMVOKVBmpqpwX5W5oewqusWEPHiKu7vDAF4SHzRNKet6dG9/VsK3uaMY6GP7s473nsCDf9ut95G2z7YL6dz6ykdkktEw4OzC1zTePgRqVvcE18Lfuanpu2NUjRISK/N+cUbPoE5srCnLVfOn+u6zOQtF+d6I+paXVRPxUb+YlAcvmqXIxnAVTbZLkjg27u/PMuFilPPGDlw0nsCDB0l9u39zfnPSXTrcym2A3Iq0hTyVQxtPtvDkMp2+vEzn6/2zs3pOHQf2R4NKgTA7/Q6oJcZZam2RjclUZ4yMwuKQDMwyTAVmGeiJusVEPHgq2rV2gqhsF+GPb0u84iPHItI9LymEUzZqnn5gJ4m8ds2JIz6B88qVMlZCBs6ipH2Nuh/6PfkxPPi33S7Q4P3T05OjzSXkeIiNWocYF7wR2fW1s7lzVC8crih3eW+QGElL6Zo2N6eBwJcC1+tTKvY8pt06HPvwRkvFVldvddIkPHiqXZX8C6JKr9zelYxmUUr4MArWGIHXuk46rXYj615Zxy6GXbsc2GYrqJDeaxSDZGPgOjVXNytNz6TKoDQoPYYHP7/UyecLm906zw6O6pibfk3fHljwCYc3C51XW98W1JgQ91JJKG7I+3HAAKaFkPf5UQOmUNZoKBlskOdC25/m7aus8MxJePDZpkVuC/W8LJeoLD+BphEGDQLZaQrbQZnU75HnC921aRBYB75DlXbJ2su2goAcnFG5IBR1rHIv+Zj7G87mhhMGTD87bByUz3dY+KwBk1R4l1v/sTA75Nw9yIN/BvwuwDXidQgtTGkyO/Ri9M6SAZwQGtPXpmmkSXjwu21UrkrSwEeJKsllT6nihweMa0/aCyiOyh8CaNBDQJH8nig3dXIvao4hG22LEEIBrg+9Zs3L0mPubzjFDFJoBQKFFFoPNYRTM51agU0swjf00P0NmbCjraU0oJFfpv5ydsUsDQNR2JenZhCHQAenDELxVsfSrUO2/oDgEg4hQgIOWQKFQ4I1YECOJnYq1EGXToJrRpHODv4Df4CQIjj5LtFowYLNg4PLHUfg4+7e4+P4Ps7VpkKsy2u9VGFrcc4728304PMMx9MT++wOZqOxNZq5kKUubgCRzMQDBq6WCbXfiPdziV22zl3M87FKi9A1FVFKKwizYysj0Fi7ib+hpi7nOqFVSbC6fDdrBfilKma1v6G+e7TPL6PO0eHWRRzFXMm/YY1I+bJc34ujiGvN9OBFTrWVdF5TNs9SZxomhJAoU9/Ucc/DhFACkdFpHYf2WU/mZnsUivar1JyE+XO0iSSlHSd7ydzsJVYTf0MAbVXAV/zT39DAveHB5OU2Gh5u8cfine/v0IHU6wJTL8G6LIqPVjN/w54IBmmITuoP0oEppQW+cMppX14l0urmDOQA2J3P0JcB20CZOGCLYMYgnBntNOiaghhEJgPfhob+hrCkI/oT6/gbGoDY6g8vbh6eveFpPy4WRbwNmllJpRiICqyWttPxFovHPoAaMNb2N1ySvkfqaV8TCEtBQ1W5i6qZ9I3w29rEbO5vCNQMgG8FVKw6lT5OHUqyDf78h1px3Y8n3sR7i5/u75+8T+rOmLWBEIrj0CPZOhRuyJxv0bVruS/h6rdwSJ5uDtkcHIRbVITgnCXcFod6d4vDfYdQyNp3SSnN0L1xU4TH/8cT4Y/vSQU7Gr0lTFHKmqomgirWEEap2orOUDIvCII3wI+f9d/qDf/ws24vDKqG0VnRClXflCmlGCGMkfqNbRuiZqUNdrVDkncxMGGahsgYQs6j0NBnACeHdhTyfAJoL0TZDMEfu4Izo13RYkghpIHtlg/mZ2Hb51X99P5KI6AizajNIURtWsjZa2n9hRlvVNcC5CjJM+5+uYtRzeePjYfgct/KCfqUeujs4SzoGF3iXprAS/Rj4cn5T93uuwmgFH6SpH4wP6uau3wv1hs6OpfBaYOozt6eDinx0KE0gxgj7aIrsDfb5Rph3cWodgiQfnAnbZ/0AAFZcGN5FGKyLvV58LxIcbQ8T0IpibBsX/SUDgYz9bH8rKpeVbunxYaistynofCo2DFCOw0AnfbfsOSAsLhlq+uPD7/Hrsb6RXriVpgrrC/mrt/FUSCMEo3KcqSzCFcEbuHYhUtjOWy3/fQH1xxynYX/g+AYp5vewkKwUREGaxtJZwova5Mi/0PYkPaeye0u4dJcpwlMnMEf782XyeeD76VtxGab5WHOm0K2JchKwywgXhZuBJIs0ZZJtq242NV9QP5mFuOrN7ytZ6nwEFZNEqw72a62u2wDZIxXCJQYa3VTlInIV5XoZdmGIITNdfguXJMFt48IkRVn4fA1lBeytrmT1O1Ldo6sPPKcc2Q5TtyW6CxE3NaJrb1N/OjqDW8PTGbWUqeU90CWr3ZAVgke5+EuXoMskYb5EGz7oq5edquM21S7N65Opc+t2RxrVijrberEso3FJuzzcCCrLtKwjRNZF4djvwnbouv3rUz2vzFQp429eGNhdPWGtwcGshTKQFZZbMJ0QJYWx6oM0y5crZ0qXP1egay07oqy7j2Tuq5+dSp1SPOZk212WOAjpFHCOXSnpOu95iC7ojs4PEmlPDb7opNdIg7Hhr+0tUzXHlU+QI6s3vD2gAp/UqxbrCmALD1EP187KQ/rrJUtyPLWqUzT7tVJWtmhfVJM4l5HlgEfxgU5/z5sK+/pV/Rscx4EkceCqBFItL4/eiKOncDjTiN4wDlzPbHfC49onz6emcdYb/jPgEoXijn3vwVO4yDDYuQ5ahpAEvGwwNuBQDcPbB7HQjjeAqKBblxdY2Yp1Hw6dXVdp7G91GCE6sKnnJB7SglhDHIgoTZzp4xM7xhdaO7c9+3AdqE+fP6InpHXG16OUE1lYRLfvwMe9mgD4JRAfgfMppMnm7j4BP3TZTaA3+ngSjeuTjVbQtYjPEn6xAk0y9KoTR8DZt3P6ZxQij33AYafPrjTfky/ftEtMp2Zru9D3DLV9zVr5PWGl05jNlEGsh7AFZtrxCbQV1xM+0NwOkXP5GFAb1MY5C6B2AJVk8nVNbCvGhOTYgN2Y6ZD5VNMfUj1dRUbGrgszSD5YfTs/463qqMDB77P8OjrDS93OdyzDowKBDt9sJc1zi662Dcppt4woICem8mAGO1NPevNRx4vWKTj0fl//99w5PWGf4YGQL4EkiACRMMO5IZICGKoHgz3G9JzvyGaAL5hK0wJ6t9vOOj3GyJla7zDVpgS1L3fcLCdn4VTAjNMECQBCcrvNxxa41kMeO6yx5RAGESl+w2H1ngW+qANshCmLYyYdjCOAqLBaGCRAACpkFg/gc55yQAAAABJRU5ErkJggg==[/img][br]•Si definisce [b]SOLIDIFICAZIONE[/b] il passaggio dallo stato liquido allo stato solido.[br]esempio:se versiamo dell’acqua in una vaschetta del ghiaccio e la mettiamo nel freezer;[br]Ciò accade perché il progressivo raffreddamento annulla l’agitazione termica delle molecole dell’acqua e rende elevate le forze di coesione.[br]Durante la solidificazione la sostanza cede energia all’ambiente,di conseguenza l’energia o il calore che si scambia avrà segno negativo:ΔE=–Lf⋅m[br] 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IfhSIiLEIF1KnJPS+6/f7gXXPzMnQPxg08f/eyrl+NcsEMBLJgLq/l63gPFEkSDn5kRdXBNkwmwTE1SDEnzCradKIPjWq2rI1MDM5UJw3ni6cHeUNc3BPOTlDig0BF+jkhwgp5v+gjUcrx7Jv/ZGwUhU9kHMlWppDPJj24sQ0OZTBok2fyu/u1Xn+yiz/KtsC8sv17PJixXVW1dqWRkw1FkUVRFE8hChecFwXX0FDir+tHknXvvnKm41hPPP3cgHMKQB2vrJG+B1tkWxBIOpLUQQ0F8JDIB+mH8OtIGRZqVsCdgR+q3X/MJT/uuK59vl++++wmOP/9cf/natUtMfr50qf7GV1+9H/IfhbYDYDHNer2e8mxFli3PMnlZVIuZTNEsppPFTFFNmrLjeXpZ11KTcSC5laLsuC+9FA3f0UfcE3mhkPEtJfhpLkDato0wF3RTI99R//by5qWfjOZHmXS0MjW1G2TfvntBHgQZGhp6/KFHH330mUsXtrau/XTt6tYvv2xuXbh+fTVEfixsuggdPJo/6tmSIoI3V3lZViZ4VeDNDM8XBXFCkKWCppdL5fpkZceuvXHBloxEYW/odo50HiBpIByRNjkg5x8dBbo5yvVHYmxMl4exagRONJWNLISyhPaCzk5443Yeuevji6dePDa0e3z4lVaEFhkei42P7tmzh2G2DyBLpwGwR4/8cuHy1oubW5svvnP2zS9+uP5xyH8WtQMutH8yW5YsV3aAhTqy7EiSwvNiMS0IvCpO8IIjeSXmtKTMDFRKnETW85yB8AO3BzWKRrRUB8ggB/ma3Jkve7j1Ffo+Oy4tHGfnRUgGEomMBxzgLYe9mxdPnQWwRsciXAh8eriN1e4WVg8z/Wop19c/frMFavXhh9+88yKAdXGVpggwUggVEyndcFxDlnRJsRVJcR1VEFVVEAAzPp0WlAS490N1NzkQF562CrpnqQOht9+iXSzUHNgVztNgl50gvoFYuIebXg8WKXILVXaeA7BIVXj5NDvSOXoMZj7Cm2sErOEOWCA+WI8zsL7++tirrx559bUPAaxPf7h+COkeLbKGTN2zZVVQZUYXDEEU+QleNAA0gEtVTWAUUj5ff/mQwVeSTwBlTSiuOHI7gMUECzB9yNoJicfi4bb75xf7x+ZrkNSa9f9q+KTavK+aNEm4Mr292EHfx3oFmmxLE661wNozDmDdxQF1GIv5ZrjbB+shcFsA148/HjtyDsBiZvg62n4PCUvCvC3LIi+6oiwlNNlMmyqIIICSiYptiKorS8De66uWmAHaYNsl2xVGQi/c1o4BfZCQw8O0HzT6iKEri80tzTW4sSvjPUyBqpDaiy0tz+Ui08vHp082aichitk4szQH953kICZaWh6tLtcWYSJ38srpHDcOYROun7R3tw9zrwjXL12wGHFHn7WnAxazQobWI888856vWSeuv4Sdxnhmr1BSVkXQIcCqnEpYTVNwHIMpFVAIx1BkVVakVLZUylsusAgIHTXNdkfuuOP2G20OwDGe+7aZR2RjKXe+1rO4wPVAWoaLACBnpqtXZmfnFk7HzqxU5yD3DDHyfANyWWM9y+vjy7WT01dmG/OjkemFaiS2Mj2+ESPlN+rvAnz15xPg4B/fzcDq4/pfIXZ4b8dnAViPPPLIM+8d88G6aCD9IXSrP5QWVaFomkCz9ISnNEVw9TJDTwW/NeHC6mjr+XxCKiugYhYsA5qluCM7Qzv/S5PI9EIMci2QkulnboshPLfAwUxjdiEXmZ/uhwxfY6EaW1ichcRo9cry9PLo7MkzLCXYf3oD3Nb52tI0zZmRNSX4zZ8DWEfaYN2FYFURrAcRrCNdsJo3Ysb9EJ+G0kJTMItF1dJKCcsxwXnJrsibqgj+HXTJsaVEtqwVUhbE1JasOI5sGwPcPRGS6SOFYsJQyPhLls0aG4Zsac98LQITkPrrr62MQfovUl3IgV8arq1EGizfNx2pnT9ehW9pJXXGIL0aCa2s50b/XQuA1AYrNtwCqz+oWczD+5p1xAfrIzQGFAgnGVgCRMe8IBVS2YTGF/kJUQQzlEUWMqtAKDR9MjVZzmuGq0ieZYiGZ4xAl8A/z86jIkMa+fTGXO784cXx87VZFhmuLMGyOBdbP90zCzp2frY2t8GBLuXON2q1+QiXy8UWGoDcUnWhUauuLMGaEPk3PFdjYA3tiUV2AljA6yIULOBZbWJKwFrLBH6TtgBYvAAEgXcVDVxTQeAhOQoESzQcME6htS4C0cqCgzearuQVCsAkjBku3OZZwVKa/2RqGZ2ZufXamfXlKmTxRuHF5pfWayunlyIrs9zJ9Z7c/FKusVHbgPTWylJu/Mzi4hzk56EStrQ4ulKb5mobx6cXaZ8xE9KtTJurfn/3AgOLLYagWeAit5HSh8HDp9tOizr4tQpNLCJa4ThvmukMgOUlynpB2J+Mxw+KIpgje7mqy1KmiVK+rmi2bUsl3UgdsndBrh4dRhckEqQHFQ2KNocb48dj3OEGx17tQjSbAX3hGtUejlW4GsfHe1pXPdXjjUjP2GGYOhxhL/jQ8RwGAgQwQrSQxP/+B4D1IKNZrGzgL4cI1oM3AGvt8gjtCuNQs+I8n6lkePBZiWwpMTEIVez9z7oiuC7w5oasOaLrgGplHU8qWJpnNVOHpJmQr0uYUAye4YJwLNqIHsihB3vk6AzhuUgQ6AyNsxhYZ491weIoWIBWy2c9/lewdnEo/i8QapthsZhJxycUCZIL5YQQj+6NDoLxgbOybBviH3XCsTQAS7JU1SgAbwWwdr2CuRVsZ6V1fxIM9mG7+02EIxlPKog0Kg0KR1dFctezT3bAAjN8jGjWbh+soQBYF3qDDbWdZpKoWTQzmQnFSkDGPTEBFYto9FkDsFJsAMtwZEG2PahVgAEalqdphrcq7QCwuljQfa7bWS+GOKhWiGtgFcADLZ3Sfna0NLyd7k1DMB9LXwWe9SD4LEgeU7D23Rysq2H607BvDrclCg4dfJbjelkAaz/Ud+LgwQxDsSUAC4JG0bV1wMrWFEvSNUOUVrVdIZbQCrZE4MHfnEdMg2x9CRY46O45AjuO0SBpGzZtkfBR3b114ftXu6shM8PYuL8cAlhtDk8Z/Km1rW7MgdXicG8bLDPJJ5O8LAP3zJYOHojuhValCZmZIfxTVBEUS0sd1V0JLLUgiaqXVwCscLtzuo0KHPx2B4YTCsyQ3DIqV/uTnQgJqb6PFSpK8BF93U43hI7WxLuZm5mPf3jztYf2xIbv3tnxWbEYBautWD5YZ79/89TFTdIS174MQ8kUXlE+YwJeqpaq5/OT0FQYHdxvmgLz8LAYyqJsSbaXz+tOwbBLBZsXtZS6C0DuPgr7cXHc7UonbS3ExQcMkbarURKASSy6CFNPENxXvGPz8hfnHt09DmDt5IBXUrDu3Q7WMQDrm7Pff3Hq4jX/4xi4tcDqBbCEIm8m9zelMmiWvn/vQHz/QaGY5EUASuBVV7ELWn41D/zKtnQdHJdWVkcAZe7WYQ6CgEMyQ1QGe75pI1hwhn4TjUnpN/ZeO/HpN488DGD1A1jAtIJgDbXB+hHAOtcG6+dg1rVjhr1pged5oPBKCXyWZEYHWJdzpmJOiOqEmSyKjLdnV4HASxDweIqqlFLGVBsstADiuf0xet9bB5G3KuXQER1Tob/jJQDrmYdHAay+Phj3D4+NxW4I1nsI1k+IlW+Fvs9KiwKYYUZQyqlSWTLje+PQTR/PFAVBBAUrCjJkleurZQtEBrCaSjlvT4FGhrDUSUkJZVF0bxztSMALDo/ormh2mpAv8hata5D8cgjSDu+0wWqVVneyjFaHwt9Uswz8KbtfG26jlZYFQTBhOdShBGZPFCvx5CC0rBZ5lgfkecORSvnVBDh7Q25aBVUwyllt6qkdO8LEmjoDQhECquZvnsZL+gy0RNwL2edfcjf8MixWEhv0JfTdiVNnf2yMDgNQjMHfzZZDBpbP4Ie6YL3XAeuHtSblcnDdcvCszTLjNJuAislLpUSiIDbTDKxoNGmqKkwLqmWXocCaKMiGrCq6JYBz8yotzQpWdGg+C+fwLRzQPaD4MAQjQEKDYBGcMdLB5yksoXV4z1gbrP6bgIWa9SaAxZIO9OdsgcVUK22pTVeAUg5EgAXJcaeig4MHGFiiKgouWwyz9bJX1h0g9FpBcZtKKhWHviTsdqUBGeoHNUoEBTlXe4S4knQujpAbIPnBnnS8pE2gbBAyLv/w/ZHD1dgr7X6JvwXrtXOtFPyJIRKlIVggaQtop8gXTUXXNUnlK5XBlhmaIqyGIi8oej5lJfLgtCQIHz3bcLP5JDNhjA0pccakOo4QUtoSj8ZKjngiOzgCjwrs/G5TPsQ+7F4GovU4gAWq1dGsWBAskii9PIV+setNetuSsSzDFU2zqLCSvWyYew8MQvsaXxRlARSOt0pQKvNSJUN2gZ5Ktuym8knW/ItYkPo9Dv9RXfX/SdBGaUgZal44sXnuoVwstJPrY2B1czTo3zua1c3QXJihz25F0D5YmgZg8TxwB12SFFuIRg/AeiiIQEoh4SwCsfcUO6EbalOVQPkUt5w32QdxMSPxCxHyHwtgaITqgpwW36JtSXjLjTeyYp0aoxTMsH109cQXANZ4JHRXXzdVCmix3J/PSVtgHcPQsPcvNtMBi1lifBKWOpU3i6JW1iWXN+PQWgnN84ojS5IAdbDVrG2B85dV0dB1CXx8OXWQdZX7vxvGghgBdV8cIdp9/oDuH8aZzp7UzhB5B23R6NzHDgi97zIp/RvaWtv68GtYDkN3bS9Jt8qGWApr50nPQbTDQsMQ/n0xQxNuyYFsFqxPgGqqNlmCC7MYhUalIu/KcsFSrUL2qGSnIO0gq7KV0BUbwCrzDKy/3buD24H+x94d3JP/3/buwPS+zbWr33x9uDoWvr3VDxlBsAArdFkMrDbNWtskMZTPbsOt6PBPWq4s1oUoDKetVsttS2taFLVNe6toO9q67aBFonPR2iliIqQilNhiCyIIIjwUqS0SiSWW4FXE8uRFImKLJbHHmogEiRAPvjMzdRxTW8LPnc4997T39us5//nP/3/f8Q8oS7zHKYoCBk4kEvJl/C6bxSWE45GIO4Isl+Qlyb+lIR+XCkoRT9+QNICA1eJvtDv642V+ulvSd2EX2b/Q7uAJnVE53PEMy6HJatDKO5p/V907wFKwQpRVA+ulrnTw3WrYXM5GPbl0xen2Ik/DO91hf8nSaHeG+H6eqNTcFERNHxxJzt0XxFJwAvkB0XAJHp4JJlk0mMxZfX1C/eMd9MQcemVR0n8SdQ8ZiL04cX/xs9mdiyZjB7gsZRrW/Pvg78DSXBbCrOo5g34R+QZW09FyE4eQquJDBRrBA/hZ6YAsZFBlHYpadDSEID4qBX0FMdRURuZZKjfZCbPcQI1xx+wNlQyyXFL2Uu+HTBMj2KQ+nDHamV5bPD/x9PGK0R2LfSY6YD0Vn0XXQjWbpe0MVaZDNUSfTyPCGljZZTPK8PFxUP84nuPhlDzOXJdwnOe46ARJ8saRTeY4TigVJwdBLc0CsVCgGItp/tlMt2uUlEtaaQNMa2OnCo2d2JC+Vvunz8IXJUezAwvfmnVD0VxbQEyhahUZLdmigUW2hgCL7qLVxZCCVX1TwUuwSXAKlnj086ajTajJ2+2eYIrjvTzPhTzTwtO5oVIURWpwkPg5c+ZMh7gqIHBZxVKNFotKKwUdTuXej8J/dmuISx2Fup7ZWP/sNdahM86Mafn1IZMG4943J86vG9HN1kkDS8vQACsCFqAiqyFGFnFZO+Cyqm8O11GKfwNrxq5NRwcEOdRQpazE89AKpCIgi8yJRpsnpLh4BkVXIl/3Tx4zZozTm0KM2jx0sgVkachSzO1bg4qfz7fH4yQm/UYTyLSF3b6wiz7twFy1Zlbjx2QFfpD4s6fvmVuNuP/gzMGb3UoxFSwlyqLTkEClTEPq3+8L+hI7AUtR4bmCM7Ior/KRlJQFu5SLewiZe0kKUzDiFgulkq1ksxGFWWOX6VP6ucOViCRNyFgGqhptY2srGOatjQ0tWxtpEFGbM3qnrBNd68eFvhjBDCZmo8C2MvfayBr87sGZHc8Gd47NTCQUl6WApaKlRVk1ogNofwDrXbt6fPEWqryzaA82D2iOBnHNNmHx45AP9SrcEEEM2KA7KAIqwqlv48/0C6a89rC7b3SsxdSi2BupbQNG1KRVrfChNXRvoEJDXczzm8Tf/9oSGQwdT2nkv059Ej2/gTVcWw1VnsNNWtp5euJ1oM4pFkaLIhe2FIZKpBadCkKbA71JNuiJ2wuuUsBVkAtyAHIW8iinBWFy2N1vKOf1xONOX8Z29mxs4dSpMyd27QqoJuJjW748b2b18biwK5wuS8HG92yvH8+zYl6FzlG2NqZfH3u/fPB08YIhw3vH+iQSxL/TaahgpeTf4bO+LYbvbXTHRH0CRhaGVlHIllM89AE8tDp8EFseT1guluTcNDuoDk4MMDu2QqSaTzhbffv57BWwu7vMP/3w4sXThw4c2LwbtmjRooVnz3al78Ss3ar37NumWGgXNgvzo1ibuiozkyn7E+0O8sidzp2oPl43Qu4c65RIkDpYb432pxXuNaxWqpm/M9XqCxJA6rQ7qq66RXrpDDDFOWRgQGWAe+d9oiyL0+DW3aCMwAAY+H9xIivwkC13xROZ0mXt9g+Xt23bdvLkyXv3tm+/euzK3T2HFpJ94SjyS9pqgNUvL7A5F5g+a0PBoN3YA19/rd3Bn9EWWXczdFSrqyfO39rbo+P43rGzSs1QJSoDqxrlD1BpsxAuq/rcxPJOcKOCRUZWIVVujvARL0rQob4RdzhdKhWEcMY5xp4rFETQu2GZCsnWhMFAIpkvpKHHzL57eVgyOUy1DRs27Hzy4eFULIwo/CLF1uG32h3W/rV2x9zeMMnQwdG1pWFVz8qbj0c+rbu5fv6g8cQGDRo0f/7s2cqouqlSSYEUNtEKVtWPb0JG3UuqoQPR6suhqNTXS7JV8EWenGwzBXKZTMYOPaYMSRmZhk5YxqkOMjIp7T677cD2a2vWbE0m16xJboUlN2zfDIFrPo8IoqXD8WfaHdr2j7U7ypbZkeje0NrY6vDntx/vv9qxbuXNIaPXz4atX79+1qybMGRHMaQQMxBK9+Mt5888ffDx7ZeK7shemBI6wFzuUMSLSZbxZYCGkBMwCQGPUCjAtYthu2qASBAFQAeZStiZEYsL72xLrgFKa1Trv+3OVKOhZYcOSIRAa8WepEYfqddnTqemHWot1Oez1H1Gfqk78PKbTWo10WG09uqVt7ZuXHbjxtsH99+dev/yxblzzzVTdSiwT5/ev3/16vW7d/fvv3nw9saNz5NpUZxqHoxqmGUKkInmVAEJC2kRSpR0jjBr0gALiKWVO5gsY1YCwxy6Bfr02X1sA9Bak1Sxmntsc6IBI9+BKYggteaPa2knmuAy6yjAtXK+eqH5u1rCij6p1sZ6fzP+0dVEfRGijbNarfkGozWw7+2NtxfGbVp26mhZsaNHT9WzZe8+3wZYy1wUeCrVqFWkAzkyahQTBcGfFv2NBdGvHN8iy7JLJigFEJeWIPSEACYtko42U7H36ZP9MRHJ0Er2P37v0NTu3RtatuyAsZUHWBocjFOuf96W9qXP4evpS7pNJStWoACagVXeajU6JiZMlglvL924MHI/Qu9oEAI3CCCWbdJsP7bF2ebUo0eppo3L5o27jZ4bbdp4ZQVY2slRUP1CPoZzWMTJ6bS/4IKSseQiGDU2ysoBLiUlwihC6Ans0iJ6+huLQHnRlZ1bFbCSyf7XryzqPrBXr174Azs4GvLtaeqAfbO0UFovFchucxh9Mu2iNbFdWdUAUcV/pexKQ5sIojDdbZJtsoRWPBJUXENRCSpWicEjiIoBRY0HjdHgURtRG2tIbGp/iPgj1Xq0iaXBgEcj+MNKS7FaxIixWv1RD0RFrQcopXigqOBBURC/t1l3XRM8Xtvt7OxmOvvNmzdv3sx+FRimOJhIePXsxJvX7t1Mp9MPlx89XV1bOhZ7zPA9ZAhtZCybNqm2tnrL+q+H0jch967dK3XIhchDtKxZWu04yKAxxGCDnzESY0vBGBknLWXhuGHDhsJxg8etWTMObG948zN14q39AAl64p23vaER+TWBgJUzG826TOWlaIC62dVvw+VeUcymys71sSw3W2GGYgysbcL4ZNfAh2SJZ3j62rV7D5cvlKSyEhoF2b796NE9lZWVP7MXHkrfu3bt5irWlYMqHas7GWAKIRnOnzGFYzaI5BqAUStmaknEi2NwoaBwUEYKAJ4jFeqC+0Bo7QRa9S0nQl4bpte80SyHBP6ZgfTvTsO/FKn0l2hhqK638Xrfp0dzZgw9T2Adra1YtQw0dSB9qigrra6uJanCq13D180CgR2YoCoJrPRSRpNdKMAiVICYBBYBIqa0v4JYiOyMaJFfIOXRDY58b7LxFOmW/c6dO1PtkbZbJ0JuhuPNeStWyEqAY9ZcRUV6nbVbQqWEarJFFfWXKkfmXKA6ooPMTnbe/nTK7uwbeDGs6hDASu+ZWbEOi8fghIIUkArgG3rgKdgAVpWl68p2L7wJsBauYZTqKOMvI4JFzUAJJNHRFE3SEnaZgqUzuoiUiBl90OMZEYL7AFcr0nPrsd8+1ekf6Nw0guH5DFhijEsSDX1JVge5LldRkYyREjdUhxOUbJdCrCwZfZxL2+jEwhWoMoQyk+cdv93WB62PfLr4qvr0eepeldUAaxTsjdR1xCf2jBjh8YhgLSs7vPwmQK3WSiZdHrClwVBFKjUCP8BZG9WWeKJRrUdSKLoFSoT8qKdEG4WVE8FEZkmJx5P44J8KF6szkXzU1nfKGbnb2FvndQssljQhBsS6jG6jmccqFN50lzd6Ggz0/ntWVFCGKWsvmSvHP2LRaIA5WiUPnooBCRfDOrQbQLE2fcnGZ7frm5zOU32fBl6fPL3+KKHwfvnhqmWrsRUbhplEVAQY6jXjFk/HovK6itL1599fe799JSP/YRUfW75EuEXiAFgsq015HACrJBouHF8QpfxMdCbqGV8YjpYgT7xbhLBg/PiCwlR7j3NqU0uipibY3vKpCUomwpUSiIFlBw48xW4MBheBJWMAsMDlQnXIbbzUAs1yYcL5O9+Ni7AisDTwqSikxgsp6oGjd/W21EcwEwNU+z4ePr1+O3yC9Pv36T3VZauWwWJNKSsrq5iyCmmcwH7NnVsGqdpd+TB9qHZlfl7uZSeZ8w7icLAWFmrMWgP55SXRqGME1EkWghJZpFk/hXXkT8jPTyVu+fvaLgVramzBume3r59y2iPXb19KeIuNRr2ZXNQdK0jg1ZtlzSoSyM0v+vd/yaHRubLvAIAkZt5sFgQQM1gEWyo1fuTW9ls9aDR7pH5g2/2X81/N3E147Vl4/uH55XtO186tAEjrZoG5FEKsrqvXAT2QIq7fvn733FmDWEYBS72upIiOg+j0aCEOo5kAb0nPcPJVA5wn+MPQESWP55g81NF7YuDThzr4ozb3hJJNnY/9ThjVtpZLdcFym8VqMRuZDFZwqXU/HQCdIPDIyU3Cn3N5Xl7bhqiumwUIo8/AJQjeBKDyo8Xu1Dd2rT0IxZn4fG5VVSlcqd2nt5OjAC/0cHVp1dyyChKoVVVp9e7Dh3fXzl21dHBBvsRIpF7d+Z0FG6F0dBQzTwF1caKAbAUYk4gdhwsmnQKgAa3KFwefbZtTLlihllzA4q3reivW9W5jJxDE1IzHY6Anwqu3mmR3GAVROcr67K+DpDIeKlsAiuQuqGZrodL5RRhPqL+73TAFbbBVzr56tFZiAZxncARj5zVR24odsIL6W2lGJpVOIsygabOWrgRNBsuIksWqKiWUWSwUHSYYEQNmB1QIfriO0JDj27pFMDKMFYJ8GSzMbBiOcQe3TgCQBoamrbw7mOx67L+z0953vbEzGbQJPHTOBrDysKahemcoi940ew6kZEtoqW4gbTWgWSmsDYul9yYufehpctrRAWEHUpb8CR4alciID4LXDbpphX1a4p+WCKjVbK85KvTbvF0DE8MFwlbE0tlAOGzVFcEKy/doeBNqZg2HA4afvgcum436FThCbxi6mcJHnIk3epOPUGfYrrtvu06EbKzFyrHMDqCrk7UZz/ZrbDgHAaqSqY5SqxgZ0R0AleiE2rx1vRgB4b6IUJWzaHAGawOMxSKZZZXIvMGMMpfKyTKUvQ0a4tK5iwO+vbEJbsYR2+sLMPRwCnk8D9Xiw7hulR/FtUJvhPHGid5m1OchASchz4TKFweTjx43ReCANfXATaVRlszWDnmkM9EckpfNgSTKm2SqaaCymULd1rTtEWBhAljsDYaSXY3XT9mn2pvqb7eH3MXFLIdpNMfQtF7RUhXlLpLqU/VEVT2flW/OpDnBduHzgyc2Nxd48v1zTEdgkRcpjUYmgBX79v0bwJIyFSJARrRJBgNqRqRwHIryovJ3IxiS/G23O5Ohcj3dLftIJmsAPRan/ypomuyFsyJSfoQVvKFkb0vP3Qj8Kn/PrfZEuUA6Q94XoiCIlGLUVfq8iuvln3mtf/L3ucgDQiMEalK+B2dv1KTC4SdfPsd4jginyCpwVs6g43G0xL59eRIwcRATfRSLYCZUpsjIoMoINCxCl+B4GFxqUiO6BbU1HC//40ftIRsvkcfBPaKRFKKiwVKPN+qVnsyJSyPF9BUBWMXexIlHA3ebaCrvf3zrRNBbrmc5h8XCiMMIHgGiUQZ8A7Flib/pSN4Zkib5NNP8GmW8kVPSQGcN+G50NDQc8fk2N2/u73jqO9cQv3Ah3nGmPx5jY5cbOhrOxc5dOdMQ9z3tvxzzPe3oOLI3wOvEiCgVbmYMlEL0nbQLNaRzg0WAwW1pw9DojPjrG2G9yo3oE0U0MnAsC3siw5H73R06UbBCGG8RSs54CzabgBkVozcCqa7GNj/mpU6ocG9d0AanizBcxOtEm0YVhNoTVQATi/efwZPVXBAf6cK5hv4rR/DrxrmwL/4k5jty5kzD5Rhnhnvk+pV6Xk5KWHXs3999tTvu23y1uflqa/zGsQ7f3gfHupv334jFu5u7j32Jv2luPfbgXH93w97+VsgZn5XX5/3p3R0dFI0rT7R/eHw94iRb0tPSmwx63UY9A24vdBOY/P94dwdg4WMWeDZIkP+JPQveRLKzpafJjlht5G7Ph/aEV/Le1GuJRYJRIL/R4nvQ3drafcQXf9PafezBkXf7W1ubO/Y24GHjxx7sjb/rbm1+dznACFZOk7XfXLSb0IYfhF1PaNpgFGfJOocVwdt6C8FTYIcdsp2y426ymzv0mFyCh1AhkMOOOxgyoxQDO4TYg5cWR0FThOVQjbl0IqUeZK1CYXizSA+zl132e5lMVun2aI3a5sPv9733e3++vMgJE9+aTZt1t6PW22E/sl1rHChOOJtHam9cV6eO26bHn2bLt3vNZhj2+44ucJl/Rd4Zsm02S3wSq9crhF5n5yeNT3uyLOcB1o64s+JQkv/17sCLJFK5GCdDQLKR3ysdQ6dGF8hqjogXobg8D7ex0TewBXXAmQArmMZTmmKWHcdVLTXEM9P270y3r5qmG7b7lltNxYXLNeBr2crl0nnesfodZV4PAZYL7WrZdVVR7IVnRfOp15xW9Y4ahYFeCVqWPY0wrmotdYNHQP5w704GbLj9lHy6XGxc7pNTj+l+f3haKiK4F8Ft2NvbhoHxnLyC6D7oSJUzkEeJlYdHypQWRfHF69Lp8KZc+IAxX9bK+5dYgl3RMMjH3k+LoA+klM+2Gc1sLbx6pIb9plPBlJqh2YrBahFYnV573q/X7YBPgSvuJdJ/kpzfYPUAFjTLGgTtqD2LVMXxvZkaqQDL0TUzBitQAJYbLRSA5eo8VP5/vTuMJBkGL8p7mNzVqBBvMNbKV4cnx6XiLngHNsUwkib92chekzHRFFlbOpvPJrMss00+JZmWoarH3cObci0eDKEcwIdxx26FYZmN3h38UC6PgLk68L222lTDOda/ugKrpdiW2ps11V7LX8zmTTswBCaZebTZu4NPlsNAQserL8YgKAJBIbDqqulaXqhGi97YUgeDZTuau+6y04Zm9ft26Hk9jWWwiA/27pB9I5JIcrzBc6kUJ+4dXN9elQtvoF9kN/uH3WvSBzmflQTCnRQIgnNSTJIVeOYdqtZfvojgOAZMzvFcXobpXV8erlQKlP7j6vbbQRFQYZeSKmjJbH5no5xKYwIsQagu/fkMLoymFLpLPLMX9bbigoHnYJmxNQ7nll0VBJ7b/MbGOHpJIf/ng4FneVHdCe78gdLyl67fUiYL3/OsOzr6/l1PxeO41/JcJfQs37MVgYE3e7B3B2DlnmV2kA7Qssb5E4tg4vQSNIN4CIT/qvaVEPvWKH0qEmZ5WQb54wSOYeMKAgtiwttQGmhmsXRwfAKcPhe+g/0Ib5x9eVzaFVPIWgFWIkYafm+jd2crgcotTIjXJwvL8/yxMhn7ln9nzy3wTFvpLCzL8+86to8Je4MKA7ASa878i2EYxBmGGc7aUbNXMSeKjl9lYurVzmDQc0wY98AemIHpDAaTAH8zAse2HUT471EL/UfvDoH1PpYkPDdlcO+T8i50Aw7sa+0CaJEV1Uafrwiy00bjoFSii0sAnIyH3T1E5ZBPB43G6cnwcP+sPKp9eAUB88GSY1chkt4hLgWj0S00yf9ub93/8tAtpAssAmVRrPZcTKmjVxTHHZhKz3XVqB3E705MhEThdOooqLrwKeQR93t3yK2SNT+tLr1+ExqJEpUEs2ElTWC1imaAb8AoelU3JEOSkDBKSIp39aCqIeZjiB8e7t1JJCigpewszoPySIiYLHgdpEMKdva1gLoqWRPK90ffv5bPbnBtye3wsts9Iel2u8Ph7eH5/s1ZGf9Jdkfy6qJWPjuHSu3BfrNZZrWRA8mRCIiW15X9tTdEwIEP/kSvGIamQculiiRJmgaH1apKho6Zcqygk0hPgRVSjY3eHRwA1lOBQcg+HiPQTGeTgmFgpCyDShQv8chKkIbyssxq0vPn0jsmzUoib4hymkJwjPlg706GMp9nWGqWo7IY3RMUxkgp9Q6Qk4uwqltoywXq9x9p1xFCVeCjWq1QqI1GIxyPjvCa8MT2EQF1cVG+OR9ek2/AxjyIKAk+Z1be4C1dkYJc69Gmw0+AaRiAJT+WvmD5UdzkaQ6wdGOydKoal+cEYCiKbFL8IqKUmKCy5N9TW9/QPJHSgKmGWD9NQf+2wGOiOcQmeJHjmEe0DYi0IUEXfDA4goUICSzif3p3KKhH4WqL6JteUHbBQBKQnV+MXTFr20AULjpVoFBaIbwEipTBBJPS0gayFTJ4FYVIVVobXByHLi0qBEz8C+xkCR01GEOHLC2E4KGDJ3uNx05tlv6BDhk6dOz3pKsfz9eQPOt8dy+XO/H87u7du3vvaEl3+v3H58vf8znJYQyaiYDCAxJ+ef9tfvbnajY9PT54hj5drvwQiHsJSEzBB4n/2e6gGK24V7EqQ09Ff4V0f49Uc5a18RG7nFiKEE9aK8Wgp6s0bHfwoPrynDEiDdRomYXim2IqRFgK+ksXuHO97Y5+b11u4drbKt2nEx4FkHx4gFFpOrtCf/t1cXYCui1gPj85u7ikg1+z6fmnDy/3wU7knlxr6ECyu7Tjc6PtDk202pU5vumNdBqhJHKx80HFEDSZDNsdDH7GvTvMK5w3Xa2jFfzzLe/dQazx5TV5CoCc9ldCmvN9GsyPMZSfT38CvgIopmOF5VwJEQJz5apFS72CqcpKADfY7vALibwUeMwNXq5PB/4ssvQstSFdyjCX8xtIs1KKzTPwulGilbfZ8LQ5meWGNVvRbsNWCdXq1i7BPkGB2UWPpwkbgsd9iOHwT15QyvZDD5SWF3TrIB00cuOGByFhmS6OD8gb/2+tyeFWJFLG4B2JM8tRoK7j95OoX9OzWNDrutUVAHonxjMAoSFs/NO/WDSwFEWtQjDAGE5pp92Jhg1tos0gjpMKMFlKZE1mMv8u+YMZmkAwsjRxEA+DYXFk0g59sJVkabdiV7Z31i0V52kj9hVYxa/hVD1pf5F5VV6gQZomwAaC4yqLEiCocoOW3+j0htHA40bkBcDS5bNgfcFR/M0Y4QBnyaCfk+admlyJQMify+Qggxu5JVAjiLJtz2kf5dEgdOp5Mz4MgF1P+432zmu3ldY33yq1toZnbQubWyWt4rqvNiAZKbsSp9FkuJf1u0kWFrTgAcJQq5hHebkEow2XJCwzCsGROzafLDYuXNUY0/h0+QY9BK5SzA4LpFLuXnIUhKP8aT8ZVIZR0Ipd5bhhr/Pg+RNnJ0uyURMc9thWVYIVi8Bppm+U1+4fvvObeTIc5WPslnb2/HJSlhe+SsKwll+q8hiHR6qczaOwOmWyBAM3yKOBKCvxstvJyrlZ5TUq9UkaTw7tWi9rHY02x+P1MB2k0bDy6IXbzbtBt2Ur529r16/zJgzE28CHlA1ZbJWcLULqUn1b1SFDVi/BYgApVWBEYkPhCSCPwIDyEIxZ+gTd8zo1KdFPv17VLHXyfYBj/Od8d76zzncqDr0wipxx4ffo23uc5ZsgN3Vt0/x+VYktB7NTSnlYoNBZDlKKcFOYeOrawnCRu5QSI2W7B0lo3C5lE8zZUQoKyK0uT5fjOKTVrfLia52YUdft5+lW2x993ub6+mNMCu2rqmwb3dXmvPk0G+RNVZ3H0/XwrTRVXYa6vpbD2Ez7AGjEFMTCN084kSqKyWivPPkYG6/vkJrAEMidNLgnKBLH+9gvPsP74zpvHbNKhn1wsmVl9zvTF7YJiyEtbHUwP01v07C51X1x6tLyVuivX6739FSn75dSBY1tpnozg7m3ptceK1psYQw3+iK0PZ/PpmcKX8gBYUXAOIS5RKJIosxO2bEyMBiXN1S+eDfbxmsvam1pbNINp9yk/XD087pqbBL29nSyTVYb7fmB0v298fzjZYp0fc7aa+QXtujsMewvej3TKPjl0jjahAU0FjZwXWTwKT10nqUt5PEKIkQnGSxCEiMqAZ4iE0j90HXc19fnS5ur7qLd8Cf7HhQmSe0pHE3mgHUYWicqROeL+ZF60WR2flaPcWf3ejS7vNz5m8P6t+pE8/LPU3ZMmbB0ZczEjXgTAABF/fWB1ApIycLkGA+YLCA7AgquVv5ahYGfHbb7y6m7fUku9uhQRk1mkziYmIvygr0tqiFdN7YL/ahtY90O1jRhuAkfNQCf2YkGKBFtgwT/UPlRVBAc/Y7BgdohSaDKZSYIdaE0sCN2WBGjO1i+n9UsRgbeQwbViTpcBzMY3dValSZKbKH64Zwk51s/3svE3Puu0ecxDrKq2a0fcFo9gQXeRGvZ0hAzfuxzLWeqMaNLQtk34JiUsJGBbHkrkyxI0hwStHURZ9f5350t8NQxV9tuindl4r9Ppu7z1ox9X11NOTZRlPmPspz4KB2uUr1gB4OSPt8AZ7EUSle7rK7zg4Tl69DIsr5F6JHjRXRiXyk/iB32hFkWB2qzDbYqns3yVyhLqjnLmyAdyfTRFbE2orPMgsSsQxxHJRL6uIGpGaiMYf93Z2P0gyjqQDV/njZA7p97cukBwpU3/wxmTBXgljxxSXUOgwCs8aa8AW0jF6+zNkmK6fKl8JFP36Esq+EVuoIhoiX+zLB6wmkB02rBN1hQyZ034egPFh1ABSZRrHkcmk1s5CHEA6AKen3l/QoA5hLIhNBCmMb1stL5zFwtK6X7zN/5Aasn2K/gO6AoPBMqiAEIcV0oa6gCf4L9oSwTEbVON2ha8gZCbdYQZKyej68Tx77iuFns5Q44zDQCOLDcDkaFz3Lhw1QYopTe0CJTPFoCrov5BrQwICJwoisY2wJbsI0w36KthRoAP5e4u3K3CH+YQ7hxearcvL8HjWAZORLaegolKCDKysM4HIoTOdDOuDif6iE1BHkfwE3k68xd+FDKB1kLG8ehFl4DpUsg3meVTgZ5OjhxHs/ha6mN0EQGtX4jv8ygF/SF65EbJ7ypQgPlQcn0xOYl0YFZdg9HhM8CjYAefsYCgv5RDpAGQpG4uoQrZ314eXVJVIXvf7m6an8BERayigTDFfMAAAAASUVORK5CYII=[/img][br]• Si definisce [b]VAPORIZZAZIONE [/b]il passaggio dallo stato liquido allo stato aeriforme. [br]Anche in questo caso possiamo esaminare delle leggi che descrivono l’evaporazione di un gas:[br][b]1.[/b] tutti i liquidi presentano,ad una determinata pressione,una temperatura particolare alla quale avviene la loro vaporizzazione, detta appunto temperatura di ebollizione;[br][b]2.[/b]durante tutta la durata del fenomeno di vaporizzazione la temperatura del liquido rimane costante;[br][b]3.[/b]l’energia indispensabile per trasformare in vapore la massa di un liquido è direttamente proporzionale alla massa;[br]Ciò può essere espresso dalla formula:[br]ΔE=Lv⋅m[br]Il coefficiente Lv è detto calore latente di vaporizzazione si misura in J/Kg.[br]• Si definisce [b]CONDENSAZIONE [/b]il passaggio dallo stato aeriforme allo stato liquido. Ad esempio, il vapore sprigionato dall’acqua che bolle in pentola a contatto con il coperchio della pentola, si trasforma in goccioline d’acqua sul coperchio.Ciò avviene perché il contatto del vapore acqueo con una superficie più fredda rallenta l’agitazione termica delle molecole e ne aumenta la forza di coesione. Ciò fa sì che queste molecole si riuniscano legandosi tra loro fino a formare le gocce d’acqua.Poiché l’energia viene ceduta dal sistema all’ambiente, il calore scambiato avrà segno negativo:ΔE=Lv⋅m [br] [img]https://cdn.geogebra.org/resource/b2g92b82/w5SWveZyCSB3pKv0/material-b2g92b82.png[/img][br]• Si definisce [b]SUBLIMAZIONE [/b]il passaggio dallo stato solido diretto allo stato aeriforme.Tale trasformazione avviene con acquisto di calore dall’ambiente esterno.[br]•Il passaggio di stato inverso alla sublimazione si chiama [b]BRINAMENTO. [br] [br] 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[/img] 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