LA TEMPERATURA
LA TEMPERATURA
[br][br]TEMPERATURA UGUALE MESCOLARE[br]La temperatura è la grandezza fisica che utilizziamo per quantificare il caldo ed il freddo. Essa è espressa in gradi centigradi.[br]La corretta definizione di temperatura si ha con[br]l’invenzione del termometro:uno strumento tarato in grado di misurarla.[br]E' NECESSARIO tararlo scegliendo una scala di temperatura: si immerge il bulbo di un termoscopio nel ghiaccio fondente dove si assegna la temperatura di 0° e a quello raggiunto con il vapore dell'acqua bollente alla temperatura di 100°; successivamente si divide in 100 parti uguali, la distanza tra i 2 livelli, quest'ultima operazione definisce il grado celsius[br][br]Così vengono ideate due tipi di scale termometriche: la[br]scala Celsius e la scala Kelvin, ovvero l'unità di misura fondamentale nel sistema internazionale.[br]La prima è stata introdotta nel 1742 , la seconda nel 1848,[br]che ha come punto di partenza lo zero assoluto.[br][img]data:image/png;base64,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[/img][br]Differenze: scala Kelvin 1K- scala Celsius 1 °C .[br][br]EQUILIBRIO TERMICO[br]L'equilibrio termico tra due corpi si ha quando hanno la[br]stessa temperatura.[br]L'equilibrio termico gode di una proprietà nota come Principio zero della dinamica:[br]Se ciascuno dei due corpi è in equilibrio termico con un terzo corpo A e B sono[br]in equilibrio tra di loro.[br][br] LA DILATAZIONE LINEARE DEI SOLIDI [br][br]I corpi solidi si dilatano quando sono riscaldati e si[br]contraggono quando sono raffreddati.[br]Se in un corpo,ad esempio una barra metallica, la lunghezza rappresenta una dimensione predominante rispetto alle altre due dimensioni spaziali, si parla di dilatazione lineare del solido.[br] Tale dilatazione avviene quindi solo in una direzione.[br] Lamina bimetallica (due barre unite di metalli diversi)[br][br]LA DILATAZIONE VOLUMICA [br] Solidi:[br]I solidi si dilatano in ogni direzione.[br]La dilatazione volumica consiste in una variazione delle misure[br] delle tre dimensioni di un corpo a seguito di [br]una variazione di temperatura.[br]Liquidi:[br]La legge della dilatazione volumica dei solidi [br]vale anche per i liquidi.[br]Tuttavia,al crescere della temperatura[br] i liquidi si dilatano più dei solidi.[br][br]L’acqua si comporta [br]diversamente, anziché aumentare il suo volume diminuisce.[br][img]data:image/png;base64,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[/img][br][br]LE TRASFORMAZIONE DI UN GAS[br][br]Lo stato di un gas è composto da 4 grandezze: [br][br][b]• [/b]massa(bilancia di precisione)[br][br][b]• [/b]volume (modo indiretto) [br][b]• [/b]temperatura (termometro)[br][br][b]• [/b]pressione(manometro)[br][br]Ognuno di questi provoca una trasformazione nel gas:[br][br][b]• [/b]Isobara(pressione costante)[br][br][b]• [/b]Isocora(volume costante)[br][br][b]• [/b]Isoterma(temperatura costante).[br][br]LEGGI DI GAY-LUSSAC[br]Prima legge: [br]Descrive il riscaldamento e il raffreddamento di un gas .[br]Il volume occupato da un gas mantenuto a pressione costante è [br]direttamente proporzionale alla sua temperatura assoluta[br]Seconda legge: [br]Descrive l'aumento di pressione del gas quando cambia[br] la sua temperatura a volume costante.[br]A volume costante la pressione di un gas è [br]direttamente proporzionale alla temperatura assoluta.[br] [img]https://fisiologicamente.altervista.org/wp-content/uploads/2016/12/Cattura-1.jpg[/img][br] LEGGE DI BOYLE[br]Stabilisce che a temperatura costante il prodotto del volume[br]occupato da un gas per la sua pressione rimane costante.[br][br][br][br]Un gas che verifica le leggi Gay-Lussac e di Boyle è detto gas perfetto:il[br]prodotto della pressione per il volume è direttamente proporzionale alla sua[br]temperatura.[br][br]ATOMI[br][br]L a parola "atomo" significa indivisibile = ad ogni atomo corrisponde un[br]elemento: [br]una sostanza formata da atomi di più elementi è detta composto . [br]Gli atomi si aggregano in molecole e molte molecole [br]tutte uguali formano la sostanza pura.[br]Ogni sostanza pura è caratterizzata da una propria molecola,[br]diversa da quella delle altre sostanze. [br][br]La massa atomica:è la massa dell'atomo di quell'elemento[br]misurata in unità di massa atomica. [br][br] La massa molecolare: è la massa di molecola di quella[br]sostanza misurata in unità di massa atomica.
LE ONDE ELASTICHE ED IL SUONO
LE ONDE ELASTICHE ED IL SUONO
[b]I Moti Ondulatori[br][br][/b]Un'onda è una perturbazione che si propaga trasportando energia e quantità di moto, ma non materia.[br] [br]Un sasso gettato da riva nell'acqua calma di un laghetto genera un'increspatura circolare che si allarga sempre di più. Se incontra un tappo che galleggia sull'acqua, l'increspatura lo solleva senza trasportarlo.[br]Dopo aver gettato un sasso nel lago possiamo osservare due moti distinti:[br][list][*]la perturbazione si muove verso l'esterno in orizzontale; [/*][*] un tappo che galleggia sull'acqua si sposta su e giù in verticale [/*][/list]Ciò significa che l'onda trasporta quantità di moto, energia cinetica e energia potenziale gravitazionale.[br][br][img]http://www.danilasaba.it/wp-content/uploads/2015/06/sassolino_coraggioso_anno_dopo-346x230.jpg[/img][br][br][b]Onde Trasversali e Longitudinali[br][/b][br]Si ha:[br][list][*]Un'[b]onda trasversale[/b] quando gli elementi del mezzo materiale si spostano perpendicolarmente alla direzione lungo cui si propaga l'onda[/*][*]Un'[b]onda longitudinale[/b] quando si spostano nella stessa direzione dell'onda[/*][/list][br][br][img]http://www.ferrarismolfetta.gov.it/images/icagenda/frontend/images/onde.gif[/img][br][br]
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SORGENTI DI LUCE,CORPI ILLUMINATI E RAGGI DI LUCE
La[b] [url=http://www.sapere.it/sapere/strumenti/studiafacile/fisica/Le-onde/La-luce/Caratteristiche-della-luce.html]luce[/url] [/b]è un’onda elettromagnetica che si propaga nel vuoto.[br] L’insieme dei colori che formano la[b] luce [/b]visibile è chiamato spettro.[br]
tutti i corpi in grado di emettere onde elettromagnetiche sono una sorgente di [b]luce.[/b] La propagazione della luce è rettilinea, è per questo che si parla di raggi luminosi.
RAGGIO DI LUCE
I CORPI ILLUMINATI SI DIVIDONO IN TRE TIPI:[br]-CORPI OPACHI= NON SI LASCIANO ATTRAVERSARE DALLA LUCE.[br]-CORPI TRASPARENTI=SI LASCIANO ATTRAVERSARE DALLA LUCE,COME IL VETRO E L'ACQUA.[br]-CORPI TRASLUCIDI=FANNO PASSARE LA LUCE, MA SI VEDONO IN MODO SFOCATO GLI OGGETTI CHE SONO DIETRO AI CORPI TRASLUCIDI.