L'OCCHIO

L'[b]OCCHIO:[br]-[/b]è un globo racchiuso da una membrana opaca, che presenta sul davanti una superficie trasparente detta [color=#ff0000]cornea[/color]. Dietro di essa vi è l'[color=#ff0000]iride[/color], un diaframma che ha nel centro la [color=#ff0000]pupilla.[br][/color] All'interno dell'iride si trova il[color=#ff0000] cristallino[/color], un corpo trasparente a forma di lente, circondato dal muscolo ciliare.[br]La pupilla è comandata, in modo inconscio, da un muscolo che ne regola il diametro a seconda dell'intensità della luce.[br][b][br]-[/b]Quando guardiamo un corpo luminoso o illuminato, alcuni raggi di luce che provengono dai suoi diversi punti entrano nell'occhio attraverso la pupilla. Dopo essere stati rifratti dai diversi mezzi trasparenti che incontrano, formano un'immagine reale e capovolta sul fondo dell'occhio, dove si trova la [color=#ff0000]rètina[/color].[br][br][br][img]data:image/jpeg;base64,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[/img][br][br]Il [b]MECCANSISMO dell'ACCOMODAMENTO[/b]:[br] avviene grazie all'azione del muscolo ciliare, ovvero quando l'occhio mette a fuoco gli oggetti modificando la curvatura del cristallino.[br][b]-[/b][color=#ff0000]accomodamento all'infinito[/color]: occhio sano e a riposo.[br][br][br][img]data:image/png;base64,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[/img][br][br][br][br][img]https://www.bing.com/th?id=OIP.taTZMtBsUeXjDHbrn7m4yQHaFj&w=272&h=204&c=7&o=5&pid=1.7[/img][br][br][b][br]PRESPIOBIA, MIOPIA E IPERMETROPIA[/b][br][b]-[/b][color=#ff0000]prespiobia[/color]: perdita del potere di accomodamento dell'occhio con il procedere dell'età.[br][b]-[/b][color=#ff0000]miopia[/color]: l'immagine di un oggetto lontano si forma prima della rètina. [br][b]-[/b][color=#ff0000]ipermetropia[/color]: l'immagine di un oggetto si forma al di là della rètina.[br][br]Per correggere il difetto dell'occhio [b]miope[/b], bisogna utilizzare una lente [color=#ff0000]divergente[/color].[br]Per correggere il difetto dell'occhio [b]ipermètrope[/b], bisogna utilizzare una lente [color=#ff0000]convergente[/color].[br][br][br][img]data:image/png;base64,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[/img][br]

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