Жаңа сабақпен танысу.
Күш әсерінен дене пішіні мен өлшемдерінің өзгерісі деформация деп аталады.
Деформацияның екі түрі болады: серпімді және пластикалық.
Күш әсері тоқтағаннан кейін қалпына келетін деформация серпімді деп аталады. (резеңке, серіппе т.б.)
Оның түрлері: созылу, сығылу, ығысу, бұрау, иілу.
Күш әсері тоқтағаннан кейін қайтадан қалпына келмейтін деформация пластикалық деп аталады. (пластилин т.б.)
Серпімді деформацияны қайтадан қалпына келуінің себебі оған серпімділік күш әсер етеді.
Дене деформацияланғанда пайда болатын және деформацияға қарсы бағытталған күш серпімділік күші деп аталады.
Серпімділік күшінің деформация шамасына тәуелділігін ағылшын физигі Роберт Гук анықтады.
Серпімділік күші деформация шамасына тура пропорционал.
F=-k∆L
Топтық тапсырмалар:
1-топ:
Дескриптор
Білім алушы
- серпімді деформацияларды анықтайды;
- пластикалық деформацияларды анықтайды.
- анықтамалары, формулалары
2 – топ:
Берілген суреттердің айырмашылығы неде, түсіндіріңіз. Деформация түрін анықтаңыз. Деформация неге тәуелді екенін түсіндіріңіз.
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Дескриптор
Білім алушы
денелер деформациясын салыстырады;
деформация түрін анықтайды;
3 – топ: Серпімді деформация түрлері
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)
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