IV.Пысықтау.
Гук заңы қалай тұжырымдалады?
Серіппе қатаңдығы деп нені айтады?
Қатаңдық бірлігі қандай?
Серпімділік күшінің пайда болу себептерін түсіндіріңдер.
Динамометр деген не?
Динамометрлердің жұмыс істеу принципі қандай?
V. Есептер шығару.
13-жаттығу. №1, №3.
VІ. Қорытындылау.
VІІ.Үйге тапсырма. §29.13-жаттығу. №2, №4.
VІІI. Бағалау.
7-сынып.
Сабақ тақырыбы: §33. Бір түзудің бойымен бағытталған күштердің тең әрекетті күші.
Сабақ мақсаты:
1. Оқушыларға тең әрекетті күш, бір түзудің бойымен бір жаққа қарай бағытталған екі күштің тең әрекетті күші, бір түзудің бойымен қарама-қарсы жаққа қарай бағытталған екі күштің тең әрекетті күші туралы түсінік беру.
2. Мысалдар келтіре отырып, оқушы ойын дамыту, ғылыми ой қорытындыларын жасауға жетелеу.
3. Еңбекке баулу, жауапкершілігін арттыру, ғылыми дүниетанымын қалыптастыру.
Сабақ түрі: аралас
Сабақ әдісі: баяндау, сұрақ-жауап.
Сабаққа қажетті құрал-жабдықтар: слайдтар,
Техникалық қүрал-жабдықтар: компьютер, видеопроектор, экран.
Сабақ барысы:
І. Ұйымдастыру кезеңі.
ІІ. Оқушылардың үйге берілген тапсырмаларды қалай орындағандарын тексеру.
Гук заңы қалай тұжырымдалады?
Серіппе қатаңдығы деп нені айтады?
Қатаңдық бірлігі қандай?
Серпімділік күшінің пайда болу себептерін түсіндіріңдер.
Динамометр деген не?
Динамометрлердің жұмыс істеу припципі қандай?
Үйге берілген есептердің орындалысын тексеру.
ІІІ. Жаңа сабақ.
Денеге бір мезгілде әрекет ететін бірнеше күштің әрекетіндей әрекет жасайтын күш сол күштердің тең әрекетті күші деп аталады.
Егер екі күш денеге бір бағытта әрекет ететін болса, онда олардың тең әрекетті күші де солай қарай бағытталады және осы күштер мәндерінің қосындысына тең:
Егер денеге қарама-қарсы бағытталған екі күш әрекет ететін болса, онда олардың тең әрекетті күші көбірек түсірілген күш жағына қарай бағытталады және осы күштердің мәндерінің айырмасына тең:
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)
Егер денеге мәндері бойынша тең, ал бағыттары қарама-қарсы екі күш әрекет етсе, онда олардың тең әрекетті күші нольге тең болады, яғни
Достарыңызбен бөлісу: |