Қағаздан 2-суретте көрсетілген конструкцияны жасаңыздар. Көпірдің “жұмыс істейтін” ені түрлі кірлердің диаметрінен сәл үлкен болу керек. Бұл жағдайда бүктелген көпірдің қабырғалары кірлерге жақындайды және конструкция орнықты болады. Әртүрлі кірлерді көпір ортасына біртіндеп қоямыз, жүктің максимал мәнін анықтаңыздар. Басқа көпір конструкциялары аз жүк қойғанда бұзылады.
4.
Тапсырманы орындауға нұсқа Алдын-ала эксперимент арқылы стақандағы суды 5-7градусқа суу уақытын анықтау пайдалы.негізгі эксперименттің уақыты бірнеше есе аз болады.
Негізгі экспериментті орындау үшін әрбір тиынды жіппен орап байлаймыз да, ұзындығы 10-15 см. «бау» қалдырыңыздар. Баудың көмегімен тиындарды суық суға салып температура орныққанға дейін ұстаңыздар да, содан кейін оларды бау арқылы ыстық суы бар стақанға батырыңыздар. Ыстық судың бастапқы температурасы (
![](data:image/png;base64,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)
) тиын салғаннан кейінгі температурасы (
![](data:image/png;base64,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)
).
Сонымен, ыстық суға салғанда жылу балансы мынаған тең болады:
Мұнда, N- тиын саны, с
- тиынның жылу сыйымдылығы,
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)
- ыстық судың массасы.
Тиындарды қайта ыстық суға батырып,
біраз уақыт кейін, орныққан температураны
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)
деп белгілейміз.
Тиындарды суық суға салғандағы жылу балансының теңдеуі:
![](data:image/png;base64,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)
(2)
мұнда,
![](data:image/png;base64,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)
- суық судың массасы.
Осы екі теңдеуді шешіп, тиынның жылу сыйымдылығын табамыз.
Ескерту. Өлшеудің дәлдігін арттыру үшін, стаканға түсірілген тиын бататындай етіп, бірдей деңгейде су құю керек. Тиынның жылу сиымдылығын дәл анықтау үшін тәжірибені бірнеше рет жасауға болады.