Қазақстан республикасының білім және ғылым министрлігі
Қарағанды мемлекеттік техникалық университеті
Кафедра: Физика
Зертханалық жұмыс №18
Пәні: Физика
Тақырыбы: қатынасын Клеман және Дезорма әдісімен анықтау.
Жетекшісі: Салькеева А.К.
__________________
(қолы) (күні)
Студент: Нұрбекова Д.М. ЭЭ-18-2
__________________
(қолы) (күні)
2019
Жұмыстың мақсаты: Клеман және Дезорма әдісін пайдаланып адиабаттық процесінің Ср және Сv сыйымдылықтарының қатынасын анықтау.
Құрал жабдықтар: манометр, насос
Жұмыстың орындалу тәртібі:
1. К1 қысқышты ашып насос жәрдемімен ыдысқа ептеп ауа сығылып енгізіледі.Манометрдегі судың деңгейлерінің айырмасы 25-30 см. жеткенде К1 қысқыш жабылады.
2. 2-3 минуттан кейін ыдыс ішіндегі ауаның температурасы біраз төмендеп бөлмедегі температурамен теңескен жағдайда, h1 өлшейді.
3. К2 тығынын шапшаң ашып жабады.Бірнеше минут өткеннен кейін манометрдегі судың деңгейлерінің айырмасы тұрақталған жағдайда, h2 өлшейді.
4. /1.2/ өрнек арқылы , -ны есептеп шығарады.
(1)
![](data:image/png;base64,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) (2)
Тәжірибені 5-рет қайталап, табылған шамаларды таблицаға жазу керек.
№
|
h 1
/м/
|
h2
/м/
|
h1 - h 2
|
|
|
|
S
|
|
1
|
0,28
|
0,07
|
0,21
|
1,3
|
1,358
|
1,422
1,294
|
0,023
|
0,064
|
2
|
0,29
|
0,075
|
0,215
|
1,5
|
3
|
0,28
|
0,075
|
0,205
|
1,36
|
4
|
0,295
|
0,09
|
0,205
|
1,44
|
5
|
0,295
|
0,075
|
0,22
|
1,34
|
Do'stlaringiz bilan baham: |