İşin gedişi.
Tədqiq ediləsi çubuğun enini və qalınlığını ölçməklə onu prizmalar üzərinə qoymalı və prizmaların tilləri arasındakı məsafəni ölçməli (bu halda çubuğun ucları hər iki prizmadan eyni qədər kənara çıxmalıdır).
Çubuğun ortasından asılmış çəngəlin üzərinə müxtəlif yüklər qoymaqla bunlara uyğun şkaladakı şüanın yerdəyişməsini təyin etməli.
Hər nyuton qüvvəyə düşən yerdəyişməni ∆l təyin etdikdən sonra, R və r-in məlum qiymətlərinə görə (5) ifadəsinə görə E-in qiymətini hesablamalı.
Təcrübəni müxtəlif yüklər üçün bir neçə dəfə təkrar aparmalı Yunq modulu üçün alınmış nəticələrə görə təcrübənin nisbi xətasını hesablayın.
Hesablama cədvəli
№
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R, m
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L, m
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r, m
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a, m
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b, m
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F, N
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∆l,m
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E, Pa
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1.
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2.
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3.
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Laboratoriya işinə aid suallar. Bərk cisimin deformasiyası. Huk qanunu. Gərilmə diaqramı.
LABORATORİYA İŞİ № 9
KLEMAN-DEZORM ÜSULU İLƏ QAZLARIN İSTİLİK TUTUMLARININ Cp/Cv - NİSBƏTİNİN TƏYİNİ
İşin məqsədi: Qazlarda istilik tutumlarının nisbətinin təyininin Kleman və Dezorm üsulu ilə tanışlıq və hava üçün bu nisbətin təyini.
Ləvazimat: Həcmi 5-10 litr olan şüşə balon, manometr və hava nasosu.
Qısa nəzəri məlumat.
Ədədi qiymətcə bir kiloqram maddənin temperaturunu 1 K artırmaq üçün ona verilən istilik miqdarına bərabər olan fiziki kəmiyyətə xüsusi istilik tutumu (c), maddənin bir molunun temperaturunu 1 K artırmaq üçün ona verilən istilik miqdarı ilə ölçülən fiziki kəmiyyətə isə molyar istilik tutumu (C) deyilir. Molyar istilik tutumu ilə xüsusi istilik tutumu arasında
C = M c (1)
kimi münasibət vardır. Burada M götürülmüş maddənin molyar kütləsidir.
Sabit həcmdə və sabit təzyiqdəki istilik tutumlarını bir- birindən fərqləndirmək lazımdır.
Sabit həcmdə xüsusi və molyar istilik tutumları uyğun olaraq cv və Cv, sabit təzyiqdəki uyğun istilik tutumları isə cp və Cp ilə işarə olunur və bunlar arasındakı münasibət də (1) ifadəsinə anoloji olaraq təyin olunur:
Cv = Mcv və Cp = Mcp (2)
Sabit həcmdə götürülmüş bir mol qaza xaricdən verilən istilik miqdarı onun yalnız daxili enerjisinin artmasına sərf olunursa, sabit təzyiqdə isə bu istilik miqdarı həm onun daxili enerjisinin artmasına, həm də qazın xarici qüvvələrə qarşı gördüyü işə sərf olunur. Ona görə də Cp > Cv olur. Bu istilik tutumları qaz molekullarının sərbəstlik dərəcəsinin sayı (i) ilə
![](data:image/png;base64,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) 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) 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)
(3)
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