AMIE শিক্ষার্থীদের জন্য Engineering Physics এর Suggestion Part-1| Heat & Thermodynamics



Heat & Thermodynamics
Theory


1. State and explain the first law of thermodynamics and discuss its physical significance. [Apr-09; Sep-06; Mar-04; Oct-02; Nov-01; Dec-00; Apr-10]

2.Describe a Carnot cycle and derive an expression for the work done at each step of the cycle. [Oct-08; Sep-07; Mar-06; Mar-05; Sep-04; Sep-03; Oct-02; Apr-02; May-01; Nov-01; Dec-00]

3.Derive an expression for the efficiency of a Carnot cycle in terms of temperature of the source and the sink.  Why it is impossible to get  100%  efficient Carnot’s engine?  [Oct-08; Sep-07; Mar-06; Mar-05; Sep-04; Sep-03; Oct-02; Apr-02; May-01; Nov-01; Dec-00]

4.State  the  fundamental  assumptions  of  the  kinetic  theory  of  gases  and  deduce  an expression for the pressure exerted of the wall of the container by the perfect gas. [Apr-08; Mar-04; Apr-10]

5. Deduce Boyle’s law, Charles’ law and Avogadro’s law for a perfect gas from the principle of the kinetic theory of gases. [Oct-08; Mar-07; May-00]

6. State the principle of equipartition of energy and explain the term degrees of freedom in this connection. [Oct-08; Mar-07; Mar-06; Sep-04; Apr-02; Nov-01; Dec-00]

7.Prove that for a mono-atomic gas, the value of, the ratio of the specific heats is 5/3, for a diatomic gas it is 7/5 and for a tri-atomic gas it is 4/3. [ Mar-06  Apr-02; Dec-00; Apr-10]

8. What is meant by “mean free path”? Show that the mean free path is equal to
1/√(2 πσ2 n); where  n  is  the  number  of  molecules  per  unit  volume  and σ is  the  diameter  of each molecule. Explain the variation of mean free path with the change in temperature and pressure of a gas.    [Sep-06; Mar-05; Sep-04; May-00 Apr-08; Mar-05]

9 Describe a Carnot cycle. Drive an expression for the work done (a) at each step of the cycle (b) for the whole cycle.

10. Show from the kinetic theory of gas that mean kinetic energy of one Molecule of a perfect gas is 3/2 KT. [Oct-08; Mar-07; Apr-02]

11.Explain what is meant by “root mean square” the velocity of the molecules of a gas. Show that the root mean square (r.m.s) speed of a gas is C=√(3KT/m) where the symbols have their usual meaning. [Apr-08; Sep-05; Oct-02]

12. Obtain an expression  for the  work  done  by  a perfect gas  in  expanding (i) isothermally and (ii) adiabatically from a volume v1  to v2.  [Apr-09; Mar-07; Sep-06; Sep-05; Mar-04]

13.Define  adiabatic,  isothermal  processes.  Distinguish  between  isothermal  and adiabatic processes. [Apr-10; Apl-08; Mar-07; Sep-06; Sep-05; Apr-03; Apr-02; May-01; Dec-00]

14.Define isochoric and isobaric processes, [Apr-10; Apl-08; Mar-07; Sep-06; Sep-05; Apr-03; Apr-02; May-01; Dec-00]

15. Show that the adiabatic elasticity of a perfect gas is γ times its isothermal elasticity, where is the ratio of the specific heats at constant pressure and constant volume respectively. [ Apr-08]

16.Define reversible and irreversible processes.   Distinguish between reversible and irreversible processes. [Sep-07; Mar-06 Mar-05; Mar-04]

17. Show that for a perfect gas undergoing adiabatic transformation  

(i) PV𝛄=constant.(ii) TVγ-1=constant . (iii) TP 1-γ/γ=constant [Mar-07;  Sep-05;  Apr-03;  Apr-02;May-01; May-00; Apr-08; Apr-10]

18. For an ideal gas prove that CP-CV=R where the symbols have their usual meanings.  [Apr-10; May-00]

19. Define and explain the coefficient of thermal conductivity.  [Oct-11; May-01]

20. What is meant entropy? Discuss its physical significance. [Oct-2010]
AMIE শিক্ষার্থীদের জন্য Engineering Physics এর Suggestion Part-1| Heat & Thermodynamics AMIE শিক্ষার্থীদের জন্য Engineering Physics এর Suggestion Part-1| Heat & Thermodynamics Reviewed by BD Study Room on November 24, 2019 Rating: 5

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