यदि ओटो चक्र में Tmax और Tmin अधिकतम और न्यूनतम तापमान हैं तो आदर्श परिस्थितियों के लिए संपीड़न के बाद का तापमान ________ होना चाहिए

This question was previously asked in
BPSC AE Paper 5 (Mechanical) 2012 Official Paper
View all BPSC AE Papers >
  1. \(\dfrac{T_{max} + T_{min}}{2}\)
  2. \(\sqrt{\dfrac{T_{max}}{T_{min}}}\)
  3. \(\sqrt{T_{max}\times T_{min}}\)
  4. \(T_{min} + \dfrac{T_{max}-T_{min}}{2}\)

Answer (Detailed Solution Below)

Option 3 : \(\sqrt{T_{max}\times T_{min}}\)
Free
BPSC AE General Studies Mock Test
4.1 K Users
20 Questions 40 Marks 25 Mins

Detailed Solution

Download Solution PDF

स्पष्टीकरण:

ओटो चक्र:

RRB JE ME 49 15Q TE CH 4 HIndi - Final Diag(Shashi) images Q4

(1-2) - व्युत्क्रमणीय स्थिरोष्म संपीड़न

(2-3) - ताप संवर्धन का स्थिर आयतन

(3-4) - व्युत्क्रमणीय स्थिरोष्म विस्तार

(4-1) - ताप अस्वीकरण का स्थिर आयतन

गणना:

दिया गया:

आदर्श परिस्थितियों में हमें अधिकतम कार्य आउटपुट (T2 = T4) मिलता है

T= TMin और T= TMax

गणना:

(1-2) व्युत्क्रमणीय स्थिरोष्म संपीड़न:

\(\left( {\frac{{{T_2}}}{{{T_1}}}} \right) = {\left( {\frac{{{V_1}}}{{{V_2}}}} \right)^{\gamma - 1}}\)

(3-4) व्युत्क्रमणीय स्थिरोष्म विस्तार:

\(\left( {\frac{{{T_3}}}{{{T_4}}}} \right) = {\left( {\frac{{{V_4}}}{{{V_3}}}} \right)^{\gamma - 1}}\)

आदर्श वाक्य चक्र में: V 4 = V 1, V 3 = V 2

\((\frac{{T_2}}{{T_1}})=(\frac{{T_3}}{{T_4}})\)

\(T_2×T_4=T_3×T_1\)

\({\left( {{T_2}} \right)^2} = \left( {{T_3} \times {T_1}} \right)\)

\(\left( {{T_2}} \right) = \left( {\sqrt {{T_3} \times {T_1}} } \right)=\sqrt{T_{max}\times T_{min}}\)

Latest BPSC AE Updates

Last updated on Jun 4, 2025

-> BPSC AE 2025 exam date has been revised. The exam will be conducted on July 5, 6 & 7 now. 

-> Candidates who were facing technical issues while filling form can now fill the BPSC AE application form 2025 without any issue. 

->BPSC AE age limit 2025 has been revised.

->BPSC AE application form 2025  was released on April 30. The last date to fill BPSC AE form 2025 was May 28. 

->BPSC AE interview call letters released for Advt. 32/2024.

->BPSC AE notification 2025 has been released. 

->A total of 1024 vacancies are announced through BPSC AE recruitment 2025

->The BPSC Exam Calendar 2025 has been released for the Assistant Engineer Recruitment.

-> The selection will be based on a written exam and evaluation of work experience.

-> Candidates with a graduation in the concerned engineering stream are eligible for this post.

-> To prepare for the exam solve BPSC AE Previous Year Papers. Also, attempt the BPSC AE Civil  Mock Tests.

More Otto Cycle Questions

More IC Engine Cycles Questions

Get Free Access Now
Hot Links: teen patti real cash apk teen patti real cash 2024 teen patti classic