3. Using the processes in the P-v and T-s Diagram for an Air Standard Dual Cycle, derive theformula of its thermal efficiency as a shown below as function of k, rc, a and B.(n)DUAL = 1where: Te = compression ratiok = cp/c₂Pressure, PTDCa = pressure ratioB = cutoff ratioSpecific Volume, v(a)(1/re)k-1[{aßk - 1}/{ka(ß − 1) + α - 1}]511BDCTemperature, TEntropy, e(b)

3. Using the processes in the P-v and T-s Diagram for an Air Standard Dual Cycle, derive the formula of its thermal efficiency as a shown below as function of k, rc, a and B. (n)DUAL = 1 where: r = compression ratio k = cp/c, Pressure, P TDC a = pressure ratio B = cutoff ratio Specific Volume, v (a) (1/re)k-1[{aßk - 1}/{ka(ß − 1) + α - 1}] 511 BDC Temperaturo, Entropy, e (b)

3. Using the processes in the P-v and T-s Diagram for an Air Standard Dual Cycle, derive the formula of its thermal efficiency as a shown below as function of k, rc, a and B. (n)DUAL = 1 where: r = compression ratio k = cp/c, Pressure, P TDC a = pressure ratio B = cutoff ratio Specific Volume, v (a) (1/re)k-1[{aßk - 1}/{ka(ß − 1) + α - 1}] 511 BDC Temperaturo, Entropy, e (b)

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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