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(1 a Brayton cycle with an ideal regenerator has inlet (ompressor) at 2900K, 50 kPa with the highest PT as nato kla, 17000K.

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Since the regeneration process is ideal the effectiveness of the regenerator is 100%. Further, the efficiency of the Brayton cycle can be found using two different methods. One using the standard efficiency equation and the other by finding the ratio of network done to the net heat supplied. In the diesel cycle we can find the efficiency using standard equations as well as adopting normal procedures.

Q. An ideal Brayton cycle with ideal Regenerator can be drawn in a Ts diagram, as shown below, P, P, 5 . The heat required fo

ie; Tz =TE Pressure ratio; rp Since Pz = Pz (same pressure line) 1170 = 13 90 = Sp. heat ratio ſ=14 cair) T=290k 8 T2 = 603-

. The specific heat transfer (@H), is the net heat transfer inside the combustor, ie; (WH), = cp ( Tex-T3) cpair = 1.00565/29

Trayton = 572.45 887.49 2011 . brayhon 64.50% and approach 1. Using standard equation of efficiency of ideal regenerative Bra

→ > Qrejected -- > M - = 300x, 1-200 ka = 1500 , 3-P, = 7MIA . ज ।। Vie compression ratio - Y = 1.4 v=Y = 1267

Qrej = CVC Te-to) T = rejas Ye = expansion ratio re= cut off rati (constant Pressure Process Soo 828.48 :: rc a = 18 receptPressure = constant 93 T 2 t contact - Volume = contact Rcycle = whet Qin Whet = Qin-Qrej B Meycle = (- Quej Qin Mal Pin = GP

From, | Adiabatic gas L esuation ] - TH= 73 04 (7304 cre). Ty = 688-73K · Qrej = CV CTA -T.) ; Craivz0.71&KIJEG KO 0.718 (688

@ST ning all values dieses = 58.62% To find Mean effective Pressure, we can use the quation Whet) cycle = Pmean (V-V2) where

Using ideal Gas equation, e Rair=0:287 kJ/kce P, 19, = RTI L, CR TI = 0.287 x 300 Pi 200 = 0.43 milks. i llego = 12-67, -r

veig = e = 0.033 m3) kg, 12.67 Whet/cycle = Qin - Qrej = 674.87 – 279.11. - 395.70 kJ/ky. o Whettycle = Pream (11-02) Pmean =

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