(b) The upstream of the isentropic air flow convergent-divergent nozzle at section (1), V=188 m/s, Pr= 130 kPa, and T= 28°C, as shown in Figure 2. Consider the discharge flow is supersonic and the throat area is 0.1 m². Assume y= 1.4 and R= 287 J/kg.K.

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(b) The upstream of the isentropic air flow convergent-divergent nozzle at section (1),
V=188 m/s, Pr= 130 kPa, and T= 28°C, as shown in Figure 2. Consider the
discharge flow is supersonic and the throat area is 0.1 m² Assume y= 1.4 and
R= 287 J/kg.K.
High Pressure
Low Velocity
Low Pressure
High Velocity
Gases
Gases
Subsonic
Supersonic
Throat
(1).
Convergent Section
(2)
Divergent Section
Figure 2
[Gambarajah 2]
Determine the Mach number at section (1).
(ii)
Determine the stagnation temperature and pressure.
(iii) Calculate the pressure, density and velocity at throat area of convergent-
divergent nozzle.
(iv) Calculate the mass flow rate in kg/s for the flow.
Transcribed Image Text:(b) The upstream of the isentropic air flow convergent-divergent nozzle at section (1), V=188 m/s, Pr= 130 kPa, and T= 28°C, as shown in Figure 2. Consider the discharge flow is supersonic and the throat area is 0.1 m² Assume y= 1.4 and R= 287 J/kg.K. High Pressure Low Velocity Low Pressure High Velocity Gases Gases Subsonic Supersonic Throat (1). Convergent Section (2) Divergent Section Figure 2 [Gambarajah 2] Determine the Mach number at section (1). (ii) Determine the stagnation temperature and pressure. (iii) Calculate the pressure, density and velocity at throat area of convergent- divergent nozzle. (iv) Calculate the mass flow rate in kg/s for the flow.
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