Document information
- University
- Politecnico di Milano
- Degree programme
- Mechanical Engineering
- Subject
- Turbomachinery
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- Other study material
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University study material for Turbomachinery in the Mechanical Engineering degree programme at Politecnico di Milano. The document covers: Titolo presentazione sottotitolo Milano, XX mese 20XX SINGLE STAGE AXIAL COMPRESSOR DESIGN Course of Turbomachinery A Prof. Gaetani Requirements 1 1) The velocity triangles along the blade span (in 3 radial positions) 2) The blades’ shape 3) The losses (free choice for the
University study material for Turbomachinery in the Mechanical Engineering degree programme at Politecnico di Milano. The document covers: Titolo presentazione sottotitolo Milano, XX mese 20XX SINGLE STAGE AXIAL COMPRESSOR DESIGN Course of Turbomachinery A Prof. Gaetani Requirements 1 1) The velocity triangles along the blade span (in 3 radial positions) 2) The blades’ shape 3) The losses (free choice for the
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Titolo presentazione sottotitolo Milano, XX mese 20XX SINGLE STAGE AXIAL COMPRESSOR DESIGN Course of Turbomachinery A Prof. Gaetani Requirements 1 1) The velocity triangles along the blade span (in 3 radial positions) 2) The blades’ shape 3) The losses (free choice for the correlation and parameters) 4) The overall blade row and stage efficiency 5) The compression ratio when a mass flow of 90 kg/s is delivered and the best IGV position Preliminar step - Similarity theory 2 Data: • m = 100 kg s • TT0 = 300 K • PT0 = 1 bar • βTT = 1,45 • Dtip ≤ 1 m • ρT0= PT0 R∗TT0 = 1,16 kg m3 • Q0 = m ρT0 = 86,1 m3 𝑠 • ∆hTT,is= cp ∗ TT0 (βTT γ−1 γ − 1) = 33,75 kJ kg Vavra-Balje preliminar optimization 3 T .B.N. All variables are imposed positive Independent Variables ω [rad/s] D1tip [m] λ ( D1hub D1tip ) V0ax[m/s] Constraints: • 0.9 ≤ D1tip ≤ 1 • 0.3 ≤ ϕ0 ≤ 1 • 3.5 ≤ ωs ≤ 10 • 0.4 ≤ λ ≤ 0.8 • 𝑀0 ≤ 1 • m = 100 kg s Objective function Minimum M0 Vavra-Balje optimization - Results 4 • M0=0,54 • D1tip= 1 m • λ = 0,55 • V0ax= 180,64 m/s • ω = 1202 rad/s (n≃11500 rpm) • ωs = ω Q0 ∆hTT,is 0,75 = 4,48 • ϕ0= V0ax Umid = 0,39 • b0 = 225mm • Ds = D1tip ∆hTT,is 0,25 Q0 = 1,46
First page of the document.