












Study with the several resources on Docsity
Earn points by helping other students or get them with a premium plan
Prepare for your exams
Study with the several resources on Docsity
Earn points to download
Earn points by helping other students or get them with a premium plan
Community
Ask the community for help and clear up your study doubts
Discover the best universities in your country according to Docsity users
Free resources
Download our free guides on studying techniques, anxiety management strategies, and thesis advice from Docsity tutors
An in-depth analysis of the performance characteristics of axial flow compressors, focusing on single stage and multi-stage configurations. The lecture covers velocity triangles, blade performance, stage loading and efficiency, and the impact of design variables on compressor performance. It also discusses the importance of non-dimensional parameters and compressor stability.
Typology: Slides
1 / 20
This page cannot be seen from the preview
Don't miss anything!
1
U
C (^1)
C (^2)
C (^) a
V 1
V 2
β 1
α^ β^2 2
α 1
ΔC (^) w
Vw Vw
C (^) w
C (^) w
0 1 2
0
2 2 1
α β
α β
β α
w a
a
w
w a w a
U
C U
∆ h 20 (^) =∆ w
design
U
C (^) a
design
U
C (^) a
C U^ a
C U^ a
η (^) st Measured
Measured
∆ UC (^) w = U Δh 20 = 1 − C Ua ( tanα + 1 tan β 2 )
( tanα + 1 tan β 2 )design
1
Stage loading
Stage efficiency
U C (^1)
V (^1)
β 1
V (^1)
β 1 α 1 C (^) a
design
Normaloperation
Designcondition:
CU^ a = C Ua
U C (^1)
V (^1)
β 1
V (^1)
β 1 α 1 C (^) a
U C (^1)
V (^1)
β 1
V (^1)
β 1 α 1 C (^) a
design
Positiveincidenceflowseparation
Off-designcondition:
CU^ a < C Ua design
Negativeincidenceflowseparation
Off-designcondition:
CU^ a > C Ua
(^0101)
01 01
02
2
01
2 01
01 01
02
02 01 01
arefixed.Thereforethe abovereduces to
affect theperformancesignificantly.Also, and
For a givendesign, wecanassume that and do not
, , , , ,design
In termsof non-dimensionless parameters,
, ( , , , , , , ,design,
m T f P
m RT f P
P f m P T R D)
C
C
C
η
γ ν
γ γ ν
γ η
η γ ν
( ) ( ) ( T ) K and ( P ) kPa
m N f P
C
Where, and
standardday pressureand temperature.
Usually,this isfurther processedin termsof the
(^01) Std.day (^01) Std.day
(^01) Std.day
01 (^01) Std.day
01
01
02
θ δ
δ θ
θ η
η
01
02 P
P
δ
m θ
Stage characteristics Throttle characteristics
U
C (^) a
U^02
P ρ
∆