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Blade Design Procedure - Turbomachinery Aerodynamics - Lecture Slides, Slides of Turbomachinery

Some concept of Turbomachinery Aerodynamics are Axial Flow Compressors, Axial Turbine Design Considerations, Blade Performance, Engine Performance Significantly, Flows Through Axial Compresso. Main points of this lecture are: Blade Design Procedure, Design Method, Indiviual Stage, Ideal Work, Transonic Fan, Fan Design, Rarely Used, Possibility, Carter’S Deviation, Design Point

Typology: Slides

2012/2013

Uploaded on 04/27/2013

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1

Aerodynamic Design of Axial Compressor

---------------- Blade design Procedure

2 2

C1-r = Ca,1r + Cw,1r

1,r =^

-1 (^) w.1r -1^ a,1r

1,r 1,r

C C

α sin = cos

C C

1 1,r 1,m m

r

U = U.

r

1,r =^

-1^ 1,r^ w,1r

a,1r

U - C
β tan
C

INDIVIUAL STAGE DESIGN METHOD

Absolute Vel

Absolute Angle

Blade Speed

Relative Angle

     

1,a 1,r 1,r

C V = cos β

     

2 2,r 2,m 2,m

r U = U. r

If, d m = constant, U 1,m =U 2,m

     

2m w,2r w,2m

r C = C. r

     

w,rm m

C DR = 1 - 2.U.r

Check

Relative Vel

Degree of Reaction, Rx should never be zero anywhere on the rotor blade

C a,2r = Ca,m = const

or assume a value for

AVDR = C (^) a1. ρ 1 /C (^) a2. ρ 2

-1 w,2r 2,r a,2r

C

α = tan

C

 (^) ( )

   

-1 2,r^ w,2r 2,r a,2r

U - C β = tan C

Δβ = β 2,r (^) - β 1,r

≈ 1 0.

V 2 <V 1 →

V 2 =V 1 →

V 2 >V 1 →

Generally accepted

Rarely Used

transonic fan design – possibility

INDIVIUAL STAGE DESIGN METHOD

       

2,r

a,2r
2,r

C V = cos β

Δβ = β 2,r (^) - β 1,r -> Flow Turning Angle

Provide angle of incidence, ir at design point

Usually, itip = -(1o^ to 2o^ ) and
i root =+(1o^ to 2o^ )

Need to choose solidity of the blade section

M (^) u = U/a

INDIVIUAL STAGE DESIGN METHOD

β 1,r^ ′ = β 1,r + i r

β 2,r^ ′^ = β 2,r - δ r•

r• 2,r^ ′ 2,r r

s δ = β - β = m .θ. c

(Carter’s deviation – valid at design point)

At any radius

Deviation,

18

1.Degree of reaction vary along the radius

depending on the law of profile and its values change from 0 to 0.2 at the root to 0.8 to 1 at the tip.

  1. There are certain other parameters that affect the dynamics of flow. These geometrical parameters are:- Degree of divergence, θD Flow turning angle, ∆β Blade solidity, c/s

( 1 ) D

1 c

cos Δ + - cos = 180 × c π (^) h s

c^ β^ β^ β θ

These three are connected by

19

Transonic Compressor Basic Characteristics

3-D Blade Shapes

Follow similar step-by-step procedure for STATOR blade design by building up airfoil sections from hub to tip to match with the ROTOR blade design.

Stage design is completed after the rotor-matched stator design is completed.

Modern Blade designers have started using 3-D airfoils which are set on cylindrical coordinates, even as they are radially stacked.