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AXIAL FLOW FANS PERFORMANCE DATA

AXIAL FLOW FANS PERFORMANCE DATA

C-10

© FANTECH

2016

C

0

1.0

2.0

3.0

6.0

5.0

4.0

7.0

50

40

100

150

300

400

350

250

200

0

93

95

93

93

92

93

93

40˚

30

o

25

o

20

o

15

o

q

V

-Volume flow, m

3

/s

p

S

F-Fan static pressure, Pa

Blade angle 10˚

˚

20˚

10˚

30˚

20˚

15˚

5/ 150

14/250

P F

d

0634

24 rev/sec

3.5 AkW 3.0 2.5

2.0

1.5

1.0

1.5 AkW

1.0

0.75

0.5

2

35˚

35˚40˚

30˚

15˚

61 64 64 64 64

62

62 63 63

66 66 66 67

73 73 71 71 68 68

72 69 69

71 71

Absorbed kW

dB(A)@3m

66

9

6

10

8

7

1

3 4 11

5

2

61

61

The example shown here is for a 630mm axial flow fan (AP Series) running at 24 rev/sec in Type D installation (fully ducted).

It illustrates a duty of 2.5 m

3

/s at 150Pa static pressure.

1

Diameter of fan: 63cm (630mm)

2

Fan speed: 4 poles (24 rev/sec)

3

Number of blades: 5

4

Hub diameter: 150mm

5

Air volume flow: 2.5m

3

/s

6

Static pressure: 150 Pa

no correction is required as the curve

is plotted for Type D installation.

7

Duty point:

The point where the air volume flow line

intersects with the static pressure line.

8

Estimated sound: 66dB(A)

Estimated sound is the value

(in the circle) which is the closest to the

duty point.

9

Blade angle setting: 20°

The blade angle is determined by interpolating

a curve between the two defined blade angle

curves either side of duty point. (Solid blue curve)

10

Fan impeller absorbed power: P

R

= 0.65kW.

The fan impeller power is determined by interpolating

a curve between the two defined AkW curves either

side of the duty point (broken black curve).

11

Dynamic pressure: 39Pa

Dynamic pressure is the Y-axis value where the dynamic pressure

curve intersects the vertical line between air flow and duty point.

The Fan Total efficiency can be calculated by using the formula:

where:

q

v

= volume flow, m

3

/s

p

t

F = fan total pressure, Pa

= p

s

F + p

d

F

P

R

= fan impeller power, kW

How the performance curves work

Dynamic

Pressure