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Appendix b - calibration of the ball constants, K = η (ρ, 4057(d-d – Brookfield Falling Ball KF40 User Manual

Page 18

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Brookfield Engineering Labs., Inc.

Page 18

Manual No. M11-353-A0512

Appendix B - Calibration of the Ball Constants

Brookfield’s certification of the instrument is performed with Ball #2 and Ball #3 as well as

using the Cannon N44 viscosity standard with a nominal value of 92mPa

s at 20°C.

Re-calibration of the ball constants is required by the operator if:
1. changes in the sample tube or water jacket were made

2. one or more balls were replaced
The calibration requires the use of a Newtonian mineral oil viscosity standard. Choice of the

viscosity standard is according to the ball. Use the appropriate Cannon or Brookfield viscosity

standard that falls within the viscosity measurement range.

BALL NO.

1

2

3

4

5

6

Recommended Viscosity

Standards

(cP, mPa•s)

Cannon

Cannon

Cannon

Cannon

Cannon

N/A

S3

N10

N100

N350

N1000

N/A

3.9 cP @

20

°

C

21 cP @

20

°C

283 cP @

20

°C

830 cP @

20

°C

2900 cP @

20

°C

N/A

The calibration is made according to the method in DIN 53015 at 20°C ± .05 C. A suitably

calibrated thermometer can be obtained from your Brookfield dealer, on request.
Ball #6 is not recommended for use in performing a calibration check.
The ball constants are determined from (5) running times, in both forward and reverse direction.
The ball constant is calculated according to the following equation:
Equation 3:

K = η

1

2

)

t

t

Mean value from 5 running times [s]

η

Dynamic viscosity of the calibrating fluid [

mPa•s

] at 20°C ± .05 C

ρ

1

Density of ball [g/cm

3

]

ρ

2

Density of calibrating fluid [g/cm

3

]

Note: Be sure to measure the sample density at the same temperature at which the viscosity

will be measured.

The expected value of the constant should be similar to the constant stated in the test certificate.
For Ball No. 6, the ball constant changes insignificantly as a function of the falling tube diameter

and diameter of the ball, so that the ball constant is calculated according to the following equation:

Equation 4:

K

6

= 1.4057(D-d

6

)

(

0.75042+1.82637

)

d

6

D

D

Falling tube diameter (see calibration certificate)

d

6

Diameter of Ball No. 6 (see calibration certificate)

K

6

Ball constant of Ball No. 6

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