GSO IEC 60534-8-4:2015
IEC 60534-8-4:2005
Gulf Standard
Historical
·
Approved on
03 September 2015
Industrial-process control valves - Part 8-4: Noise considerations - Prediction of noise generated by hydrodynamic flow
GSO IEC 60534-8-4:2015 Files
English
55 Pages
Historical
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GSO IEC 60534-8-4:2015 Scope
This part of IEC 60534 establishes a method to predict the noise generated in a control valve
by liquid flow and the resulting noise level measured downstream of the valve and outside of
the pipe. The noise may be generated both by normal turbulence and by liquid cavitation in
the valve. Parts of the method are based on fundamental principles of acoustics, fluid
mechanics, and mechanics. The method is validated by test data. Noise generated by flashing
flow is not considered in this standard.
The transmission loss (TL) equations are based on analysis of the interaction between the
sound waves inside the pipe and the coincidence frequencies in the wall of the pipe taking
into account that commercial pipe tolerances allow a relatively wide variation in the thickness
of the pipe wall. Ideal straight piping is assumed.
The method can be used with all conventional control valve styles including globe, butterfly,
cage-type, eccentric rotary, and modified ball valves. Tests so far have only been conducted
with water. The applicability of this method for fluids other than water is not known at this
time.
This standard considers only noise generated by hydraulic turbulence and fluid cavitation. It
does not consider any noise that might be generated by mechanical vibrations, unstable flow
patterns, and unpredictable behaviour. In the typical installation, very little noise travels
through the wall of the control valve body. The noise is measured at the standard measuring
point of 1 m downstream of the valve and 1 m away from the outer surface of the pipe.
This prediction method has been validated with test results based on water covering more
than 90 % of all known valve types at inlet pressures of up to 15 bar. This method is
considered accurate within ± 5dB(A) except in the range of xF = xFz ± 0,1, when xFz is
calculated using equations (3a) or (3b).
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