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Acoustic Treatment –- one (Noise and Vibration Control)

Acoustic Treatment –- one (Noise and Vibration Control) . MEBS 6008. Heat radiation operation (all cooling operation). VRV with Heat Pump. Heat absorption operation (all heating operation). Heat recovery operation (cooling & heating operation).

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Acoustic Treatment –- one (Noise and Vibration Control)

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  1. Acoustic Treatment –- one (Noise and Vibration Control) MEBS 6008

  2. Heat radiation operation (all cooling operation) VRV with Heat Pump Heat absorption operation (all heating operation) Heat recovery operation (cooling & heating operation) Heat absorption tendency heat recovery operation (mainly heating, part cooling operation)

  3. Balanced Flow 4.7 cub.m Balanced vs unbalanced air flows 31.9 deg C Unbalanced flow increase effectiveness of heat exchanger Heat exchanger transfer less overall heat, why? The following example illustrates the reasons: 25.6 deg C 35.7 deg C 4.7 cub.m. 28.9 deg C Unbalanced Flow 3.3 cub.m. 33.2 deg C 25.6 deg C 35.7 deg C 30.0 deg C 4.7 cub.m.

  4. Hot gas Bypass ????? Do you want to ask ??? Hot gas Bypass Line Hot gas bypass diverts hot, high-pressure refrigerant vapor from the discharge line to low-pressure side of refrigeration system. This added “false load” to maintain an acceptable suction pressure and temperature. Hot gas bypass not reduce energy consumption (not allow the compressor to shut off at low load)

  5. What is Sound? Audible emissions from vibration of molecules within an elastic medium Generated by vibrating surface or movement of a fluid Through air or structure Noise is unwanted sound

  6. ACOUSTICAL DESIGN OBJECTIVE The primary objective for the acoustical design of HVAC systems and equipment is to ensure that the acoustical environment in a given space is not degraded. Sound and vibration are created by a source, are transmitted along one or more paths, and reach a receiver. Treatments and modifications can be applied to any or all of these elements to achieve an acceptable acoustical environment.

  7. CHARACTERISTICS OF SOUND Sound is a propagating disturbance in a fluid (gas or liquid) or in a solid. In fluid media, the disturbance travels as a longitudinal compression wave. Airborne sound Sound in air is called airborne sound or simply sound. Generated by a vibrating surface or a turbulent fluid stream. Structure borne sound In solids, sound travels as bending waves, compression waves, torsion waves, shear waves and others. Sound in solids is generally called structure borne sound. In HVAC system design, both airborne and structure borne sound propagation are important.

  8. What is frequency? • Comparison of Pitch and Frequency • Frequency • - an objective quantity • - independent of sound-pressure level. • Pitch • subjective quantity • primarily based on frequency • dependent on sound-pressure level and composition • not measured • described with terms like bass and tenor

  9. Speed of Sound and Wavelength The speed of sound transmission depend on the physical property of the medium. For air, the speed varies slightly with temperature change. The speed of sound = a constant (344 m/s) in consideration of narrow temperature range in HVAC system. Sound traveling through the air at a frequency of 200 Hz has a wavelength of 1.7 m.

  10. Sound Sounds are of a broadband nature, Sound is composed of several frequencies and amplitudes, all generated at the same time. The sound energy is greater at some frequencies than at others.

  11. Octave Bands Human ear perception: sounds at frequencies 20 to 16,000 Hz, HVAC system sounds 45 to 11,200 Hz (11,156 data points). HVAC sounds frequencies smaller ranges (octave bands). The highest frequency in the band is two times the lowest frequency. Center frequency = square root of the product of the lowest and highest frequencies in the band. The frequency range (45 to 11,200 Hz)  eight octave bands with center frequencies of 63, 125, 250, 500, 1,000, 2,000, 4,000, and 8,000 Hz.

  12. Sound Power and Sound Pressure Sound power • Acoustical energy emitted by the sound source • Unaffected by the environment • Expressed in terms of watts (W) Sound pressure • Pressure disturbance in the atmosphere • Expressed in terms of Pascal (Pa)Can be measured directly • What our ears hear and what sound meters measure • Affected by strength of source, surroundings, and distance between source and receiver • Affected by strength of source, surroundings, and distance between source and receiver • Also Affected by room is carpeted or tiled/ furnished or bare

  13. Sound Level The loudest sound the human ear can hear = 1,000,000,000 x perceptible sound A logarithmic scale is used. A decibel is a calculated value A decibel is based on the ratio of measured and reference values. It is defined as shown on the left equation

  14. Sound Power Level The reference value used for calculating sound-power level is 10-12 watts. Sound-power level (Lw) in dB is calculated using the upper left equation Sound Pressure The reference value used for calculating sound-pressure level is 2 ×10-5 Pa. Sound-pressure level (Lp) in dB is shown on the lower left equation Reference values are the threshold of hearing. Sound power is proportional to the square of sound pressure  multiplier 20 is used (not 10).

  15. Loudness Contour 1 The sensation of loudness = f(sound pressure & frequency). Each contour approximates an equal loudness level across the frequency range shown. Human ear is more sensitive to high frequencies than low frequencies. Ear’s sensitivity at a particular frequency changes with sound-pressure level. Loudness to human ear : 60 dB 100 Hz = 50 dB at 1,000 Hz. Human ears are less sensitive to low-frequency sounds. Contours are flatter at higher decibels  a more uniform response to “loud” sounds. Human ear not respond linearly to pressure and frequency.

  16. Single-Number Rating Methods Human ear : sound as loudness and pitch Electronic Sound-measuring equipment : Sound as pressure and frequency. Most frequent single-number descriptors to express both the intensity and quality of a sound :– 1) A-weighting network 2) Noise criteria (NC) 3) Room criteria (RC)

  17. Steps to calculate A-weighted Sound Pressure Level • List actual sound-pressure levels for the eight octave bands • 2) Add or subtract the decibel values represented by the A-weighting curve. • 3) Logarithmically sum all eight octave bands to get an overall A-weighted sound-pressure level. A-weighted Sound Pressure Level - Example A-weighted sound-pressure level is 42 dBA in this example. Most sound meters can automatically calculate and display the A-weighted sound-pressure level.

  18. Noise criteria (NC) The steps to calculate an NC rating:- 1) Plot the octave-band sound-pressure levels on the NC chart. 2) The highest curve crossed by the plotted data determines the NC rating. Example: plotting the sound pressure levels on the NC curves  NC-39

  19. Room criteria (RC) curves are similar to NC curves in that they are used to provide a rating for sound-pressure levels in indoor environments. Steps to determine RC rating are as follows: - 1)Plot the octave-band sound-pressure levels on the RC chart. 2) Determine the speech interference level = arithmetic average of the sound pressure levels in the 500 Hz, 1,000 Hz, and 2,000 Hz octave bands. Perceptible vibration : The sound level in the octave bands between 16 Hz and 63 Hz regions (A and B). Region A: High probability that noise-induced vibration levels in lightweight wall and ceiling constructions. Anticipate audible rattles in light fixtures, doors, windows. Region B: Noise-induced vibration levels in lightweight wall and ceiling constructions may be felt. Slight possibility of rattles in light fixtures, doors, windows.

  20. Setting a Design Goal The first step of an acoustical design is to quantify the goal. Several single-number descriptors that designers commonly use to define the acoustical design goal for a space. Each descriptor has its advantages its and drawbacks. In general, when defining the acoustical design goal for an interior space, either an NC value or an RC value is used.

  21. Setting a Design Goal Other goals to be achieved: • A balanced distribution of sound energy over a broad frequency range • No audible tonal or other characteristics such as whine, whistle, hum, or rumble • No noticeable time-varying levels from beats or other system induced aerodynamic instability • No fluctuations in level such as a throbbing or pulsing

  22. The Noise Control Ordinance deals with the following forms of noise: • Noise from domestic premises and public places (often referred to as general neighbourhood noise); • Noise from construction activities (including piling); • Noise from places other than domestic premises, public places or construction sites (for example, noise from industrial or commercial premises); • Noise from intruder alarm system installed in any premises or vehicle; • Noise from individual items of plant or equipment (referred to in the Ordinance as Product Noise, for example, noise from hand-held breaker and air compressor); and • Noise emission from motor vehicles. When defining the acoustical design goal for an outdoor environment, to meet noise ordinance for example, the Environmental Protection Department specified A-weighted scale.

  23. Environmental Protection Department, HKSARG

  24. Source–path–receiver model This modeling method traces sound from the source to the receiver. How the sound travels between the source and the receiver, and everything it encounters as it travels along the way, constitutes the path. The receiver is the person working in the adjacent conditioned space. The supply duct provides one of the paths for sound to travel from the source to the receiver. To specify the maximum allowable equipment sound power not exceeding the sound-pressure target for the space.

  25. Typical Sound Paths Airborne Sound that travels through supply ductwork, return ductwork, or an open plenum Can travel with or against the direction of airflow Breakout Sound that breaks out through the walls of the supply or return ductwork Transmission Sound that travels through walls, floors, or ceilings

  26. Identifying Sound Sources and Paths One piece of equipment may contain several sound sources. For example,a packaged rooftop air conditioner contains supply and exhaust (or return) fans, compressors, and condenser fans. Sound may travel from a single source to the receiver along multiple paths: supply airborne, supply breakout, return airborne, and transmission through the adjacent wall. The total sound heard = the sum of all the sounds from various sources traveling along several paths. Supply airborne path contributes to the total sound-pressure level in the space much more than the other three paths.

  27. Fields of Measurement To measure sound pressure correctly, it is important to understand the behavior of sound in various environments, or fields. In theory, a free field is a homogeneous, isotropic medium that is free from boundaries. In practice, an example of a free field over a reflecting plane would be a large open area void of obstructions, like a parking lot or meadow. An ideal sound source, that is, one that radiates sound equally in all directions, placed in a free field generates sound-pressure waves in a spherical pattern. At equal distances from the source, the sound pressure is same in all directions. As the sound waves travel farther away from the source, the area of the sphere increases. Doubling of the distance from the source spreads the sound over four times as much surface area. Free Field source source Figure 53 Free field In theory, a free field is a homogeneous, isotropic medium that is free from boundaries. In practice, an example of a free field over a reflecting plane would be a large open area void of obstructions. An ideal sound source, that is, one that radiates sound equally in all directions, placed in a free field generates sound-pressure waves in a spherical pattern. At equal distances from the source, the sound pressure is same in all directions. As the sound waves travel farther away from the source, the area of the sphere increases. Doubling of the distance from the source spreads the sound over four times as much surface area.

  28. Near field The near field is an area adjacent to the source where sound not behave as in a free field. Most sound sources, including all HVAC equipment, do not radiate sound in perfectly spherical waves. This is due to the irregular shape of the equipment and different magnitudes of sounds radiating from the various surfaces of the equipment. These irregularities cause pressure-wave interactions the behavior of the sound waves unpredictable. Sound-pressure measurements should not, therefore, be made in the near field. The size of the near field depends on the type of source and dimensions of the equipment.

  29. Reverberant Field A reverberant field is nearly the opposite of a free field. Reverberant fields exist in rooms with reflective walls, floors, and ceilings. When a sound source is placed in an enclosed room, the sound waves from the source bounce back and forth between the reflective walls many times. This can create a uniform, or diffuse, sound field. In a perfectly reverberant room, the sound-pressure level is equal at all points within the room.

  30. Semi-reverberant fieldBuildings are somewhere between a free field and a reverberant field environment. The walls, floor, and ceiling prevent the sound from behaving as it would in a free field. Some of the sound is reflected by these surfaces ( but a portion of the sound is absorbed or transmitted). The characteristics of the sound field change with distance when a small sound source is placed in the center of a room. Close to the source, in the near field, sound measurement is unpredictable. Near the wall, in the reverberant field, the reflected sound begins to add to the sound coming directly from the source. The reduction in sound level due to the distance from the source tends to be cancelled out by the addition of the sound reflecting off the wall a near-constant sound-pressure level near the wall. Semi-reverberant field

  31. Free-Field Method

  32. This equation is used to determine how loud a piece of equipment will be at a given distance. For example, the manufacturer of an aircooled chiller lists the sound-pressure level of the chiller as 95 dB at a distance of 9.1 m from the chiller. The sound-pressure level at 36.6 m from the chiller is 83 dB.

  33. Free-Field Over Reflecting Plane. In cases of unavailability of completely free field measurements can only be made in a free field over a reflecting plane. That is, the sound source is placed on a hard floor or on pavement outdoors. Since the sound is then radiated into a hemisphere rather than a full sphere, the relationship for Lwand Lpfor a non-directional sound source becomes

  34. The sound pressure level at a given location in a room The sound power level information on a source to predict the sound pressure level at a given location due to a source of known sound power level depends on: • room volume, • room furnishings and surface treatments, • magnitude of the sound source(s), and • distance from the sound source(s) to the point of observation. • The relationship between source sound power level & room sound pressure level :

  35. Insertion loss (IL) The difference in sound pressure measured in a single location with and without a noise-control device located between the source and receiver. The difference in the sound pressure measured in the occupied space with the wall versus without the wall is the IL of the wall Sound transmission loss (TL) of a partition or other building element It equals 10 times the logarithm (base 10) of the ratio of the airborne sound power incident on the partition to the sound power transmitted by the partition and radiated on the other side. The quantity so obtained is expressed in decibels.

  36. Transmission Loss of Partition Transmission loss (TL) It also depends on material properties, such as stiffness and internal damping. 16 mm gypsum boardTL depends mainly on the surface mass of the wall at frequencies below about 1 kHz (match with mass law) At higher frequencies, there is a dip in the TL curve (coincidence dip) the the wavelength of flexural vibrations in the wall coincides with the wavelength of sound in the air. Critical frequency The frequency where the minimum value of TL occurs in the coincidence dip The stiffer or thicker the layer of material, the lower the critical frequency.

  37. Sound transmission through partitions

  38. Noise reduction due to enclosure Reduction in reverberant sound pressure level in a room due to the enclosure of a source in the same room:

  39. Sound Barriers A sound barrier is a solid structure that intercepts the direct sound path from a sound source to a receiver. It reduces the sound pressure level within its shadow zone. Figure illustrates the geometrical aspects of an outdoor barrier where no extraneous surfaces reflect sound into the protected area. Scattering and refraction of sound into the shadow zone formed by the barrierthe limiting value of about 24 dB Practical constructions, size and space restrictions often limit sound barrier performance to 10 to 15 dB.

  40. Attenuation refers to the reduction in sound level as sound travels along the path from a source to a receiver( through a duct system). Straight ducts, elbows, junctions, and silencers are examples of elements that attenuate sound.

  41. Regenerated sound results from components of the duct system that create turbulence in the air stream. An abrupt change in airflow direction or velocity with a corresponding static-pressure lossTurbulence Regenerated sound increases with air velocity or when the air is forced to make sharp turns. Elbows, junctions, diffusers, silencers, and dampers regenerate sound. Notice that some elements can both attenuate and regenerate sound. Air makes a 90-degree turn in a rectangular duct elbow, some of the sound is reflected back upstream, attenuating the airborne sound downstream of the elbow. The turbulence created by the air turning the sharp corner causes some regenerated sound.

  42. The total sound energy that strikes a surface is either reflected, absorbed by the material, or transmitted through the material. • A material provides a barrier to the incident sound energy when it reduces the amount of sound energy that is transmitted through the material. • Materials that are dense (such as masonry block or wallboard) or stiff (such as glass) are generally better at reducing transmitted sound than materials that are lightweight or flexible. • Increasing the thickness of a material reduces the amount of sound transmitted through it. • High-frequency sound is more easily reduced than low-frequency sound when it pass through material.

  43. Noise reduction (NR) The difference between sound-pressure measurements taken on each side of a barrier. The NR for this same door is the difference in the sound-pressure level inside the office space, with the door closed, and on the other side of the door inside the equipment room. Sound Absorption of Materials Absorptive materials work by converting acoustical energy into heat energy. The absorbed energy is the portion of the incident sound energy that is neither transmitted through the material nor reflected off the material. The absorptivity of a material depends on several factors, including thickness, frequency of the sound, and whether there is a reflective surface located behind the absorptive material. The absorptivity of a material is typically described in terms of an absorption coefficient.

  44. BASIC DESIGN TECHNIQUES Selecting fans (or other related mechanical equipment) and designing air distribution systems + minimization of sound transmitted from different components to the occupied spaces : Step 1- Design the air distribution system to minimize flow resistance and turbulence. High flow resistance increases the required fan pressure, which results in higher noise being generated by the fan. Turbulence increases the flow noise generated by duct fittings and dampers in the air distribution system(especially at low frequencies).

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