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Design and Simulation of Two Stroke Engines

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<strong>Design</strong> <strong>and</strong> <strong>Simulation</strong> <strong>of</strong> <strong>Two</strong>-<strong>Stroke</strong> <strong>Engines</strong><br />

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70 1<br />

25<br />

0-30-<br />

I20<br />

IOOO RPM<br />

i i i i f i • i i i i i i i i i i i i i<br />

i i i<br />

IOO IOOO Hi- 10.000<br />

—i—i—I—r- I I I I I<br />

IOOO Hi— 10,000<br />

IO.OOO<br />

25 IOO IOOO Hi— 10,000<br />

Fig. 8.6 One-third noise spectrogram from SYSTEM 4.<br />

The noise spectra for SYSTEM 4 is shown in Fig. 8.6. This is a side-resonant silencer.<br />

The noise level <strong>of</strong> the fundamental frequency <strong>of</strong> 133 Hz is nearly as quiet as SYSTEM 2, but<br />

a new attenuation hole has appeared at a higher frequency, about 500 Hz. This, too, will be<br />

commented on in Sec. 8.5.2 when an empirical acoustic analysis is presented for this type <strong>of</strong><br />

silencer. It can also be seen that the noise level at higher frequencies, i.e., above 1000 Hz, is<br />

reduced considerably from the unsilenced SYSTEM 1.<br />

The most important conclusion from this work by Coates is that the noise propagation<br />

into space from a pipe system, with or without silencing elements, can be predicted by a<br />

theoretical calculation based on the motion <strong>of</strong> finite amplitude waves propagating within the<br />

pipe system to the pipe termination to the atmosphere. In other words, designers do not have<br />

to rely on empirically based acoustic equations for the design <strong>of</strong> silencers, be they for the<br />

intake or the exhaust system, for internal-combustion engines.<br />

8.4.3 Future work for the prediction <strong>of</strong> silencer behavior<br />

It has always seemed to me that this pioneering work <strong>of</strong> Coates [8.3, 8.17] has never<br />

received the recognition it deserves. Worse, it has tended to be ignored [8.25], due in part to<br />

554

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