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OptimalSoundMatchingSolutionthroughHelmholtz
resonatortheoryBasictheory HelmholtzResonatorwasinventedforsoundanalysisbyH.VONHelmholtz(1821~1894) Itsapplicationsarevariousfrombell,violin,guitarandbassspeakercabinet. Itfeaturesshorterneckandvolumebottlethanwaveasshownbelow. Specificfrequencydependsonairvolumeinneck(weight)andvolumeinthebottle(spring) Sospecificfrequencyiscalculatedasbelow.
a
:Neck’sarea(㎡)
V:Resonatorvolume(?)
L:Neck’slength(m)
C:Soundvelocity(344m/s)
ThereforeanyshapesofresonatorisnotaffectingResonantFrequency. Ifthevolume&neck’slengthissame,theresonatorhassameresonantfrequencyevenindifferentshape.BasicprincipleOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheoryEx.1)What’stheresonantfrequencyincaseofabottlewithouterdia.9.8cm,necklength10cm,neckouterdia.3cm?ExampleOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory2.Application
(1)Insidestructureofhandseta:Holetotalarea(m2)SpeakerLCASEV:FrontVolumea:AirHoleBackVolumeL:Casethickness(m)V:Frontvolume(m3)C:344m/s(RT20℃)ApplicationOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory(2)Examplemodel:SS1534P-008-SIZE:Φ15mmX3.4H-Fo:850Hz-Ze:8ohm(3)Testconditions*Inputpower:0.1Wat5cmBasicprincipleOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheoryBKMode:TSRA:FrequencyResponse,MagndBre20.00Pa/V1002005001k2k5k10kHz60708090100110dBX:900.00HzY:98.92dBZA:LiveCurveTSRfund.SS1534P-008GRAPHinBAFFLEOriginaltestresultOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory(4)TESTaccordingtosomevariations ①BasicStructure ②AirHolequantityvariation ③Casethicknessvariation ④FrontVolumevariation ⑤BackVolumevariationTestconditionOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory
①Basicstructure
a:Φ1.55mmX4eaL:1.55mmV:1.2ccC:344m/s(RT20℃)Backvolume:2.42cc
=3,486HzBasicstructureHandSetMatchingSolutionwithHelmholtz
resonatorSpeakerLCASEV:FrontVolumea:AirHoleBackVolumeX:3.0000kHzY:104.23dBZA:LiveCurveTSRfund.BKMode:TSRA:FrequencyResponse,MagndBre20.00Pa/V1002005001k2k5k10kHz60708090100110dB3,486Hz3,000HzTestresultOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory
②AirHolequantityvariation
a:Φ1.55mmX4eaΦ1.55mmX2eaL:1.55mmV:1.2ccC:344m/s(RT20℃)Backvolume:2.42cc
=2,465HzAirholevariationOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheorySpeakerLCASEV:FrontVolumea:AirHoleBackVolumeBKMode:TSRA:FrequencyResponse,MagndBre20.00Pa/V1002005001k2k5k10kHz60708090100110dBX:2.4000kHzY:101.47dBZA:LiveCurveTSRfund.2,465Hz2,400HzTestresultofairholechangedHandSetMatchingSolutionwithHelmholtz
resonator
③Casethicknessvariation
a:Φ1.55mmX4eaL:1.55mm2.5mmV:1.2ccC:344m/s(RT20℃)Backvolume:2.42cc
=2,745HzCasethicknesschangedOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheorySpeakerLCASEV:FrontVolumea:AirHoleBackVolumeBKMode:TSRA:FrequencyResponse,MagndBre20.00Pa/V1002005001k2k5k10kHz60708090100110dBX:2.6000kHzY:102.29dBZA:LiveCurveTSRfund.2,745Hz2,600HzTestresultbycasethicknessvariationOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory
④FrontVolumevariation
a:Φ1.55mmX4eaL:1.55mm V:1.2cc0.8ccC:344m/s(RT20℃)Backvolume:2.42cc
=4,269HzFrontvolumevariationOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheorySpeakerLCASEV:FrontVolumea:AirHoleBackVolumeBKMode:TSRA:FrequencyResponse,MagndBre20.00Pa/V1002005001k2k5k10kHz60708090100110dBX:3.9000kHzY:105.25dBZA:LiveCurveTSRfund.4,269Hz3,900HzTestresultbyfrontvolumevariationOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory
⑤BackVolumevariation
a:Φ1.55mmX4eaL:1.55mmV:1.2ccC:344m/s(RT20℃)Backvolume:2.42cc1.5cc
BackvolumevariationOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheorySpeakerLCASEV:FrontVolumea:AirHoleBackVolumeBKMode:TSRA:FrequencyResponse,MagndBre20.00Pa/V1002005001k2k5k10kHz60708090100110dBX:1.3000kHzY:96.65dBZA:LiveCurveTSRfund.LossoflowsoundTestresultbybackvolumechangedOptimalSoundMatchingSolutionthroughHelmholtz
resonatortheory3.ConclusionWecometoconclusionthroughprovedtheoryasfollows:1)Thequantityoffrontairhole↓,ResonantFrequency↓2)Frontcasethickness↑,ResonantFrequency↓3)Frontvolume↑,ResonantFrequency↓4)Backvolume↑,Lowsound↑OptimalacousticsolutioninhandsetdesigncanbecomingfromHelmholtzresonatortheory.Incasethatspeakeritselfhasflatfrequencyresponse,specificresonantfrequencyisgeneratingwhenbeingmountedinthehandset.ThenSPLandsoundqualityisdependingonhowtheresonantfrequencyismetwith.Inconclusiontheoptimalresonantfrequencyshouldbesetbetween2KHzand5KHzbecausetheseareaismostsensitiv
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