哈尔滨工程大学学报
哈爾濱工程大學學報
합이빈공정대학학보
JOURNAL OF HARBIN ENGINEERING UNIVERSITY
2013年
9期
1077-1083
,共7页
杨德森%朱中锐%时胜国%莫世奇
楊德森%硃中銳%時勝國%莫世奇
양덕삼%주중예%시성국%막세기
矩形障板%声散射%矢量特性%薄板近似理论
矩形障闆%聲散射%矢量特性%薄闆近似理論
구형장판%성산사%시량특성%박판근사이론
rectangular baffle%acoustic scattering%vector characteristics%elastic thin plate theory
为了实现矢量水听器在水面或水下载体上的工程应用,研究了弹性矩形空气腔障板声散射近场矢量特性。利用薄板的低频近似理论导出了弹性矩形空气腔障板水下声散射的声压和质点振速表达式,给出相应的声强表达式,验证了公式的有效性。在此基础上数值计算了弹性矩形空气腔障板声散射的近场特性,重点关注其近场矢量特性。理论分析和数值计算结果表明,由于弹性矩形空气腔障板的声散射作用,声压场和质点振速场表现为复杂的干涉结构,质点振速方向和声源方位不一致,声压和质点振速不再同相,声强方向也不再反映声源方位。本文结果为矢量水听器在弹性矩形空气腔障板条件下的工程应用提供了理论依据。
為瞭實現矢量水聽器在水麵或水下載體上的工程應用,研究瞭彈性矩形空氣腔障闆聲散射近場矢量特性。利用薄闆的低頻近似理論導齣瞭彈性矩形空氣腔障闆水下聲散射的聲壓和質點振速錶達式,給齣相應的聲彊錶達式,驗證瞭公式的有效性。在此基礎上數值計算瞭彈性矩形空氣腔障闆聲散射的近場特性,重點關註其近場矢量特性。理論分析和數值計算結果錶明,由于彈性矩形空氣腔障闆的聲散射作用,聲壓場和質點振速場錶現為複雜的榦涉結構,質點振速方嚮和聲源方位不一緻,聲壓和質點振速不再同相,聲彊方嚮也不再反映聲源方位。本文結果為矢量水聽器在彈性矩形空氣腔障闆條件下的工程應用提供瞭理論依據。
위료실현시량수은기재수면혹수하재체상적공정응용,연구료탄성구형공기강장판성산사근장시량특성。이용박판적저빈근사이론도출료탄성구형공기강장판수하성산사적성압화질점진속표체식,급출상응적성강표체식,험증료공식적유효성。재차기출상수치계산료탄성구형공기강장판성산사적근장특성,중점관주기근장시량특성。이론분석화수치계산결과표명,유우탄성구형공기강장판적성산사작용,성압장화질점진속장표현위복잡적간섭결구,질점진속방향화성원방위불일치,성압화질점진속불재동상,성강방향야불재반영성원방위。본문결과위시량수은기재탄성구형공기강장판조건하적공정응용제공료이론의거。
In this paper acoustic vector characteristics of near fields scattered by an elastic rectangular baffle were investigated for the purpose of applying vector hydrophone to the surface or underwater carriers. The analytic expres-sions for the scattered pressure and particle velocity were derived using the low frequency approximation theory of e-lastic thin plate. Corresponding expressions are presented for sound intensity and the effectiveness of the formula was validated. And further, the characteristics of near fields scattered by an elastic rectangular baffle were calculat-ed, of which the focus was put on the near field vector characteristics. It was found from theoretical analysis and nu-merical calculation results that due to the effects of the acoustic scattering elastic rectangular baffle, the pressure field and the particle velocity field near the surface of the elastic rectangular baffle were characterized by complex interference structure, particle velocity directions and the source bearings were not consistent. Also the phase differ-ence between pressure and particle velocity is not zero, and the intensity vector does not reflect the sound bearings. These results serve as a basis for the engineering application of the acoustic vector sensor in the elastic rectangular baffle condition.