有色金属科学与工程
有色金屬科學與工程
유색금속과학여공정
JIANGXI NONFERROUS METALS
2014年
6期
89-94,114
,共7页
胡世丽%王星光%王观石
鬍世麗%王星光%王觀石
호세려%왕성광%왕관석
瑞克子波%黏弹性节理%波形相关系数%波形变化系数
瑞剋子波%黏彈性節理%波形相關繫數%波形變化繫數
서극자파%점탄성절리%파형상관계수%파형변화계수
Ricker wavelet%viscoelastictiy joint%correlation coefficient of waveform%coefficient of waveform change
将岩体和节理抽象为Kelvin黏弹性介质,建立谐波穿过黏弹性节理的传播模型,分析了谐波在黏弹性节理的透、反射系数和子波穿过节理后的波形变化规律。研究结果表明,黏弹性节理具有低通滤波特性,导致Ricker子波穿过黏弹性节理后,透射波振幅减小,主瓣不突出,波形在时域上变得更平缓;波形相关系数主要反映子波穿过黏弹性节理后发生的相位变化,而波形变化系数能综合反映子波的振幅和相位变化,因而两者描述子波波形变化时具有不同的变化规律;相对于切向刚度和切向黏性系数,节理的法向刚度和法向黏性系数对子波波形变化影响更大。
將巖體和節理抽象為Kelvin黏彈性介質,建立諧波穿過黏彈性節理的傳播模型,分析瞭諧波在黏彈性節理的透、反射繫數和子波穿過節理後的波形變化規律。研究結果錶明,黏彈性節理具有低通濾波特性,導緻Ricker子波穿過黏彈性節理後,透射波振幅減小,主瓣不突齣,波形在時域上變得更平緩;波形相關繫數主要反映子波穿過黏彈性節理後髮生的相位變化,而波形變化繫數能綜閤反映子波的振幅和相位變化,因而兩者描述子波波形變化時具有不同的變化規律;相對于切嚮剛度和切嚮黏性繫數,節理的法嚮剛度和法嚮黏性繫數對子波波形變化影響更大。
장암체화절리추상위Kelvin점탄성개질,건립해파천과점탄성절리적전파모형,분석료해파재점탄성절리적투、반사계수화자파천과절리후적파형변화규률。연구결과표명,점탄성절리구유저통려파특성,도치Ricker자파천과점탄성절리후,투사파진폭감소,주판불돌출,파형재시역상변득경평완;파형상관계수주요반영자파천과점탄성절리후발생적상위변화,이파형변화계수능종합반영자파적진폭화상위변화,인이량자묘술자파파형변화시구유불동적변화규률;상대우절향강도화절향점성계수,절리적법향강도화법향점성계수대자파파형변화영향경대。
The rock mass and joints are assumed as viscoelastic media to establish the propagation model of harmonic wave across viscoelastic joint. The transmission and reflection coefficient of harmonic wave across viscoelastic joint and waveform change rule of wavelet through joint are analyzed. The results indicate that viscoelastic joint has the low-pass filter property which leads to the decrease of the transmitted wave amplitude, the less prominent of the major lobe of waveform diagram of transmitted wave and the flatter of the waveform curve of transmitted wave after Ricker wavelet across viscoelastic joint; the phase change of wavelet propagation in viscoelastic joint can be described effectively by using correlation coefficient of waveform while the waveform change coefficient can reflect comprehensively the amplitude and phase change of wavelet, so the change rules are different when the wavelet waveform is analyzed by these two different coefficients;compared with shear stiffness and tangential viscosity coefficient, the normal stiffness and normal viscosity coefficient of the joints have greater effect on wavelet waveform change.