Locating method of emitting source
A positioning method and emission source technology, applied in positioning, measuring devices, instruments, etc., can solve problems such as inability to guarantee simulated sound sources and actual sound sources, cumbersome acoustic emission source positioning work, and acoustic emission source positioning errors, etc. Positioning formula, convenient application, the effect of eliminating positioning error
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[0018] Example: see figure 1 As shown, in the plane Cartesian coordinate system XOY, the coordinate origin O is the source of acoustic emission, and the Y axis is parallel to the straight line AD. l 21 ), C(x,y+l 31 ), D(x,y+l 41 ), let OA=r, OB=r+r 21 , OC=r+r 31 , OD=r+r 41 . The time difference between the sound waves emitted from the sound source O(0,0) arriving at the sensors at B, C, and D relative to the sensor at A is t 21 , t 31 and t 41 . If the propagation velocity of the sound wave is v, then r 21 =vt 21 、r 31 =vt 31 、r 41 =vt 41 .
[0019] The point M(x, 0) is the intersection point of the X-axis and the straight line AD, and the triangles MOA, MOB, MOC, and MOD are all right-angled triangles. According to the Pythagorean theorem:
[0020] x 2 +y 2 = r 2 ,(1)
[0021] x 2 +(y+l 21 ) 2 =(r+vt 21 ) 2 ,(2)
[0022] x 2 +(y+l 31 ) 2 =(r+vt 31 ) 2 ,(3)
[0023] x 2 +(y+l 41 ) 2 =(r+vt 41 ) 2 .(4)
[0024] After subtracting formula...
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