انتشار الموجة الصوتية في الهواء 1/4
نعتبر التركيب التجريبي الممثل في الشكل جانبه
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MuAFDZnL1jPO/VF3r/LcfcwzU36JhfGKKuffRQKTjRUGwFgowokwCDxZJ+JM6VIZdStSoA8APYVh3aksG3fGv12DI/I3aag/eWXr2cifiZ9PXGQry4H5Ez+KO94waF7M7S2leaYgi4Pbh1bDMSiUSfP/YZNyPKJMBisRRK4rR3ZplCI47NZJ4qvMEImcZdfzsmjVbAYE2rxHfvpKz6icvhwg6v3XWNzWYHg8EYY0aUSTA5OUmnJR6+NRqZWLhRZeG8/qs0xsYu2q8Zj2l6sn/ti+ccDicQyNwp1wFudIxMSDyMmqeNIsFGiXIrYwxGJhhrX7tls9k+X+aZch2MY7BCTuJh1GycFvLXJcqQSbQU2LwE0hou6vKhP9gF2VHzxwHVR37h7/3sDwK09wPE9/yT7wW6PvaWf+kv2Oa58LH7xCfuox+7j3zqObxj+tB+9XdHlYePyo8dF544Ico+P3V4f9vn2+ov5pw8k5N1Lifr/IXTZ89knc06m511/uLZM9nZJ0+fPnv6eEnB2dKLJ3IP7Gq7UPwwfHW1G2w22xtXAiYjyiSgkchsRuKZpllv5HN/qNcb9CekS9d69l/tOBiu2Rsq2xsu2z9bemQu98TspRPRnBPhvBPO8wftFw6asvYwju78/K//80Bj8Wb8GgAAQB5lfvnBVwjk5BBLPkxXjDJ0WLZ1lO8ZZfuwLO+I4PaIDDAKGFXBlAGoZiBPA8kIRD/grwFhEfB3gPYUSM/hOMtU454TAbz6J4AXCgA1gBogQSIRADwH7w+/zpqUuVOuF7fdkXXyVMJTFr2B/8OsaAbv0vFCFVIBPRzoEEKbADpF0KWEbjd0BaErDO1RQC5D1zK034eBm1A7MKXQbGpNMdy6Z2ZX3S5kZfndmcjb/8jgEDEYmlt9mblTpoCJMWRPW3W83WxT8oSxRdyx6Ia3b1kgJPt9sXVIN5TJwQSpjpKiqqyMx+El9SMEwlQw6F99yeVyrdbYJEoZUSZNTUUxlRgb+q3VWDjs2Do3/b2D8NYIaByvNWXLh28DA58gT/Zb4rEa68oKBtEJot1/mqmpqe+vAXG5XJst9k8xI8q1UFdZPT6AXPC9jmz0BdxyRWwm84lkFvAkEmV4Jpqa/iXADE/p8IgG90gvFonPb1Duh2nM3oKXFjLo2KBmgJz+Qkp9IaU/k7MfS1k3ebwIRxhm8z0sgZ3GN5H4RrJIR5FI+XQ6a6i9o7SmtmhyAreGfsSIksPhZESZMkYHBsvycupKC2SyJjazlsWqGR4u0qrwcsmYXDIml40JxKi2zjMK3SSV28uRoJlCBEuEZPL7eOx6GbdWxamWUwqV1Eta1gUZ85iWewFTs4vcc0SEu8AZPiIePKbqO6FvPqauzaKWXCKX5DFKcllFl1gFF9l52Zycc/SLF4ezckfO5Q9nFwxcKkDm5fcWFPQUXW7Pr6nLGanOHajMRZbm9RbldxcUdBUVdlysaD3TUnuqueRUR97ZvtxsRHEesnL3xcNFqJqTPUVn2gvymgrLGoo6G6rGWhopzQ3kxgZCQyOurglb04qu6Ogr70VVD6Ebx1tb8IgRPo7ECM8urO1zw+Px31+Y5PF4dntsttiMKNeOzmpnyCRjCFlPOb2njFt7gTjUKENWC5HVQnSduKdJUHYZN9Crqyph93bo29u0HS365g5NDUbYQBA2EgSlGFYphZbHY5xXUIoMzAuYkcuMyaJp2gUDIc9IvKwlVikJrVLKIIczxhFMcQVkroDO5jPZfBaTJ2TxDXSujsnXsQRatkDDFqg4AjWHp2DLJGydiK0TsvU89jSHY2HxrAy+lSEJ0rS3qLpFuukm23GT57kpC98oQeBZkZvE+evUq1c5N66LblzV3Fyw3Jp3Ls5Hl269+fdfEwQCwe9//UwpEokyotwoTGYXnR6bgGoQlcRWB3mCabDGLo5sKKShDfRI/zFiRCkWizOi3CjcPiuLG7sDiUUkERmDtPFFtxN7YqeS6yGIWCGsex6UsnvOglMKRj14TI8dysc3V5Zmll5s3KNt7PD9b02UDmPC1dn04LbY+KzYzR5EY2/Ci1d5qBE5s88uXry0mHXKsuNT887P/Yf3mQ58M511TFdfAPdS5jaxSsWFhnNfFJXtQ9cfo5UeYNWcZx/f11KSP56V3YNnbUZIO5FI/P7CpEgkeocnOr4nDwFgedmkZna1nj50aecnf/Pnf5buTr3GHwjQ6bF3yvau9p/+KcSorHVMi5EsdAvm23QPO90vStVXen23h5xXGidTXx7U4/YotXJPyOWLuowOlcmpisz77U6bWqMI+H3R8IbE4MbAYDC+r0KhUKjXv4Oe5/cXvBE708mtRxV9+/mevYdzawUyAwDkliSoEpIuHA4HlRrrlN7ZmSAR+irX53xy3pRbK/BpuH4F+6pBuWibDqtlWjo5atB61QlSs64TpVKp1+upFKpWq9Pp9GKxmMPhuV1+FpMvk6b+7RLCYDC+P16LxWKDIXbE27qiXJxRO7UMNa2rJW/PmWNfnWtE4503vn/Bh5/uSlff4rHZbIy4bfGurp8S5SvC3pUHuPDMXDA8Fw0vRIPzqe/floHBoDscr0Upk0mnp7e8KO9Fp3W8USy6CtleXF+e3zmAx1kTR3nu+PKLTe7bTxAKBulx/r+trW8Yvn+G0Glss/m1KEUCiVazVYfvmyElf7xqqru4obmxoWcYMcYQmN4wFd176LtN6dpbEQkEaXGuljVVSex9/0zAT3EU8tc7YTS6mM+PnWClWZRProX1xMGys9+cL62oniLgJXKz620ftw8ePbGhfUsKn8c/NRnrkFFelsB1I41El9LdAwACnq1UvE5MzBLKBYpYL9K0iVIw2p+z92DFoRwsgsQyGH0z1wEgCi9XVgvmvS+vvME7Yd/hoxvey7fG6ggMYeJEWbq1RLkVYLMEZtPr2bdKqdNpN+WZMvL8eeITCwFmZ/13X37yx88+qkG3iv1e7537CS/0PXkWevL0p99l38HD6+xnCvH4wxO42GfKysp0itJq4y8uvl4RDBlHlKzu+zdjV6o3GS6HZ/xeNmSjUjOt2uBnyigk2DN9vuQO4I42f/anR7/Y3djapwrfTMl7HTt27KcvsNktVttrX73ZawGpjrVwa0N2TcKhIIEQe6esrExQWnnT6OlB5ObkrL48vHvP0ECKM1GtAS6XK5NJV19qdVqdIUXD97PH4WePfc8e2p89tD27Z3521/z8nun5svH5ou7psunuLPPpAvtuhKVkI4uLs9/fd/zrVtLYTOKb4pp5oyh1Ot22bdtczpWcJHUNNXv2fZ3aPqwSDAYJcROd9IrSZXcU5F6aVskAQC2TtXcPEMjprxguEAhkstce71qt9k3rlE8jVhYCX35q9HIWseTSVFnBZFUZpqq8/vzFqrPn20oLOysv11w+VpV/qLLwYHnR3oL8zwrzt5Vc/ris8KPqoo+q8z+ovvyb+tz3io99VXD06OlD2ZcutnKlqd8re8WZM2feeE1VVTUGs7IBTZzE97UnqDWbEragKKMev0EibS8vAwA+jSGWqgaQG5Wl8u0RiURJihKgrR87gufItAG+3MOTe3gqH087KzKAaBpkHpAFQBoG/hxwFoB9HeSPQPYY5E9A/gLkAAoAJYAeQAGwCX79ly9ffuM1WpUG3d3isxvtxmm1RIPq2qhvJRAIxIuyqipBxbFNw200AUBrRdlYbw8AGOXKod5WAFDJOEzMSDSygV4XP4FYLI4RpTYujXysKKdwk37/Viy3Fk95efkbr3Fqpx1afWNhqctsiUavNDevlABTUhPUjF8PwWCQGFckvra2NrXvkhQ8IjPoCtpMtoNHjgPAeO9YW0cdACjswZ5R5TgtPWUuhEJhjCi///IVsaIcHx+PD+TZmuTl5f30BUGXj09lAEBJXafJ7po2uM4cWYlh7copS21notEoiRRb3K6mJkHB0E2DRxJY1a/n2gKGjMVgvjp22gIuZyQtvYoXpVwuj7kmVpQTExPviigLCgp++gKjVC2kcwHAf+0WABhVrkk0ZcY1BwAodE/K+0Mix4qyunqLrlPevblRaY/eiJDPl8uTFOUYdtRitmx411JBaWnJmn+WQUsuMPSNXPHMMfCxDhnpHb4TciXqbag9XVa2bxDzZmeRjUAoV3KFr6ModTrdm4fviRGMxfhuVHorLy6NhNa26BjobDvksqYy9U90fm6CGJslsLG+PoVv8W8Dr8Ol4r2+NRqNRokkNowkbqIzMWkxbGqehjVTXlIaXWttmODck9R2BgCYuNgo74YtJcobMmD2gmQUtFTgYoE1AmO9QO2/Te+/Re27Su2JUNrtuDrTWJlxrNw4VaYZzzGMFxrwWey+HULkTgHqYw7q/an+Xw4N/k8k+r909fx5a+uftTb+aWvDf2ir//cd+f+p99xfIM/9FfrMP9d8/Y9ln/xr6R+3V378dcMHu9p+91Xne1+3/Mvn9e99Wfi7T0t37TPQXpe8eCtRkqbwpnek/GCyonx4XXc3yH52m/748eTdR2PPZgjPvOynHsZTJ+upnvRUR36moz1VkJ4I6E9E3CcizkMOeYlLXBCRdfR+OQetmCLqyexpBttApenJFD2NbKQRDHS8gM2k4vHdTa0YRGyRhPqGLeQltOd8yfmS9i/2Fv/hs/KLOazsi9KcC5pjBYo9rfI9rYpD3drDKPM+pHF3n/7YuOsYI7CP7vyP2a3ndDO1C3drb1xvvnWzffEO5+pTx9yTwI0Xyb57ACDhV/VWoiQSiaY49/StSVlxSSAuCeyPoZdx2i5lIbPPVuz6tva7rJ68+vrs2oqLTaXn6gtO1xWebi7PRlTnDVfkDF26jMmrJubXkI9cHtqVhygiaM/QdGfFptMKfbbeUmBzXTbbL5lM+VZrqd1V7fSPW90Ek10UCDpvxW6xNtRvlYlOdXkFbnzMZjdZXdre4SayaETr55oXBFoL1aPh2hR0l5LpUbHCOkFUL3SLaT4BdVkvN05iaB2tG9qx6enp+BSKcc+Uk5P6uBX2rUlNba3T9VZ5nANea1tHi0yhcbsjYxO47s6WKzN2m3nabvE47R63x2tzmY1Wld4sn3YoTE6t1TntdJvcThMW3Rt2rH0foK98S9wp78wHe6trHdppFVdokesmkUNtZfViEltO5jPxdAadRaXSWSwOjy8QiiQisUQgEkskcpFIZjbZK8trgp5UljiJwWaxcpnsGGOCdcr4FfatSWdn5/cjiH8C5vgoZWRcLVQxyFyn01dUUTzFnBLJZSKhUiJSqkRKjUCsYXO1DJaZzVXzhRKuQM4VufQmKmaCjBpZcw9bmrbE7NsvMkz1DwnUCoFKJlYrJ8iE6uYGmoBD5rHYLKaCzZezeSqeUC0Qy1g8BVeg4YtlfIFOpVJKxbixEYmAmaDRlyt/q08eOx/e8wDAi+tumF+ZIr8M2p7Nr2wvP42sTEbvaVeWGh/5Xu/O2CxWPutNosRisQqFYh2fwObR3NLicr9VRigqiSJkSWR8o0Jg1cusVBy9pa7eZLAKhUqJRC2RKtVajVwt5Uu4XCGTL+YLJCKxRKxSKmQicXdLW9I9exyBl2EAqGvOBQB4GoSngZcvI/DAAvdWvsvHM697/siz4jJy2+28H1y5LV2xrHjCzjsDIf3KGrjVaPL5VxIWGI3S24teAHC5NE6v/smj4IM7UbWOHQ4rAcAzo1bbKHfu2AFgoKWcgEJoJVLy2ASfzlSJpF2NrQw8Wczi8zlcroAvlkmFYrFALOYKBEwOhycQCcUMkQjPZU9x2LSRgaGwLwIAjmkvly6/fi0wNx+iUpiv8kpqNTK1RgsAKouBymf4rs4CAJ1JV7r0AKB1GkU6DgB4rvi5XMp82AsALs3rIDWr2RqTQhHiRTk6OvquiLK9rU0pX+lqJBQBgLvLwUDAtLwUAIBA0DIzZwMAn1eLRreIxXQaFUfAY40GGZ0+UV6RbdWrNSKZViQzyBUasUgh4ssFXDGPJRYK5XKVQq6SiqzuQGcAAAuoSURBVKR6tb4wt0DCFQGA1x3pbB9w2H0AQKcKWfSV2nJdbRivOwoAMsX02CRj7lr06mJ0jEBU66cHBsd8V2bGSZO2Odvs8yBZTyFqqNFHN3w3r2PINK3VBQBKnY0yxfZG5qK3b9N4PL5MDgCRa9dYXL43GgGAgMFm4q+soSglUrvNCgDBcFQqWsmCbtBbjYYViQsFykDQAwAOr1coV8wthACgsaoZiRrkS42j4ySZUCnhCLqbm1kknIBNFbEoai7bIBYaJUKdkKfisiQMipLL0vDlfJpEypExCPTRwdFXjQdCCybjSgohk2HFi302+iwSegEAjuW7hhvL/uX7AGBbuhd48gwAvM/uWZ+sPGr7niSItXJZbTxS7FJarCgnJyeVyk2KtlwniO4eNo0BAEGfX8QVAsBc6DaH7pwN3QIAEddn0l0BAKch2N2AlXEtLLJ6YpSn1gRoLF1pNUKuNYjkPKGML1eINCqpTinVSkQyHkctlOvFGo1QpREqdWJ1X2N3yL8yALldK7exaPh1wKHb9dqzwRdYibf0hK8DQHcNEgBC8yvfSnT5bnBx5bsM3FiM3ljxK43evrcxn9AKJn2otWuYL1cLxYppnZlFofd2dLDYVKaIThNweWKtQKrnS7R8iYYn0TD5crZQJRWLhUxywG7AojpN6o2tkUqTxCZxiFunnJqK3/bZmrS3tOrVb1UzYWS0jUBCyFUUKmvQbOOP4TqbOvKNZjWXzxMI+DKxWCYUybl8OVeg5Il0co1aopbzpWqpWsIVl+aVrrmHw4itEs148fwFu1ZkkvLtSiWmt6+9uZkjFjPVKhyFIqEytUKpSa42KTQGiULDFys4fCl9WsLwRTzXm5uLAGwAgqcPeh4tlsNiMSwUQDQH/JfAdx6cWWA/AcbjgM8GZDH0l8BACbRkQ9M5aL8IrdlPa88vV56+XnXqWl1WpPacvfKELH8fO3sX82QO/VgV/Uxt8xcnJI2xZXgSiFIsFm/WZ7UukD29tum32nziCWyjYyaz4Z6IMxO0vyy7NCSjhww6v0ShlMk0WrVJxlfwSVw+gatkypRyk0CkFwoNxukACk2cxK9946esaauIcgCNPbz3m8i0XjmBHSzPX7KobzsNDgXTqyVcd5OvWPF+w6hV0a8XI41StErQp1dfVun25Vb9n325H12qLztb3FCU29la0JNXizvYSP2ukXmyRXqsVXmszXiq3Xai3XEKNXNy+PrpketZmFuXKY8K6S+KmVDMelkqflqhe1lrh3o/NNyE+ntQfw/qH0LZy6f5z261vVwehbs6eO6FHyx8xq1TEggyqXTzPq110NHaptW81ULB7C1nY29BP7bebKHjx5vqy45fD8j1AoFL67Op7VaN1Wv3Wi02g8Gg1CilskGxpFahaJSKy1G9OyPh4ftLk49u9T92NT92tj5xdDw1tD5VNT1RtD0Rtz8RdT0mIp4Q0Y8IPY/xvQ/H2h9g2h4MNi6P9mjwhJKjJ9/cuc0Cozf9a27ZvxTVf9DU9ddlxX9ZkP3fCs/9fV7u9gtFX+aWHS1vOF5cda6kIr+isriirOQCqiVXNjEcWzVxc4jf0SGolbEZabcmAwMD8Xv5P8bNaKi2vOnMydJ9+89fyKktKOs6WVh3sLD8YGnJ/orCPdXnvq4+sa8ja0/78bO1HdkFmPzSodJSRG15a3NFQ1VucVN+/sXi0fPV7Jwa3qUKUWmTqarNU9kSLG8M1SBD1Uh/NTJYjQq2jy/0UW514W/0kuaHeTKq+t2YMm41YkVJJhJV8nfjo8RgMPE7VG9DFMAB4ATwAaTH/TrdLMxb3AGW20d3upOuT78JxIuSpJRI09GTpJnE4fg/yyJf68cYll5uze/nTY1Sxusr3xxVssnEipJCIsveEVHicThe3Lrr22Oa1uvNBqNt84p8bSmwbSsxdH/3t79Ob0/iibtTksnvyuwbPz7B/pHynW9DaUGh1aAT86hT44g3X/1vjq6qxoGOnsn+0UlsrMN82kngJSR4R8ZEMoHIWocoa2tKry1EAKAoP9v2jkSApJDBXhSPSDv27b5Vi5TN45HXXk4+hcSKEjc1zuWy0tKVZCFN4UlxSSnenubWMh5vsh/ZjR1Of96IzQeFbAcAKhl35sS3ADAb8SrE0iHUoFyc/mlu3PCNF7No6w2HmIXIOlt4G7g0JpuYuCT821BbXTSIaO5p/4F32Z1rm1qfIV0ohP6P3rs41GMCgKzitr3Hil7ZBQqjIC5b5OYTK0oqu06sTn2k30bAobJ5U7F7+W8PCoECABqJUlGY/8oy3t020LIlPCDTwpVoxGzeEkvU8dGMLCb1DX8rLx5E4F4I7gZhKQJLEVgKv7wVenE19Hwh+Hwh8Oxa4OqC+8aCd/Fq8KfbWSccKpuLX6Mo/QH/8WPZLJYSAPo6hxDtaACYDc7TxrbcU//mcP+Wz6WhXo9ol2+8ld/0hhIrSjqd2tbaTCbjp/CT+KlJPG4CP4HBj3bgx+omhnMnsKcnJvePTX6OnXwfO/Evg/0fjfRvxyK3YTo+Gm78cLj694Olvx26/OHoid1TJw5MHtnPKcm3Mkizvg2ZRnDXIcqE+F0e/HhsJdCfCSGPtaupqr+nzWraesO33zdHnJQPIyUYpBGD8GD7IkM9c+2o6y2YpRb8UhP7TqP8QZ3xbo3rQW3wYeWVu7Vzdxvm7jXP3e1YuI+4/mjg+tORG0+Jt+8Llx/yAjNoHKGyurKhKm8EUS7m9puMa9mA+TE4TDZlKjZ9z3owmkRI5JbwFf+ZsxmZfC3hBTydgxybyu8aqK2uwPfXhrXE53fXmyeSxWZN4tZSSPXHCM2Y1Lq1rzFlSBWbml7ae/MhRaBCEsiNaExJXW1deaGbOwa31zjhZTKZk7gU56nKsBVIT87zwOJ9kTuA4cpb0L01Bdl9F07ZOfgnd5OLmqPTqbjJqQ3qYYY0kv6SJfobt8YdtpyWtoJDZ7r2nrCNJCqt+iCBN49AIMaMDGx4/zJsOukX5SrTz5+1hC0fduT+7v1f1/zh62jvebgZ6yj/ffR6fU9verI0ZdhQtoQogxBbCKIvFPhVB+UXu8vKvvrfCw1fwkyCdQqDwdDennz8a4Ytz5YQ5U/ACcG3CNan7/9972d/Md1xdNb7OtLS6bR2tHansW8ZNoitLspVGPehDMlrP7xnIn8/HlU/bRTLBYyexsZ09ytD6nlnRLmKPXp9jECtaOzafzwHiVm7Q0aGLcu7J8pVAleXQzM33nxdhneNrS7Keb9DLUx/SaIMm8mWFiUCgS4tLPF73o0SKhleEfF5cs6dCbjXXtQrPaLE9A/IxD/lnKEUSBqq6uSyLeHelyFZgu51+UqnR5RaldpsnPY4Ev8xRTwBtSCV/kQZ3i1SI8qXNxywnITXj9ftM0+bZd8rXfF9dGI5YejnGDeT4RXrFeWtyOOmGl5B5eCVBSdA+Krjp2rwmGmlHl7HSwhc8Uk9Fq3Z+qOZm0UyfdH5Yj3lByFsS7PR5eiVdXY4w9Zn7aIMLlyxP7seY0S0rKSetzu0bo8OAO7ejQDA00cePHGyuV93smAl/tDlndVrf5D40GMSiCc6NMyVFJ1X/NaaktOjqIab82EACNmUlXnHJ8a71tzhDO8KaxelWavQTvZ5hLwZKdMn4mmZZMZY75iEAQAPHgSx6Jb6xiKxmoSfqCWxurDYIrGgQYU+SMMeE4l6jYz+xet+h/MHz5TTCgMdgzNyJNTuEVo3FjMwCQAMKqe7rJeEoNP6aYiuQYbsZ5rQ4mfFuobviW7eYFXNVFs2urGoswNHYr4uKyExRqv7yI1jXILOWYQh1lL4lXRBNZ2FlunqSRSmNkH9qLDdsLQQlUplmFEKgaEIzi6+sttsUTLl3UjakSElpGCiE3ycIJc1AJgtScSLWbS6/kEUAKg9P7tkFRliSP2SkNvtrq2p6e1JInjcpbQMoUai1zJ7hhkAtviOToafJxlRZthy/D9KuVwkjEg8wwAAAABJRU5ErkJggg==)
تنبعث من مكبر الصوت موجة صوتية تنتشر في الفراغ.
وضع الميكروفونان و على التتابع في نقطتين و من وسط الانتشار توجدان على نفس الاستقامة, وتفصل بينما المسافة ولهما نفس الحالة الاهتزازية في كل لحظة.
نعاين على شاشة راسم التذبذب المنحنيين أ و ب (الحساسية الأفقية للمدخلين و هي )
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)
المنحنى المعاين في المدخل هو: