ldaml 发表于 2017-4-21 14:36:43

解剖了个进口汽车半轴,请教这是什么材质

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5nN1dkYymRT4LvXjjdqSf5COnB3wKm7Vra2qWZeeiwpmbrkTMaza6jmXTCfe0doT4tn3ir3pZgr9+upshS9DOAxEpI2sGuvA+WVNuJ+lWOexmQ/k5CIxxOw8enOowBYKmUiV2OfC2m/jcAe6BM7PSINwKl/075bwD2RF3MboRqGPvvAwExOw8wQZVA7DzABBWwAWIHbIDYARsgdsCGI1kwMwMswGqMBKsxPEAYA9gAsQM2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2QOyADRA7YMNgsbs87KnSnYcdjMU3dVNlGvO2Ae0WGYWVt5vSVb4Plf2lXz0OJpVT22Z4cvm8D52xp2G/eFm3KCOWznNO/65MkBVQ026c+SufK7283TiHv8s619mH3v4qphe7xHY6d9QDg/q6FFwaOJdCMBZJPcPadYLLib283Yyw7eDZTpk4pL+I2ReFc44T6wvrHGeNHgabAxxAuyY1tQjy/p9dKOMD+e5f24dh/Z1F7LCMnAuXpnnl54o+1iYRQ80BFtGuX3dYu5OLnSYYykRhJe78XMIefqJ4UIEd/fIpw3+74a+cQ2jXCtUfwSWbJ+uRausO7O80YjfWILKckCUIuZh5HjwhYZJ4AJyry1bcXGqXD1rpMfYzEzCN2I01iC3OidgHIzno4uxBO2ObwfP8t7h71t5JkjEGGKS9vU1QIfQJsI/6fFgxSBAH066xgzdFRgdC+bBSWGzD88p2jfb2InZf6PS3KQhlanEW5i37FhvDDvU4Otx2d87UyXOyLm/X195exO6L2sTrEPoQnMeReHwSZrNw9+unGv0qrM3bHEi7ejf26OhK13VLjG3DuvJ2WzqTj4vhZDaVcuzbubqUsadhv5TvHNZ5J9XvSEafSVLertsoUrvv3U7adf0l7Q2+yq5jprR3uJYE9X9ZeBdal9QFrjYKK2w3Vc+W5AdGtNs5kJa2q0BGMAk9OnEaPj57W40B4L2B2AEbIHbABogdsAFiB2yA2AEbIHbABogdsAFiB2yA2AEb4JYH2IDfxkjw2xgeIIwBbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wYbzYbX4+V642G3EFx7wZWZpbnmbKugnd+SXZb/rV41BShk31Kdfen5GnYc94Kd/oBBflZCyhpt047VyRW96EdY322n3Tn8+kzBtxlY27WcICUic8HXfy9wf1dSm4HJs1rnb9DGvXiTMvYMO0dZtBNehX+gZwTBCzfxFRnvqzh+b34Q9pSyUwmKW55c3H2YMcqF+uvTTWG/GDLI5WdyJj5TUmZjcJ4R/FLYLzPbE0t7z9sbu/bYzG1v/4N0CbEWInSxDlgbO9OWkmBUUTD4nvvgEqGOgS18tc7e4N/WTqGNWJkWGM9sB5VSZPpaKH8waYlM0P0UQwLXeOmAlidsnxtXhpJrvPjRtxI/rE2g9GcjAHmydlH9llckbam0bsljPx8Kbt/R7PW2udEPoEHIyr3SGxEUrreTMyo70RYqeNo1TIciw+6TNnTpwvdPrbFIQytSzNLW8PWAfsxKqgxNfe6JF9e/PDupUpdsK4+ZnRwBe1idch9CEszS1vfqx1ZIaWztRy+xD83a6yjQi45U2Bd957djoPwy3PME9d9x27DexGueURdKD1s9lJ9cqInbz3gPq8LDwx6JLSRP1PN8raTdWzJfrAXHUVqZ3fHMgIJqHlUpyGj8/EqzEAHC4QO2ADxA7YALEDNkDsgA0QO2ADxA7YALEDNkDsgA0QO2AD3PIAG/DbGAl+G8MDhDGADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2QOyADdVi31yFFnwqm+801oSgjJmsIXf34tRrsymn9/JoCWrqGkqsIROWjzX2kJ1t0098y/Dy8JlcjtoVj0q/A9rhUnUa3h3vOlD+w6msIc21tHk6E9fbUFPXf0+XrFaidl0e0egzNXU1xVc5n0BSf5noSy4H+l5LIXUdujInl2KSoLaEYm+ktv1nTV2HE31OjDYRq3fX5r5bTV1DYRjjrANXd9+tdaBC+yq1bPrAPMxv4djKt+85cqSoqVvCiXFE+P03Doe+fGrpq6auRYu+m967dtmUnob3J/eodq+PCmVC7HXvTwfdX7d/ZI+Y9PilI/vrH+XAUMDu/tRNGMysyZ9IdExifAsakGDPFo7GeSN+msfU1O3F6OXkRra5Fs9vD/k2K+pWrsakfWt8jq9fhIyd9L805Hgtg6w+YD9zQEgRnZDf4vpZvFz3XPSauiVoh3T5xJLyfRTnUszZ1aaKupVi/y3m8H7FSH5g0LLi+WMj3rc+T/6autWciQc9SD6eXwXeXSHddUljZWI/+awmQDMAoVewDwtHEi+FBKs78Voi9NK6Qzm7aLx1pYTFU7fas3WNxsrEbk9y2sO+2Wjq21BI4Aud/jYFoUyOuS0cN+LKiLd3da2mbhl2w7JAS6V1fY0VhjFn4kKH3I+3QePy7r6VT7E+K+0UvqhNvA6hdzGnhSPtyp7LMVFO8nzx0ugdxcE1dUtxlqKtpUN7I6/FhX14lNdt6alZkynBLu14S0fmtXAR3+6smmUgz1EvseD/3paRNafh/fF2JHt2UO3GS+K9EFU3XlpOvV5T1xH0O0G8KZTfFa2pSwywhvREa0pmt8o/0VTWa3MD5D/zXlCfloUnHF1S+vGvQbfYE9e1Vfy165q6RNxXWxKdsiL2Sm5dvqYugfR3Eor9cBo+PpVLjwAsF4gdsAFiB2yA2AEbIHbABogdsAFiB2yA2AEbIHbABrjlATbg5wIS/FyABwhjABsgdsAGiB2wAWIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wAWIHbIDYARsKxN52ZvPz+MXOefoNi3LSa94flgAQJJnJLa+i3ZbpRGddTwNRCVNL19T10IYEnU55BP3EtwSXaixIb9bkdczl9/NSpfUlG3xHKk7DAVCe67GO8na78izGfVDvlfWtpm6cVq8r9R0xQOxBo51iXwb0nZZCatCJxVdPebsZYUfJbDXNTVOoj5q6Fif6PrEPitlbLmlgj8zlllfRbjKFtMQaAczjzjIFdWJf3Ym75hs9itu++AjMwKv4ozW58l0Heswi+pmy3aF9mJ/qkf3r97vmbt/eXIq83uOJRskEynffAAnmcsuradfeAMEIvnmSQ6Ci1QfttPjzsq2HpGNGTd0B1Icxx9fiXxkk0R188yOn4DPx0MwHXkVTtRA4bywB48Iir/+lFiGthpCJWJat2G5XQobUNDkSz/T57Y04SYq4pm4dg2L24+t/VHz2eCvu/zYvjQIj+bI4e9CDGImQRt7z3+LuWT3xidbTwVo3vgjjGnn2QDaOknCOUVO3EtLYILHLLojvZnS/6bqj+4HQK5jLLa+6XW3h3whTi1MYY+gSEzNjhFYS39fUTWM0NlDs3ug+Al/o9LcpCGVyzOWWN77dnXH0CkzM5nDAq8HX2GCxu9F9OL6oTbwOoXcxl1teZbvGQt3uarqly7ZronO1a72++yVUdf8mqqlbTktP8jFURLPBEG1amAX9foe0rl0xuOXVUL7TWW4gRpS36zag1HW3x0lsatm6tpHgOB41dR0ldYrd8rzGmhIIO7mD6v1MICh9u1zvAfVrWYTXJC3mOrETZe2m6nXu3trdVa/kOlRcN9GHzvpwy2ugRzJOw8dnRMwOwLKA2AEbIHbABogdsAFiB2yA2AEbIHbABogdsAFiB2yAWx5gA34uIMHPBXiAMAawAWIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2woVrssUOeMh6AGd4+mcktb3cvTr02m5JNMjqgDyWudjaPpCvJ+ol6fkn2hX7iW4aXbsykOvNSlR1iWrtSqk7Du+NdB0rz1pGTsQpzLW0au8T1ttT0IU5Tl9VK1AeXRjH8jMkL2T6ePlYmFV/xVXbJLAM3tJ4DLAH6XkshdR3sayOugckL2RKVFXE7l+ewPjjR58Ruc1N6Cs6129QNXjN1czd94VXu7+iSoe+1DLxR0r+iGVHW4JKg+oOZGVn9dof2oV9DKWHb13IKtui+dtzwZTG7lyP727AE4GAS5nLLIzsX46LxYK0hnRnBF+GMN+brw/H1i+rDy7XKzy7nEJc3dLC1eH7wfShjdve3jYHZ+h/92QRlYtcuZiVENt9yphC+lpug+O4bIMFcbnkZjBnB6u574gaYsQ9m8nlyI48vhe7fgEm0GcLqTnzvqFi5GuPf4Wns3Smfiw2P5+JE3p2ru2frnNeyMvGA88YBIQVH102GD+LFuHntC2skRuZhj+JcCr9zpWfzQ1BX264fMZViH+JerGz+Xq7PnOlU8EjCSH5g0BIkWT1KoYfXar+ciQc9aD6eG0ubmM2TMrHrMk8jjZWJ/eSzlOxA1v9Ym78UEHoFc7nl+ZDQKXyQIcFrSuj76IOPtYl/FE9JtW+E0nrec8lorEzsPZOPZqNpgMOZL3T62xSEMjnmcsszbMSVEbqZJEbM14dBbnnWWTsdYvsaKwxjjKuxvL9ug47IkeBWHq0vXkrhi9rE6xB6F3O55RG0I3ouhSMnhL7Q9a6qi5nn6oNzy5OPBu/45iZai4vEg8ZaUmZo6UnG0GV4u2R2ndS8llrbNLthveujcMurI1jn9q5LeKrd2nn/7qqqG6+Rp18v74Mjsz7vEa+z53dQDe47hpudbQrd8nwSLniZXay4DN/wmBvq37LwhKNLSj/lYk9c11ZJCamsD6l6tiQ+kNJP10amq98tdgLp7yQUJ+I0fHwqlx4BWC4QO2ADxA7YALEDNkDsgA0QO2ADxA7YALEDNkDsgA1wywNswM8FJPi5AA8QxgA2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2FIjdd0U7FS0fAZ0HUL03kWMbKGAmt7yadktd7Xz0ZzrrBZpqSl+i05J2CfqJbz8uhZmfisxPVdadXu2wKT4NB0GQM7Eoz2IJFe1WuNq12s3W0Qx17OtrV1Mtdj8/X03izEOG+r8UUrkN7WuRIMqpadded++i9/fBaSgnStNu63170w03JjPUx+y//+pHipdiGOwJ7R1ErC+sz9Dx12/KLGL7U/zqeZKnqWv3xCRot1rw8NNND2R788O5bHjmB2OpF/v2j2hS0DcOeiux0t8b7IO5nOrq2h3jatdFuWPfMCrEboSt7T7IQW/1JX/XpSYaPbMo330DJJjLqW5ou9WudvUkHfsGUjWyf/um7Dfoi5Np0+rbhfjcvBJAJ6E5Aco8jO5WGY/J++S8c2YN542FUetqV4vU0ZSOfXVhzCdlJLb986uJ1798Spnn7MQ9+c5I1s8v1jzs7OFVWUNub8SP4IRgJF86Za52VVBkMKFjH2msTuwnOoZ7vBE327THjYrl6Y/QSOpYfNIxz6NnewahVzCXU90U7fa62lVAQu9y7KvEaKxyguqMxORMRnSbosUTCjuL1/hCp79NQSiTYy6nurp2B7naFVPi2FeOr7FKsTvBZt3xjr8KZaYW3uFueWutHwm+qE28DqF3MZdTXU27w1ztyih17CunpSc5wSiAFu71or7e5VL7CW5Bv7WpZHbCvI2Ark0HuOXVEGzwTeSWV9NufC37Xe2i9hOo/sabR7nXFf3tEoVueV5jze4afTE6cOiwFnTGO1m29J/xd4H6tiz8a6JK6tTWiZ0oa5dwO66upIUet2lLq/Fax77Sdh1Ifyeh+BOn4eNTHbMDsFQgdsAGiB2wAWIHbIDYARsgdsAGiB2wAWIHbIDYARvglgfYgJ8LSPBzAR4gjAFsgNgBGyB2wAaIHbABYgdsgNgBGyB2wAaIHbABYgdsgNgBGyB2wAaIHbABYgdsKBT7RlxRIsuOks7D531u0sTd3DkAt7whfZjYLW93f9quJ0tnH+gnvr2YVHZNbj+XpqzJMqbzOqZTn3kpzcryr70LpafhMPDSvtE57cjJWEdNuwPr6pLNB1nhlteVbzJ3HsquctMJk8sxbFR3KHeEBUDfZSm4HIvv55Y3rA9OuDmxm9yUrfftjeTnEs0I2ybUDfNCKsrCmMZOxLlotDkW1y/yppkgaTzo4xDc8ubqg6PXLS+XHtsaIvwWKU8FTFAXxSG45c3VBxpTlf/WeLe8dB9mEns8oS2ZQPnuGyCBvfB525fZ3fLm6kOGpFuevbGCEXzzJJSbV7oPM4n9TDw0d6g2DSsEzhugRdYtz9gdbcXNpV6poZUeMhzr4CDCGIzkIKLHLc93Xzyh6OH8t7h7vlPzBkn41CGNvbvYIfQKvMnaYFe7FDXtztUHnyK3PL0wolYUZXkR1+JPE/LIoKdleGY09q5i94VOf5uCUCbHIbjlzdUHw3C3vJ1xNvMMz3yNvavYfVGbeB1C7+IQ3PLm6gNR4Zand2OPjozJsFsS9Z0cW3qixfY6+neqHG4joasu3PJq8HYV6aR27F7O5ZZXV9cQfCZBjVue29hSr9vvmtnUKnTL87A7VF5Jdtz7mUBQslvF7wj1a1l4wtEldRnqxE6UtasorRvXs6X1gbxmVClwy+vZQUb6Owk9DnEaPj4HsfQIwD6A2AEbIHbABogdsAFiB2yA2AEbIHbABogdsAFiB2yAWx5gA34uIMHPBXiAMAawAWIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wYbDYN1dps4H26yYPH5iWpbnlldetcsCrcNZroJ/4DsWkV2untDNpydImTofIyNOwZ7y0b5Q+rijPYgk17c5TNzYh68grWuGsZxh3lc0BWz3RHYy/9cFC32EpDHOq66em3XnqZoSdccBLDrT2RoqToxLjrrJt3OuI7tyCtN70dxkEo6Sh5yL3U9PuTHVTWmowN0H7u7mkrX79dF3DuAnq8VehUnU7IyeVEH5sQnqQZmlueVP2t113iLPeyNWYY/Gp6fVW/GzML3VC+J6E9L7LBqhgLqe6mnbnqmtvgDoHPJ+ks57H6KXHM2Vbpi1H1J3sOx+kgMMGiBnmgGfJOus5xq+zn3yWQYuELEf0XZi7izGSgy5qHfAsPc56BGlvvNi9uP32lqQeWGxrIPQJsI/6/CM9K4guatqdq25DuQOepcBZz2hvvNi9uH1LvfL87A2+0OlvUxDK1LI0t7zx/U054Dn6nfV87dEdNB7PaynnmUQGTu9tFJZjqtOwD2rWuGuoaXeuuvGaulu6jHVl3nPtNuglTH+l02hvmqucXGONgdinIFi7tuc+3tuoMxArb3euuu7GUDqy/U/cxOq9WG+516cTu/lCI0aW94RO6LLwBKRLLLJasRNl7SrmqBvXS2vK7bamSzDaa5D+TkI/IMJp+PhMMEEFYBlA7IANEDtgA8QO2ACxAzZA7IANEDtgA8QO2ACxAzbALQ+wAT8XkODnAjxAGAPYALEDNkDsgA0QO2ADxA7YALEDNkDsgA0QO2ADxA7YALEDNkDsgA0QO2ADxA7Y0CH2jbjSDmQ1bmV5xzQwHQfgllfhVFflgGeg3Oyy3ul9Ovtvg67TKoPc8rxkpU2Ovk5c2rKyNGuHRddpODy8FHF0sjvzLNZQ0a7Rhk1N5302SFcXJzHNGIU1xOnvcolyUwlTu3JDEtmr7BrLf9hRI3b1ZXNf4j2gfi+F1EWOBVVPTbtGVP1OdRlhR9l6Q5ye0jrJ6W2QgZjyRlrd3Qn5YSG2P0VjmTQFnkcOqEV7VhFeHvzjr9+EFNqI6zSs3e3ND2fq7BkPWGwe9sCg4uxC6Uq+22OT1EOY393lg0+RETt5I63Et69f9YeHurCFyJiwcecAw5jSfc6nrt0hTnVphvb3WHxt7F624uaHH/zr75ExsEuLvRl9qdOmUbJMGjMDMhOfE0EeT8T25sROKromIb5TB3usoPJ2Mn2OckkmaDfpVGdvluEOeDmOr1+EDKekMM/tpHR3fyvbXYvnjAtHUuyNtYd+nB0rDxnqVdPgMJxXjowDm1dkLKZHh7esuxkBZ70FkHWqG+mA14NxajSGY9SHnC0kkRC7jtfN48zEV1PG7QVgJF8IPU51gx3wemiWM+Vx7aD5qtpsIobEuibpKRb77peguYoLM871I2equL0fCD1DtftcIUPbLXCq85/qqhQ44PWyET/oSSKP+695khxfixctePF4K/zI2OgpFvur6sj62XWwiY0k4+L2Mnyh09+mIJQhDsEtz9DvVJej2wGvANOvL5/ax7U2pW5g9vUUiX3zRON4+8vZ2GhU3J6h2QW7sktYvqhNvA6hG9yCQWOyrP6yk8PB4qlulxYc6IkfTAb1rmorirC7nOYau2XOPif0XiI9ulUlQ0s7cuT2MIv1wWJ/csPAp3xTyW5UNBX15xIf2qezXnQaDhp3rpvz1rHTWWcgVttumVOd26xSr9s+dW6ABX1JYNvx3u9qO3DL8w7QFCP40JnM+zLeCYlK9ux2tPdOUD+WRXit0mK2Fz/zfkxJu+H1C0u4Kxq3mRd6oq4piS/gbqTuegakv5PQYxan4eOTXGcH4CMCsQM2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAtzzABvxcQIKfC/AAYQxgA8QO2ACxAzZA7IANEDtgA8QO2ACxAzZA7IANEDtgA8QO2ACxAzZA7IANEDtgQ4fY4ZZ3uByAW55B53LMG0o4HcXF5fiM6G1XUuHY10A/8U0Ct7wDxUsRRye7IydjHTXtxmnq8oZwKl1eWd8q2q1w7DNkr3Irj15nEkrCHWjcCX8fqN9LwV2Xfle7Goa16657VpTNTVObz7O/XZPHsvW+vUHTx8uEMTO65YERHJZb3iHQ69jnkRH7XG55YByH4ZZ3CAxx7EuLfXK3PE1qQkGlYxbku2+wZwJXuyRztUtoJ5efl8E175pIDiTp2OeRFPv0bnmEtiUhtwY1V7D2NV3AeeMjsBVbGSnIONpddzIUm1Lwm5xjnyMh9pnc8szosfoszIPSOqklbiSM5B+EswcdbrwIo8Gzh+dp54IUMXQ49hGkp1jsc7nlkZsZ3dLGIvDoVNzvtJNaYEAFoWc4NLe8wRjDsgnmAiT0Hsc+o6dY7HO65dm7nEb0rbg5UfGbv3HgC53+NgWhDHFIbnllbK7mi9FtaNzh2OfrKRL7bG55zY4Yjeb0D+ONqcKY7c2l9a30RW3idQjdcChueaXshHOB9JzxdPQw5iaitksc+1rakSOth1nMn8Etz+7I+m0bM6rQdApueXncue7b6TQbL6n3YsrbdQSfSWA3puz7/Z8pqaO+W6zH3Ov7dcvzf37QKrkbaH9QP5ZFeK3SgqwTO1HWbqqeLemOlNUrbrfWsU+B9HcSiilxGj4+yXV2AD4ibbHLEa7Fe/8bgAlpi50e5UZw9N/3/DcAE5OO2Y3wDPv+955BzM4DTFAlEDsPMEEFbIDYARsgdsAGiB2w4UgWzMwAC7AaI8FqDA8QxgA2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2QOyADRA7YAPEDtgAsQM2DBR721Xt9PTU/n10eiWu/Pe63M7AQA7ALa/CqW537+lDl67+xvUzrnraUa9VBrnl9aJTkOm0ZCrVWpAyL5077eAYdRr2jpcijs5vUU7GEirarXCqi03IXOq6VH9tyj79pv13rl0v1V2urmHEVdZfUDesDq7zNuoTlbcLPCzoBC2F1EWOBVVPTbtGVP1OdRlhJ5PcSqKbKCdgd3O1bxhzvHT+0PEx+/aPcBm9dXJ5neN92gT2gMKMQ3LL63Wqs/nd1+LC9wkwbi7yXd/7QKVLl1L10ltbo7Bk/vUw5bXLM59ihNiPhbJbUh1+1XZr5NzQeDKNyr0N0hyGW94Qp7o0frsul3v/IGnyyW/FzQ8/mtffI5NPftTIftLcRtRh11FybmiE35HA3nfUABVYQeUF8V5ueUmnOnuztEdw5caocO2aG05q6imcoBoTC8fx9YtyhHk8t5PS3f1tbE7gMUrsxknv99MP8XO7EivS/u8n8URn7sun5AEJuGl8MLJOdWdCmbbIEfhSr5LQCgqZfYXYG24rHh/JcPq1eXrIeUPz2s1JvCJjHWG0Txf1IWcLSYyL2U8+q5ju92+xXX1Rd/H2Uci+th+HGozkH5AepzrriGiM485/i7vnO6UbSepJIied9qY5vv5XfV6O2b6lV7M8KY9rbgo5QW7abIzvEuuapL1xYtePqe1WqvvLhbhQA31D+CUg9AnwJoGTutoNbbfAqU42rv2zTHkR10ItYFDIYsdE24dwrmfmhn7fNuIHPUnkcf81TxJyY9SCF4+3rbDHaG+c2L3ZL43kKoZv/tXqsC90+tsUhDK1HJJbXr9TXQ61gCFpzetMHwom2aZfYah8/FUoHzTXhq+9kWI3d91KfJO9tm7Y8h71BwJf1CZeh9CHcChueWVOdQ12l9PE3G6Zs+WgZ7VEXfAb6Filidwb3aqSoaUz+WgZhdp40JsDZmMhs7mxTwe8GiY4DXukfKfTbsgk3oupbTfeuEm97jar1OvpTSKD24QyG1Z9G1tNXzVdbQdueQOhXS/b+LJ+JmCgE7QsPGHqkjrl9uJn3o8padcJMl2CXdFEm7nBUJFoP1Pf3Uhe6fiiSH8noccsTsPHZ2TMDsBygNgBGyB2wAaIHbABYgdsgNgBGyB2wAaIHbABYgdsgFseYAN+LiDBzwV4gDAGsAFiB2yA2AEbIHbABogdsAFiB2yA2AEbIHbABogdsAFiB2yA2AEbIHbABogdsKEl9pSrWVgmcWXT+f/gpDcjJsdil3tcKTZfo1dy7Sbqpq/zRlwF9VyJc7HXOu4loZ/4tkiYOBGp3Hp1xGnQDsVgjPrysfBSyHWmmuvHpZhzae2yORUj7cS5Gx3qvRI5xfkeXbs1ciwWO6G+ZJjLrxYneoh9Hlo5EEeJ3V2rtqiM2NpJTFMDYi4xqXzjbZVxtWuTEbbRaYUey2L25tF0Kv5+p5vDM40Ch8fuXlzebMV6LSUyGWF+9rQrnc3PH6WSlnTYDnVic8SXOe51USR2Y9kHDp2duL+8Edv1s3i40C+Nos6Vjky95ADqbBz1jUdCfc46c4ylwLxAkxe78cCRJeX35EhMNKaYFGl8pw7Qze7+UtxspxXWEFc6O0klZw6ql4oGtFfuz8se7VQ57rWJtKOiGY9EzK5isVR8lYjdOmJ+xbCYfU4jg9RpWBzaPMDGtb3XoQIbH7tSdu06JpK2Taed3MQ3ej3oT19fjHaKwhhrwReg7nDZ3bt/hXUEPPuu3dGGui0rMJLXsfmhw5eJo4VaV7o2Z+KheSzQgyFYTjx7UO2RoZjWztnDs4rDA+3UOu7ltFM2QW065jqlcN44zRe3j6IT+ShtXi2OpUIg9Epk2NCEmhRqmOtgYk8jkEGhZZ0rXRI7kWxbO6bJmYgVOu5JurRTJvYe5CPK64grQ0YZv7P0tykwHOvAjpJe0SMqCVU+5DPe/z1UuNIRmyt9oxXcWDV1U6Qc9/q0M0LsOXcz/ehL7IKV4Iua/jYFvCMFrnT0pDf6a90cyaVDV7flmLf7JVSwECx12l3Zbse9Xu3IUaBNzcQm5aimP5+fNHg7qdGsxbFPZ73UaVg8HdfRTvhk6bgEDbauVzGaMGq6djpDPdi6tt28LtwmmZrM5o5vyGmndZVbO29NKdmdcl/IluQZ9L5MUf39QX34MAQrFbakxCpLyamPdSFL5oOputmBL9XXUu2UDMYBSH8noUckTsPHZ5IJKgBLAGIHbIDYARsgdsAGiB2wAWIHbIDYARsgdsAGiB2wAW55gA34uYAEPxfgAcIYwAaIHbABYgdsgNgBGyB2wAaIHbABYgdsgNgBGyB2wAaIHbABYgdsgNgBGyB2wIaW2Gd3y9vdi9OwzYGJLUFInfvcIHTOxU6XQ5uX0Supa5yq55VIZ1Noh37i2yKTIzCV86+KqF0vpdmAVGZTkjoNy0OlIRx6efLEqedy6exc6rt+Zz1Tt91ffaxQDxNpp1jshOr4MLc886VbJ8omRi1xTZsP6tfiKXafG4oTWFrs7v22gBPuLJJGD0U3wHTaKYvZm0fONG5525sf7pFq/XLAx6HMWe/sIcwZ74wPvmcENlY7RWKfwi2v+XLNk8S7WWzu7i8icAoBi6POWS/EWBat/4lNEybTTjO++6TSCDcl97hIpKwujKPMYyub0lhCubZNmQvqw+JprtvqbRXE1zUxbTd9YYwijNHVNe4LfTOxegdDtJMXu3dg9QVSYk/EYx0xfwtTr3BGBbH3YAcpdy1C4Y2jTOyuH6501if0Z3rrGQZqpyiMmdwtj5aRyOBq/SzeMsZLvj8OKKDCfW4uhjrrmTA5dL1LMkI7ZRPUKd3yqLNkBkvGVhD6zOTc5+ZgqLPeRiithxPbBCO1Uyb2HuTTRI8q7RL3ZyOuTGcz7m1+Z+lvU2Ai1s1Y97nRVDrrWaxTdd9EcwLtSFG2MfFQQZxnY8IgdkpPSkzMF7weOjNL/EnFPkidhmWRiacn3cfoidnNsSLduAWMVIhtJpqxXnym0c4osbuT6R0wM9nITXJzr0PsdVjR2AvhxBkORnaQkiUlwDT59gypwc++ltGT60te7DmN5F4vEru7y/o74EgsPUYnI1GnVUqOMx/Uhw+BGaj8khCmE1iJ2D2RhyXx4VhD6XqG/pF9Ou0g/Z2EYl2cho/PJBNUAJYAxA7YALEDNkDsgA0QO2CCEP8PfyqlBh3APeYAAAAASUVORK5CYII=

wx_XV8PZVp7 发表于 2017-5-8 14:46:41

Mn元素含量好高 超过40Mn的范围了

LINFH 发表于 2017-5-10 13:35:35

应该测得是日本的,材料可能是SMn438h
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查看完整版本: 解剖了个进口汽车半轴,请教这是什么材质