去缸活塞泵 发表于 2018-10-3 15:52
看不到照片，估计是安装减震机构的，减震垫一类。
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MZPZZ6zFkcmSUuTE7S0WnQ+SzL47nVaRIStVqtOh/Yk6J/BCdumVp0JmTNDEvzdEZxyLdF2Mn5sj9tbESwXJ5cv5MxT2jlY/gqnpknt9jdIjk/ZL+On7oyY9lEYj+CMqFkTJJSPS/6Rx1yWTkhv9fFYsjPVPVHkG7/xf//EADsQAAECAwUGAwcCBAcAAAAAAAEAAgMRIRASMUFxIjBRYXKBEzKRBCAjM0BCoVJiFIKSsTRTYKLB0eH/2gAIAQEABj8C/wBYXnYKTjLVUeqfWuI4q9EYC7jJfCk3sofT9a+2F0j6erwvMsT6L7vRVJXmPonQ4d6ZtZ7O9j77BJVvhUKpNfd6Ks1Kqo8d97tmS+G3uVtvMlJs3aI3YbqoYQ4Wd7FPuPPh5I5ryqRbJvG1zgzRVhqswptdJD+Ee0nOeKF+A+8M0HRGbWSmzJbBIUoo7hTFRubrPP8A2U3GZskpwGyiPoDwW1FN5Y+44t4K6WXUWiFPmSmudjJYLBYLFUiehUN0cXlJjQByt/bnub3H3PCimRBmwqTxVYWYqhTrjbxz0QqjVC+By09zBXo7rreGZTQwXYLfz7rJ4y3F13b3ZTpzVWjsq+ZZWFocrzSFMkTQFlSqNJUoez0q9EJVLZvMkHvEhk1DcVE2H8K47abzWN080HNikAZZIbZAHC3ZcvtKPw50yNrZCdclSH+Vg0Kr/RVqqBXxEp+krxPEujgvNe0WwLqmdpyvRMeG5qr0A3XcCviMIHFUJCyOqq33atCnnxVLamyjbKlBsNpceSB9oIht4YlSgs7nHcVIHun4YB4toph/Yqs1RwVFiV5yvP8AhSvf7QvP+FWI5VJs8wWfYIEgyKdDAIp8zgV7PfPxAQA7J7d1edjLJMJoSPceTSRM1fqLynJc7cVKZkvM5Bt52Cq/8qs1QKtmi/6UFpq2+JbmZT0z4jsOK8x9ViUDPZOKjA7U3zE+Kmdp3EqZxVVelhwCNMM0C5ocJ4cU3mpDw5ngE69WQVABIZZqd0GQzXaaJOJxTrJhQevcgKJ3TNLfZ2cSUZ4zytDpid+V1OZOTXY0UYfuQdMeeUkxYJ2ijOJkQBIcUdEADPYTpmUmk6o2FQevdRmhhzE0wXYhk0Dyr5MX0X+Gd6qE+Iy6wBQogADTIbK2o0+TWoeGHXeaaZfescCo/UtHplnZRulFM5sXYo62FQurc+EccSEIfgsIrM5pmzGdRfJd3K+WG90OAIwTbxlkXFC61r6yBC+G+/Kl0iRW1jeR1UfVO6goZ52DRRumyF0LsjrYVC13MQg4yTgmSPtEpcQqNinqiKTYbW9yVSgJEwEV4uIAkEPEaHA8VHH7k7VRlE6gma2M0UTosg9KCOthUM89zq1FQ3mK4XhhJfOf6L5z/ReGDfAkaoyopDih1L2nVO9VF0UXsmaiyHondC7KBoUEdbDooeoQ3DD+1DQKAJypitl3ZSUToCouYKdd8wco+iOifoo2ih3gRga2Q9Eek2QO6aj1WFM1CG4g6FN0UOeElQVV44qJ0hDkE/kVFBKfzYE7RHpUbRM42Ql/KbIHdNTuqzsmahN03EI80xMQQdNROkIJ4T+GaBy8II6IdKidKbZDQ0sg6lN1T+q1mqbpuGH9yapcDZNRNB/ZBRZYo0moROcOxkuCd0oWQtU05WQepN1T+q1mqbpuNCENU5kS9enOgX3/ANK+/wDpT4kOd2WapkntaK42ezzxuFBQkdELIeqhqXNQ+tN1T+qzsm6hN03BY/Ao8J0XZf8AqxCd4bS45SamPcSIv3grxCRJzVQKAGeUXhZCXawJnUoaOqh9abqn9Vo7Jum58LZuyvc0b0njw/8AlfKZ6KjWjtY/2cH4cNstXJoxaW4Fea47moJ4kruoWqCPJBN6lDTtU3rTdVE1tnwUCKcXN3JmBflRyc592RbKnuRy/wDzCexUJzfKW2BpcSBkndShn9yanaoIaqHqn6odab1KKOdogQTeiGQooEP9LBvvFg/Nb+V4UZvlpXJUTQn6pnUmqJ1ILuEzVROpfzpssLyiTUnYq5BhynTmhFi/MyHBN03xVRJ3FfD2xzxQ8RjmyyKc/wDUUGZ3pzTS7AKJdwLk0ruE0uwBTy3AuXh/denNAgTknPAq7gtsyWwK8bG6b51ndQ1VosxMlQvl2V0VGVFdvSHGSkXKQJUyLvUUXCG12lsyxwHGVg0+hbr7gmccEx3iETOFodKcU/hVrysDYLaxBOSLiWOifrdhPgFJsS/xa5sqJzRhkhvgUE5fze5XEYJjTKTMLGzwmLKWOiHG7lwXie0ShDJvAKGYPxIgfV67DfixyOtkm9ysL3MrytCwYvLLREt2h+UGRHBsUcc1ggyGQ+KTKmDU32UbDw5vxCckXe0xdi7ohDhQ70IGZKnxdv5FXImOR4opxslTzVtrYTmqZ1UpmWqBGVUHwW/EjScImQkrz2ucTWbipMmYkUUmK6oOOX0F1ykdtieAa8DZPLMKc5qklkqyC2jT+6LznaYbm+JCP2lB0H2aTwJBzsl4kUkk4uUh9DJywpxtm0kFbQasPytmQU3GZtqtlklN/p9Ls7KoL2i2mka+7RUYe6+I70WyPqaw2+i+U1fLCpCZ6KgA+miPGLWkoGy6Zff+DJRIjZTaM7IrMmysmFWSjSlsQr4/KCIkPm3PxNRgftfdHoFDl9zw3cf/xAApEAEAAgEDAwQCAwEBAQAAAAABABEhMUFRYXGhEDCBkbHBQNHwIOFg/9oACAEBAAE/If8A7BPbsxLlHeP7jSBZEC1Y7/zUcUgz8yoqbULmKGTaMu2/m+SfmPGGyf4nH8bSW2fwNxHVfUGLH7ejNLXpy+ExlKMM0YwjmVoZaVShFaO4H9xPJ81CtXtT+5TqGNQHuQTJfsf3GKE8YQRMe5YB6N2IsqIhKzdbRPEYnXICMjWGqyYmE9A0gFrW04GxFxbKlE1vMZrTm25DepbgfqmDb7GoL7Tv9427WUSzTVHz2KmzSeOSWVBCVE3PZ2UwcsTdnV0gaqzhJkFNjPfH+6GBmKzCrXmG2myEMYdDozEpuRuHpOhT8TDJeyPEnGTKYotYosaaQyVOXfNXOiYh6WR91ejjrDP/AGqTxLIsuT6ExKNMRvrOenZmsB4fDD06edZiRydYxwvucxDngx0co8qX3hsFb5uUdFg/LrKzpEMQmkW3PSFYtJYN5R0QcBMQJZvxLAaBH/vUisQXr5nwQEZc4zMMXTkSkNrUYG3pa2RLiWnARINbihuVE2FefFxKgJeIJ+GX1j1amHgdH7lhTvmCyoSmYJOxQN2VmXLc8sCA617AK/lCCLVOHhAfqRsyg5UfKnut7Noi2ldpqAHDmGx+KpZOoxrQqM10gjrGtia5VOO6JNHzOjeZHY3ZL2t9YXhJTevxjtH3L6b3hBdhD7CHOrC59HF5gDteHsgCAR2Y+lo6T/UcdONPuZHtk5fZRf62HOJZvBdY8IzbXlJYZq60oDAL1oqDPWWEdkd5oVsp/dNCa7TIoxsHwAm4R4f/ABmAh3zL59jycP8AwhKQSYHKJiquGUNIdaxNUc0ZFdGK4H5msig4eOn+pcNFf62jTWdgTXp8wLYd403PuHw395tVdcERoTa7wmkk2t5jkjBSZW2Yz8OH79lwMxavbhFBUKnH/GgPxCljvEyL3Jzh9XKzVFJjFac1H1G/mLpb7gHa2MzZ+C5SdWVXBXSpwoRqXzA2C+0LtKHTliGuaZklDwzAtAHEXlLDoz49km0CMvADOJVHRbpZq/yhu/dHLilDX6ilKNx+XXEyrtyFlTLzKWdCx5QYmhRCR1OuUEnerDV63u/UbOWXp10uWzGhrAyYevyPWEHig2TDDUqiNRV9XWHU1uJdMwiMO0ITTC/r2VvanaSD9NlenVTfRMBS3alazQmcju1Ut9of78RkYcW7Q7o0tN5wEeTv2lgrzN8Nc0S8xiwxAnuQv69AEjuW+sMjAnUbR8WsueHFXY+yyloAZV0iEBavt9wRrsB5xGqGdM0lqpOUzEQgLvnMoQwC0K3iJmboYnBBmW0KOZ8xKShdNB3TQ6M8mbzF9s2vFngxQGJ7TpJ1xQTx5tePs3TFJYrBml6zFoHQm53Cq2NvKVm0il5Gm+LsMo2uhYQEvamhpcyJVbl1pxEDXEUD40YvpiVGUA2Vve80FTj05DEoMNenoqSa0N5zXaOp1TS7pu9l+fTw4q7P2QuYKntMwNq8QNqaJXXiad9/6omMZ8yJClENDTFo51m34BlNtgirhftKato8gm2hW3vSbypcWTpoXjFq/S8/Knk5pPDl66H9zM9vYovwP5n2A/ERLWUOMw/87Cj9CJ0DfRd7Ra3fVbQmVI8QLQcPubHa34jsdax4CebDy16DyLrX9y1N4VM9HqQMcecJ5KJRtLwvYq51fLNdzLaC0fkzQ6HO4pRqT/J4hKRRwsFpuCpRkeZ82XxN7H2DNB0QwVaDhLlPnTabyXhNXZ6NhV5QngM1MPDPYOTofia3NRU0c92WUOGZZ5tR0n+vxHb60DEuLJCjFHfSusDz/pzOBHfMEK2m1Vl9Pzot6tYaHacnMeRPzvTUe70R4z2O1kTNuieZfrYK0vefg4iGws2n+DxNppUy67HSVpSCuqIE1UfUXRmNI8h5nUdD08uZYQyni9TFe6eg37MdVa0mHYexZwP1YPvSZB4MYm3tzLk3EzljDJzcr5iB5K16wUCsacayqLaxH1KvmZ16yVcea9PIQYRVE+ZrcWzyMuLVeMXDfsw2b8Z4z2Ll5U+pKt3biVEOqaCrnmmRopwQaehLXVOiWNuukG7r8jNfdMX6M16jmYdJodppi/mib2dUune3pB+VEqFbrlLOjDwnsAZetLxbRtzL0Fsv8XLc/cAa/lmAq4NmYbhat3Y7S+gKhymzLUBDpLoWovbOkxHf9wmsBnpcxiaWmVe81mmPUFRR1+kspUSGDr2g6/XVPGezWgxkrqvFHxKk7C80mjSeAz0VBFg6GX9THYRo/cwDsKf4YIQpQ1pMzu/M13XK2dmdIt/MH1kp1QR8003XCZYQxMVdCQ55jgscHAMQNQ176ezgracU5Poev/GOuEJSIUYBWMvaa4BCdHpPgFHcOmxB9gl+nU8f6J5+auRo8JoHUQ2YMsy/HaJ5fsd/eSkC/wCHELF3i0PRNzpdtIjawuZgcu26ZybmgzQp4EEz09GYTJpeUr2ymToSjh1xC+a4a3HfOTlfEHK/8XeeG947W0TJ8LDGszbMIuNsunWNQAWVekwG4uCo7dNlmqMpO07MTI4kkawZWXFzEjQB+OqAvRDE8iabIJfbmZ5NNZoTxXvrWQX2CC7OdT09KGiTEEt5c0d7qtLeg7vyl+g65WpYZYbVrKTIOANYZQ3bkGkmXW/UAGMenVELCaE8F7yqnM2/E1eifmDJwz0JlNPi6FazJsRhpUCdbmNwnam748S3d8Nu8Qy/URbsK0Hdgtxh03AjWt/rrmJ0rb7GeB73yA9LLsTOxT0eh6Tveu8VdPp2P7g+sKr5L7mWtDpCwwlCUgNhxLqrsdVgHZ+s8QSiWu2rNp83J9Q940nOJgEGPoz6h6aSw1Noey3y4laHwoky3xNYO7ER6Wggfgrh1xvcd7gHzHVZi+8s32ZDVVQbMFaGuuWiUiDp0dGWAyeC/fFdCGTUu3/6jh8jMUVVelZQeTvKG9PScttM06qYJpxvUHZJdxLUo2OsfoNHJ6fSL/CDPR7wBBSNt0gtSlKOqkM4B/AOBsfETdLZRRr1PSty38kBYHP9wVk8zhWlnMC3B5xiNdBwepUNVsdoJq4m69CJNYhq9DghEFBofwVpYmqW2CWsejdqBQJSuukpaIAb+eWm8zKXaCxoDqMAAzMEaIACjB/DQFJZLJVvslgmI8fyPodkJdULehNAZzhFKQOkUqvrv/IQTJNevwimv0ej/qQni8P41YKBvTBGa1QfSttbGOygYq4Gj0YgaL5PRcRfWV0aNoKl6lzy6Yis6i5t9B8a/aGwViOLP3CKRsL4fY//2gAMAwEAAgADAAAAEPPPPPPPPPPPPPPPPPPPPPPPPOsvPPPPPPPPPPPPPCn/ADzzzzzzzzy8nfzsnPrxzDzzzjkHi2wXoPPxZZzzzz/CCtDXnVwnA/zzzQ9OZC81yvoFJ3zzx7uKFk28XGf7Xzzyx3dECGXvpm+BXzzwW/X+tGpDYRrDTzzzgXaFOb6u7ZpHbzzw/HPKYQL2Wp8EPzzzy8P4JhiTTGuU/wA88tawRYgc2VFyMY888888ROxfNMUFHN888888wrsU6SEYeF888888hXqlH4wTz/8APPPPPLeTZJS1Hot/PPPPPPEiByAhRrPPPPPPPPPH/Qmn/PPPPPPPPPIPPHAAIHPPPP/EACURAQEAAgICAgIBBQAAAAAAAAEAESExQSBREGEwcaFAUIGx4f/aAAgBAwEBPxD+0HP5MwOCUxfZs3BcT4ssQrokRw+TMzYPcyM0R5iNySQzIrl2+WduHZRluCMZuDiNb5/U1GUtss8XJPkzOGxbdwswOFm5LFIXV0i6lipe3cAceGDn4YTVk2WYws+pdQ4eM2brxuEJndj7lsLDYyWIOLsg2x0uKHgTTaEUvvYAhw+7VQuk3ZBtHK4vENOSFlux9yAg9yu7vu6TPV2icXjc0RB9RDBxfyo4/Bwkz1doJxXB8Dlw7fV91shJ1u/+J6hu6LG3wHS4PgmZXwS1FuAP1Jojtuj4CDDcHxW9vw8GXiccw5GeC53RYh2mUQYPPpJHeMbx1/ywjObJonCyT6mbsEluPnyhn9T/AKuY+2IEbGfHnRYhvzc9SkIlD2yIrogdYiOl7lSpMi3AI6y/g3HD7sNJ7T/hjrM2iDCxGCK5JPxEHmFs4UJAP6X/xAAmEQEBAAICAQMEAgMAAAAAAAABABExIUEgEFFxMGGBkUCxUMHw/9oACAECAQE/EP8AEMvp4vci09azi++C3HuHJk8iYkR0hncAREjLzcXJqy7uOvMCrAxOHFl5SeqAkbYmGJjjdryIc78UMzQNj6/1I2sWm+9K93ehuQzcMcSry+Dg4vnZDBDECcywgsZOcQZ1eG1jxxC9TYmJ82Y5WMDLxLN3ilyTmE7smz/v3ZV+JzDq5gt3iNN0TN3jLEyxxK5byKe1l93tfhG1kdRpukwcvEfCzzHvOCM45M+8P02QpcfCDhjUd3SWbLY8Fgxs93oghMRn8XX8/wBx3aF2xp6HBeIcQPSglt7IPmNtqRtjSek8GfJ4hLr6b8RQxhI22pG2zHwseSuXz7mHn/uce44zDibIrj+VxaLEtvPS1fN7ei5YMkKDK8HR9vxJyD8SPK8zyH0MgY4DMqwu6QcR3JjMQBZWfOD6C8XVvYeWah8lmwJJh5gOPpBGoW4JuxldS7fxf//EACoQAQACAgEDAwQCAwEBAAAAAAEAESExQVFhcYGRobHB0fAw4RAgQPFg/9oACAEBAAE/EP8A7BOAEwWqxrAK0XtZpOWuLNeUxBJACBsT/taotMMQSKxWgYzFYigUrS+Y7btX4P8At4nH0csQ6R0RMUvoxW37U/5SKBXASgV27D2Ikg63njzKQjqjBdXOv/uWGI3Yfmb7+V9GFOj06AXm+OkVZsJmEeuI99Sgsj0QyW+v+AZK12dh94mRXwYGxfdx+YiF/qgv5mOngNj4gAo9T68QAoR5P5Mp5rbwEcG4sj6A0etwwqzgAdjHxB1GcFlPrMNHVv7yzTgK3pAz5ioGwlGDKBx5loXB0C3zeyGLZeMRvYXRpUC+mZXWiV5jWaqc8xSjllJiztjc4VOUYW0uyy4qSgdst8d4UkADlDpyZSdIAqnybIBuFs1roNZj6QBoV4jdjciw+Rw+0+ER9T8e0POWEsf4RsKtrkDq+r0P12YGW7/rtGgUobxE5YVNN8UkDgt8QDKDrXHV7Q5cpbfb7ajEMO1vfNsA5TKznoTPmfeW4l6bliyW6Jw9voxzcRVsj43GgEaAG98k7WQ6SowoDoHB0j3NDBDdMCozHSMKFO3FRpQV2RiGS7wrEByKSn7t4F/33iHDxKDDkziD7U6r9jv16+1IAjY6/wB+35Yn1Uo8q/3Fd7rpGsWn4ghSUK6Xm5UC91Jj7D7yzYxZm13DCR6xdqh9G6naKAIjgpHGXrCAtK4sI7CwG92z1dY8wbGHTR9oHhSoDy8xNXBVLc7Hhy+ItzFQ5U33jQRTi5R6p0blcWZV9HqD7+JaiIJXAFaA3X3h2FWocwvgzuADR3g5bVO7qj1YLlyI3kKf9xYpeIiIvJg7fO5UpTRhB6/SFLAWG0FcmH37S8TDdVvvqMp6ib9LikXSDb1MRIlL0xmIYvjD+1HLchNV+DxK9D4xLLM3tfOGWy0HoShRE628S3VHAFgCOc1PzGrGxVr90pyFtup/EOQTS1d/3OVTbWYDJXt+1KVQ/gA2xoDxS1D/AORNLIX/AL8S617Uw9QdmdPp5cd16erd+5LnfBfO9nn4h7Hpym9tZuvSpghZ4H6la64hKpznX2jpzeR9I8duIPmV11dWvollYLEqKSg6yvgoZTSdnm4wCit3HdN08MVJlDkcdmNG2Dxi+hR4CX1noy0O51mVzHhPnMyVZ1yjBVwETDxEBBMVTFO8295UHMVQDWS5OeGyHwIzS9c3r55gXDBuzvo9LjyvhmfYDNwlaqP1z3+n8OEoSFjAqPkLXw78NQcEcV79GPTepZqBzavXGGUDM0037xppeWR2V+iDB+MtmHP5m44cmHXWbbFCdT7TOFxA2o3d7mvwzoTje9QeocthbtxmEUTwSriNWyt46T94vmHo3GsHzDvx8r7Qp5ejWP3vGlYvK8us7jEdyC3zrrGGgvkjWMPNtdJQo+961fQoh/v8QkQpMQ/wzcCkSxlCBqs28GF2anJBywrnFnjoHeVdpLtdep+Ie9Aq/rcLK1w8kuBI8WqAxu6tNPqVNICrbXaC4MgN2Pnqz4jjCKvHJ6TK2fSmuxqXd/oU59Yb1GqLQV83E0Doy+CItHq7KDy4l0lIxujpMp71HbQMhuaNU4Sr5MxSF7FTAGFs0vAvMNfwO0FoRI2acGNHPvzcS2hu0g1/orRm2wBXfRCztL8EFqm3DXBjBuY0V8jYd+EmLYaCqz551AS1SavTJ49pYtLWKfeURZeLYrn1jldNXFHpu/MEsWdz2qGdMgut1bGACBbB8Vj8y5AXWeTr/UIy9epf/YUI9WArsed9JYopoZrHUOJYtW1yjBo5K3zWoLrvYDxuzs4OKgsVxGFVUvKxk5M53DX8CkVkYoirAMGGDQf2tx9aV/knNPrfvHsxocAFu3OPaIWswsZTBwvUEQsfSu3HFarWIkepa1y29Jkos7a5cfEZAnjiRig9V6xsFsEtrfYPvncqiBuwmwF6XTUBRoqGrDfUHHUmaghbR3RNrXFXHmyAtxd14vMtIhoKvnby9LriW5ahuxWuXm+HPEoNm8i6Rw+dMdIWJWy2+V58zZhE3ZNpS9ICBAXbZek+TpXeEWrFTr/4hr+ABVtlOucSh1oVfgYyi3fnWTylYahPIXJZkU9rmcKzmqoBwTB4/WBLnCfeX4M7FvgJqmn0jkRDHKNgHKnF4ZiSjLTWVWe3tFGJM847w10b2yqRh6Mu2XiDbFCy+Th941GAAVddovk+tWwNcFC+4xK5WF9JfiYBWRadbNMMAJouJRTS7vW5RYK705HOk6Y10inpvj6VwSvwIVlTK53hh/AJSe0ALct4CEykPI3SwM8E63GUAAxAMXxZLhk0Az42zHstU2uKMx3zx0qTYd5mHBRSXDhc51EBRcqh5UL7XGJNJVFemOKOcwWGrkoCU9ufWLQKvLlFoo2XNTReCKqqybTWa9p1mTc651e4K7mUz/cVTGi+tXmAT0+ExjcKrR6Y6QiaZosrVOzXtBlUoMO8bJUUyXrS5viaWGJ6KHYhu4OtDD/fmLVKtlqpMnCBUJMwgWGt07viMDiUwkS8dGBqmClBvVP/AJzKMmacx4XFekGlwqiqM6z9YIL046Z1N7qosBgIAlm4jmnHNwzMsE7suhsauX06cUbqm9P9QUQPicPDOyKMxA5V8wcuahs2ZNbr44ldUrzCOEU6rqmYdpYo1wL8xHqfdxM+Ohqa2fL2jxUwceW4dtfWYPxb7xMkczT2Ya/gY0pMFYm/SDNSNevB69JQu8CkFFVkYzfpMZQqoFmsmNrqoR6ZdqgXeba+I6LhsABW9275gZCUOSrFdl4i3DQYcuF7MwM41xm0e7iAANi8ttJcsrYOOXnzLlbye5CX2oXPmDL6VV2lLR6zYQ0tLpfWXsXa+2mcFCzz2qXIDV+0w6VeymUCVXKVeLdwaApjtMqdX+jMCvFfdSHZ5R/A7cPlh9ob6SfcRkpG4ZDa9o28P68MVj55rpoMoVtjRjcARhjspbg9PiGZxg3RvPtcMrVV9MrxDSUKB5LRQktwdRzmpjTjLfpK0cjfMvcCux2htrrBwR2phr7o6RaG7/e8TSBrr0HMpnG6n8swMXn6MIO0/MYi51MxObM9mMDyr6YYrbs+n8Aibuen5Jh1g+K+0bYQwcH1X4mL9ai15N5eY73GjDZXpPZTo0WxWOvmFYVJd1l4x0iAukHA1y7d5bqSzoIalHeMN1++I0ELz+2PrK2nl9mUYqomWmt0/SUvHDHYUDI+sohl0Wz7dZQMYa2TLGKhb64mNybTPhmAmAa8vWaOe0yJoxa7M013V7jL53P2v4PPfZP5RYF6nmlIyVso0gYwna7Xa+IwnJk7P63EJJcoc7BSbpzb1e/iPJ4UL2uLrUFSFura3C5YaUrzRzCDKvP1rZMhG3mOTzx1gJFolHwy9CDWVTBz0r7RcucxZ10fBlyqW13sgxCW0/qOl7Ba8/Extf3cLdroCvLDTkQajt3XJ4Y960Nq9DMOx9D+Cz+2wfiY1fzK/tAQ9i2X45glXL+18eInKs3xi4FMlp04e+eZZ5LovkH6xCGEnSZK5xMF9sXKCD6VAQIrCnuOTvBaPIw81ZUNIr+tQKZwernvDS8tVjf4lbaHLfNcRGBawPGu7G2MpY+X8TZ5C8bjS95XnzAgsglv7zlpKuppWrxPoxBEtXbyDDR6F8f78ykOI9GBYDUzQi4AuTEaTR2Pclw2hjOtwAuZNVpHXlId5UtcLV9MZgzSIxrDm/Me8XcIRRKGYac5wxkhWteOj9I3PKQcauvWoswQUvs/SoLRnp8zas1a5qXKdhbyOvzXECWXT6jOc0U+9wWAvT2uEqQlnzcSxHwU5i3px9JlZ0LfZn7Dp/BhK/qifeZ7rr9yYviBbmBsd7iQq1gyuvfUbdq6/wAwg0KbajUzQtW7tsTudK20F5OmS3pBAiheWU/MHYyF61m9o6sMA+te0xELx9s7ja21za3uCkxSL9Zt3wGbOMV12nI5+yFFRdV0KLnzDcFV2etyquclfXOIgBQW8Iiprp1xHOKz4YiEaV06kxP9K/gqY+hz2TwzJpmmqKl/uvW4lfEgqshdveAuR6J9CfUGsO+YUFums9pbacqF62GnRM9ccqXRZpDIcCVSQyDjB32jIgItdM0udzFNcTmgpEMmpt0Xo79CcA2EvghUwoNvMVkCwweIAcW67OzBmW7U9KhRtYV9YC8tBmMdTEwvvq+ZyBZ2djMSlbu6bPrGaCZYd8MqHF3Lqr1Odl+x/BxHF55n8HSytp37tpROwOi9X3n1eF+sG1vSPoQKKlbFrdgW8Hoy8wS8YsOrpk+YuAtoAv4W+mGGhJgpLSp10PmausE56KUHWYMZoc4hg2t9S4B7XmKoaa5iFt96BOX2DWYGpGjXWyFBcGe83MVxOtx5o45qqV1n6yvu6TviIrGuzsc10hWFCkCtjcqE9T7X8YgpACcDL5H+EUA5123r1OvmWdqFRbo8hjH+glq0uUcnozWQUNhznJD2F3DaBRNYEuqxeNagp4ux7sIGBkUcCd5alDGgCt8nSYumg2O7NklDxzA2BYP7rEgLhHe8TEg0/jLGDroP1YwKHEVzmKs4IDfaErA6uqvPEFsGtpVRD+3UodL3ax7xVmwPMW/K/wAzBxYazLb1yeU5hLrI3BdqviBmqgPSvrAwKD1c0XzGW3N94ANbD2qVoFwt6/iXXrwPA5z5is6FrKkhiw82xAOV4HjUudgDYXV3KMNpi9ZeIKQf7mSgBpm/Thg9Z6WhcIHPtLtQIvvFYGvmG6ehX5f1Upj/AHP5gbLCha+sGKCjC+Hn1uL0H2V06PvBog20KOafvA9V0cuNx4nGRujHvEaHJF0aujLCdTAiXbfZriUxdVFrovvEBguiji9d5R8ghcaujtLVFySrt6cYiRtGinluAgvFUGnVyz4duToLeMblGiUsLV5eY8UFM5F+JZv3cNF0+n/NrLv/ANlFSr8dSWD1HyywACZs4ub2vioyDxGqgiygFaztZuLUmdlh1L5qJraGMorW2HMtFFNtnQXjMyoYaAo6eaqeSJNZ0BlgzXxgXkC5nAeOjnYuveUQnAoi1V8/LBePcs8sz6eGh6fQ/mrxrbtiWcXAJ7Goc9XY9oxb6F+1OZkyu4TN/aUsFaODu4iwtSNXK3CZOtRhVoD45ma14gKgks2Zpeu71ltbTejyRwQQqhgAhkRhiAonQwLxLOgiWDh5Xx6vAsDeJbks4dJoqPYyHxBQdn8vWJTtCzsOJZKcB8KStNMB9m4a2AtemRjO7M37SiI3PRRSeElCLFSXrhHD1OOLmCGgGe0L3IvCkJRV+Blz9IIEjBQUe5xGiBcBvtxx2gpBJTRODS6P6mNI5dS6Vg02q5YUiA9mYLvFZMHOcx22Hyz/AGmAHT+bpIS3cdRYTpTpi5bgUSIrApwDWP8ADwCi6Z+72h7k6h6A495mQijGPEjxJfjGw/YYsY9g8iuYL1zvQnBeWsnXU5DADc0D+3FT0iy1k80cHXdEGWgKtKlHfOYmUIXdysLVxy9O0uE2BGjAbCzPWanKHhT6Q/mOC18d4BW4qlBeoa9WhzdkzCQuPZnPaN4wQwzpXd0hTDowKrqIDZuw3c6DBC6TPXOpeqZUaCOCsIca+0r0DLxZL7auLsbS6r21KFaQO68e0Ry23TnbNlNHLvUpq1SEuW3F8BBEjU1eE2DgP7mZNCvVODxy+kP5+B+k2uo9Zcku7afk5P6V4DgCRN6DmPiWdY5cB2d541/s7DYwhWPw/MMaVtFcDKK6hs7xFHVbu6BDcEVsowH7zf8AjibGmKm27dM6fSpiAnW216BjEZSuD6L+nvBpCoDAf8HEEMrTyPUisnxjD+/ty8uk4AZ319z8mkh9HzRT9ojI3ygklwgr8R+mct0dDoTMpPTE1JXrFsmu0fTSwrJznK9ZQ5wOb5hIACgMf8bkSbEwy9J+Ks9HXvGuoN5rw0xVPMpDzg9onoe0AcPaDwHtCCW0WfSUr0yV+dymc5O33fwypBVl5Xr/ANCoBHhIU5fa3fSZv0NJW2Xev5lFQTSsnuT4aI+n/MZwY5pRL7WSke2Vq0/w/CzobrrnJvv01KijAVNm6R+ZxCtc+Dbkb/w3BWhiYFsH8w+I1Fb4suj05zFQ1sfH5nAzzTd2O+S9q45gwuEHOVbd2/iJGCJcI2lO/wCD/9k=你好 图片是这样的
看不到你的图。那个台阶应该是定位止口，在钢板上铣一个定位止口的台阶口，钢板上的定位止口与电机法兰上的凸台阶之间留出1mm的间隙，而电机法兰与钢板面是贴合的。
要么开止口，要么加垫片，要么把法兰台阶磨掉
晓昀 发表于 2018-10-3 19:12
看不到你的图。那个台阶应该是定位止口，在钢板上铣一个定位止口的台阶口，钢板上的定位止口与电机法兰上的 ...
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图是这样的图
五亿美金 发表于 2018-10-3 19:30
要么开止口，要么加垫片，要么把法兰台阶磨掉
请问垫片是哪一种垫片呢？我之前没用过
楼主错误理解立式和卧式的差别。你应该选卧式电机啊
看不到图
因为螺栓和螺栓孔是有间隙的，没有台阶的话电机会在间隙范围内窜动，所以做一个止口，你的安装板上也做一个与之配合的孔，这样电机就不会窜动啦。你可以看到那个圆的直径是带公差符号的，标明是有配合的
默笑沧海 发表于 2018-10-4 08:10
因为螺栓和螺栓孔是有间隙的，没有台阶的话电机会在间隙范围内窜动，所以做一个止口，你的安装板上也做一个 ...
好的，谢谢你的回复。不胜感激
702736 发表于 2018-10-4 07:25
楼主错误理解立式和卧式的差别。你应该选卧式电机啊
立式和卧式的说法是不科学的，应该分凸缘式和脚式，和垂直和水平位置没关系