Monitoring very slow machines: why 3.5 rpm needs a different approach
Kiln support wheels, mills and slow drives give off weak, rare impacts. What works there, how to read the spectrum, and how early a defect can be caught.
Why slow machines are hard
- A bearing turning at a few rpm carries a huge load but makes very little vibration energy.
- Each defect impact is rare: at 3.5 rpm one shaft revolution takes about 17 seconds.
- Ordinary vibration spectra are dominated by low-frequency machine noise and structure movement, which hides the defect.
- Short measurement windows simply do not capture enough impacts.
What works
- An impact-based measurement (shock pulse type) that listens for the short transients rather than overall vibration.
- Enveloping of the high-frequency signal, so the defect repetition rate shows in the spectrum.
- Long sampling times matched to the slow speed.
- A trend of the damage level for every bearing, because one reading means little at this speed.
Read the spectrum in orders
At slow and variable speeds the horizontal axis is best shown in orders, meaning multiples of shaft speed. A defect on the outer ring (BPFO) or the inner ring (BPFI) shows as evenly spaced peaks at its order and its multiples. The spacing tells you which ring is damaged.
How early can it be caught?
| Bearing | Damage | Warning before replacement |
|---|---|---|
| Calciner support bearing A | Outer race | A few months from the first test reading |
| Calciner support bearing B | Outer race | More than 10 months |
| Calciner support bearing C | Outer and inner race | More than 9 months |
Trend and spectrum examples
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', 'caption': 'Case 1. Left: damage level trend for bearing 3B (outer race, BPFO). Right: spectrum in orders, with the BPFO peaks marked.'}
{'src': 'data:image/webp;base64,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', 'caption': 'Case 2. Bearing 1B, outer race. First signs in June, over 10 months of pre-warning.'}
{'src': 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', 'caption': 'Case 3. Bearing 3B, outer and inner race (BPFI marked). First signs in July, over 9 months of pre-warning.'}
What the damage looked like
{'src': 'data:image/webp;base64,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', 'caption': 'Case 1 teardown: outer race damage, bearing 3B. The arrows mark the damaged area.'}
{'src': 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3kj3bHr53oTMgIqvCpy4EoPuBlRARuObJaIRpPnMZfdRLKpCYxANlGMJzbxQxLd2PUtnWr1Xq7DTf/aR52re4BsxZmeTvW7HJei+XLCGU0MJYErxVsvxwWp9hRD7NO/8+SxvIe81XtHdRx+0ITQLiHtB5IBFYfVBOQ7nOZ7dgkHigpdl94pNj3Y6WjeObGwGLCZ1gi7ZOhay0so5QNz6e7MwiT1iAWb6AH6+wl4ErwsPHhM/A4iFxCZbepC45Qu6dCgzZ76OLzaRZFfZqhkhcXsC+Ue1NRxMOr/w5/ls3fdKnrn0fyMLH7ufLPeJnn/qJ24zsajT76UUHqE3vj8Ffk0r35a7wXKRqmQ77AXtNcWel/FIAva408Dhh2CacSb8dFIgoY/mLls59/h6m2c65N2dE+8c1JhdCyFVaIC8R6z69JcqT4avnCXmgCIb/bLJdpmhSjJlQMYkQqdEIljHLnqxPcAvdehZQbYsNeZbqyApoBoE1Olu6o//MJ47SBhtcMECki4nvOVEuuWFMw4QRj/d74zXmfp61+HV8S3j2DqANWVi7H8FNjpzQm6lopcL+n3uDVM6lmlKilzYJaKjgIVkxPTB9XnfLPIN6TxlnpDp/ugOg5UFKpZNmmispRSZ4sH975XgjR6+k4uia8pMzdPVkhzZeDYtCXdOadbXzHTPUh8lTQFXx+Ez6Y00Yfy/VaDSOd0TygyTh9pEX0VmTuyVEd6YreCKpgg1qOo4zLLMxUadL2dtf6XC5DyIvrCW3R5txuXRp53jJSqD5ouQ1kdau2gk26cuIi/Ia/XYTr4ZhQiiap2DiQyFwW2V4L585CWq9CBN908NhCcpEaD8Rnty34OGnqHmWe63hsb2VqYxAyTHzPFGZ/4SRIfgGeaoGNwNDGET3xG62hZeIFsV80zzmPKjZ25PlPu51pIseeUi3XWl9+hK6t0D5UkBaMFFJdG3zfQaaKtuUhMQ3f6ZBOWy1RVxf3X0d2PwZ9BUe/kZPDWT+vTyDcFmFvi5qGzD07HGZG7EOboAsREbiF1kYJyCFIb+R7aWcEoXIH3KIzoa1+S90+VTp4c6eaLy+HyZXIA6Oi0biGs8CJZLDCb2BgFDzjwbveUehcS+9ks1LrNI+JCqMrJj1uz9gUb56hSD0aUsk9BKKu0bY6wgQrYxgol3zN/60JvZDnyHgPakSpDLRV7qPB+LM2GhIKMuKyseUgE/5JA8CCPKoVPb9jrjOUG3Qy0P6ju/TGrC0uldsCnv0eDn7lwmPu9IADgDbPW3Ll9Gb67FSRJRi7EvRPOvvQMFwWvPQ8MLguKKjokgUN2KDfDjyipCHQgS37NJNLvuD6E59vVn43EQKQenhpZy66BDF5IRmWwZryZIpV5cb8LfGossNMnQCJpa5td2v8QqKp1QSKRfl5zZ1S3NoTlEMvlrFLpFNfGuAohHYHIRttQTpdTUZ8GK/VWZWWs9h4491/cGRPaE02pU1refl/y1wjK0uG+6B0Hsd67wiYCO+tO7nI2C89SYUEA6uQq5JcdtyNl6QRBPaTOJAGXIayuVcL3SVwT+dV7BueJrTAkv2+dkjLo5dxQc7wBNtf3wI+HR4mWuFKFGDGPwA4OZSL9cqDspG2CEq9sGt9/VinmASdiUHLXcCJx7JC1SJpAWJkEwAueBHmFXjvB4G9yXf1Yt2Lf2QiKh/M7BKknlsQNcVhxVmYeFp+BsmikZTauhjgZR/sgB3oHa80Dmn1El1F3puWxqDbF+QYyxOl8R7pM+dkDIaaIRE26IGTfhXkR35YFGnEj2hXEOhv7zsaJ5GYbp3oi3F2C28Y8AAxBjMb1B2aTNrDFcHOo3rjZkY/jJhM1XfGiUu0BEkncnPkCJAbdsnEJMXJsVh0IEFv5rP031VHrPgjgZwrvx8UhebKZQuZhMJy1E/AzdS6htCDM07dob5VoCDlPAyzGV/xeViV20kjXDLQJ4ZcjBR+OvBjlhcif+c1nlnH8CXrmASBgFt30Jcbr6/mwQoblQairq2dL7rh5N5Ul++1PBj73BM9BVklKPnSCiOlzk353d5Gc4Rz3uyjIELHq/QQYb4pTk1rycXAmqUN3cSOLtN/+VpjVtt1/cARqwnXuC8iZDizscUnnCq5qGE7+J13yqBxQ/0OAyn8dTAFr/Qx7/jWIkJXSHAE6dfQrZNynfJP4TwiI9/z4+hv7PXxQ60eXtU7+916NDtDP9yMvNQG6ckNT2OUfQqGHyI5XO/3u/Cjzn/WRNSOwparMK7itQXSfhpReVsSTPKTFvVUZI7jFE6GdY+RmXbvTYX4ckBbSjjShwe+Wk6k2mvJDZ1+2b9dZ28SPjIGQpvSbvKmgY472v4XB8hTXR2/73jHuzBDYYxFWlr6JA9PMTHT/M69gAr6+RPWtyYmTkxqFAY9qbnzJpIvVvrQwWAKzy4+Qylq6rLgdixBXmQY4VvAy70sHekRbkDrkYii7E+wSWmCLZG+g26C7a+S9ny1i0mdSZalV91aCAf8I2tn9mBIeIoA6EBtI/oddq45F9r4G8M+ZPWNaK+RGClCHoftt0DWEoim0VtTMISSt23FoOmIkTDY34IV5wS+pi+PMNf1ahMuAiO//SDKgtrFgezsRDeBOdRiOAiDGWRVpRfxy6jALo45ybm+jK4ddz/h3qrxSk4kmT5Q8jeeLxHU1RAPk4aeFZ7qOVy0l/2+KQoydMDCFcs2e+woeo9nwNG+W0ggqTeSKOYFFu7ITMLBoPxyIb77JomW6nEI46CZeWE16qfH26gNTLxkJFoQH8k0lWoj0LyuxjdWPHdZPMnUZmeN+bvgate3ZLl/S4w+BCciM+5z2DqA72vc52xNGjp432wGocemgfQu+Hcw7Tsk8mIruYyL21pDY54iqa1INt+1jB7+JQ1Egu7D51aaGhQrqQgInKC5VSZjhuMeJFvQLDKV8AD/6zj5u+yxR5j8TBjyjriuYoataxVa8GCKumFXkxS8BID/gpbh2dTxVIFxZQriF63G5DH0cf3snqzyPxiu8PBHgE9I/n0i/2+z4hTC/A+RMDaJkljN+oTEElcJtfYYJUMW2QhpPp203s9DKAkNls7cWatyZxtBFcSSuYuiws9dwo0QE+ckwAyOHIY768d/5oZUDX4LAqRiPQ9uk0nbVSbVKtxY+J8A0sJz3j5qqMScIL5jliDNTFQG8AKKat0GycVrnDwT3vzbw3aQveHus65RX4NkAJbOcBhcaL/z8Pj8J4Vfkk/a0juRT/ecO0uoJ7yKhWcJnmBJ6BP7kOUSo3jYTusQf3Jy9bx4cSYFqQAkqkpkofjVtsFDmatmHNupA+VDG3IOY2H4BZI4BMJJDmUsunfTGJga0vRjFh+dQlADjUU0VBEa7R2oDVYRLA90rbvhDzXNSaoLkNJyOaT2leZgvg39bOw47Glkhh7IhBKvrkFnigs8zC4AEgu/w3H8DGvf8LS3yg0BaYPuRbRm7QUiXZXyBOVNvGAziFFFkpkaf0ACUFzijA7aWS5kSxaV7oVv2WttSZgFPSlykFkqsF2l3y6m0bysQRvdpkNYvPhz8kVzxWGDy0wUkXoMIMwcIif/2ZGz2ummk/tKbjM2SNOO2xPaEkfIcGHYvFwEuG2/LmneHQZG2YMUqvLzZM+yi2ZNJjuirzYAvzhqhblj6kneQtFTlqBQ7Tsfi6ZF+E6U315OCSdCtyIpAodq7hUSpElunuEdCYshVUAN7Hwrnq4f0AHrlG5Z9+vNzyLF4F7A9eSf44f0q8OLP2qqubwX/6HByfuCjdv0hXCr/IlWvZOzlTCyBT0RRpw+syYDCsTpp0POz6cqZ2SWKWJhY9hp8kKS06JkDfZCBvYw3669tQ781t9k1KSYb7MKJ3Vr+7ylcZ+dsivOeG24eOh3YO8GPN+OhDgMCGsgUBGFobqwHxY5M6wLDqJbqdyrQWdZUOZ7MR+PTr8dmy6HT9xQFtYjmqf8/rjQhGoqW28pXxVFg2Lueg5H3tsPBCQqYyr/O3womPXQd/SkQWQwY9Uu3GX+ARPVQxBnlemcv+b8tkQg89Ng6lwlOKICwe3GiywpswikXSg43IrgbBziYtgecGYVlYyBKk50GmJQE3ULHkJ6wK+EMpofwyNs5u5Aq5/Q92hsTyZoUzkJaAqDe+Lxw3PBO8tyZ14Y5eQdotG8FvzVmv6NZYGkEJrAWMSi2Bk7JE1QeDL9fJy1rWi8C52hxlXmJRwndYnQYKxMjY/3Ks/9mal+KfaIdnmFi+uRLaEGVIEDot0clxGDcfO4cDmioRaB3yB1oeI1lsUkhIt0rcWxQ6N7iEv2DgYEuOSet52BrXeLmgHNpYaHbvk6QQ1FcBlOcNJ6wBdaaCq2bcn47O4MESdByThJVGTNxWF53/BGk3Hs8G4xDU5Az6tBifmeMMovJiP4nGHn/0iGaU4Gz+5e8bRuIO1oMfS+W9ZQ8pE8H3sxiHJOI9g1q+OAkpSRJ+t66Q4/aYceJUozEGEjhXWWsmM5dapYiCm7gsiCgtRmNQ1sjN/DAAPeq0l4F7jwKbR6mKQgon3pZOQNm206qNMHwEi/fY/SsfGBWdXB68gDqBcEhdr7trYzAAJVGxojsj/buwhmkOn+0EhN6xjtZxLmAFQ4YwGVXsf5OldzkrwLGYMtPTfG6DnCPLfXYAakSdukHVrnuFeFQcYVDUk9R45BF2AXw9LSPp/iiyBv2jNj/h6wFsnO4dVy8S+TniqB8wfIKoJ+mVAWNtdes8XiKVgj61ln63pRiwyUE8fZc9B2fZQZFoHArC8DUpGscfNfFIH/Z5xvoT1LTzGTMgRkB3GB/nt4x3N6DNgCl6Jr9KLKCOvAEqUNKLgEva/ep1cukv9V0x86RYPsiajIBCSncM4jLGCeQMd3iGHQAS2fu6DGmYR0zX/w+wSyxGVea7VB4wS4aqHx14GP0JXcnremeSRwTuXcDMmLWmbIcqH5OamzS1xWk4+l27IdatngeiO4jRIpUKVRXzd9If/hHkjV0P7Qle+FW71zHmRhFrCBINcMaguVQYZiPPFhdQxH6AnCL91gp61Y5usiRVoqkceXWZI6qcz93VMoWU29IyNyqQmvFEvYqwigK6RhpfE3sJokdhyrONL2wvdHCJCNO2U/aLo/FKM6dBRPiU1crwfUzNNwjz+tUXtwO6UBqyXIn8U9Hhdxx8dSdtBqVrcDHSjXEEDfTQhkHdXHkwfeQaORp5LL9OrBNEfP+qBNzCKnt7Q1P16FI9Azmb2Sf4k+3EfysxUZr8+O9lUGt5g22IzD+dgGc3H2Pc97X010UnCO8omCQYBWunUE9B7blFRwKX8ahIfPbtp2VT50Ms31dXX1bTf0rYqCIS8VTZUUk9cFtaYMMImZO6kC67nnXMLEhnHHeFpa87P2xtqDmWHlte+csS85+/yWVUWhVAjZAqS3F7PK9KMq+VVTVlldi6cRsFWKgk+zgDO7XbK8wNHxNQ2rvOgBkA3aj04C7X6MlkybxttdVIVGejVPcqAJjilK51l2ritDbKSLXHwUC45/oJllmWh1QO5aCg2LcZVsGkYVsrAvLxPeHfNwEMk3i3kXNYgoKPe9XwqSZg0wtqfp0KfHq4HaVNy6jRDRd3gSYxucA5KXK+xxYH4GuVR30GhWO8Lx0YP0WI6RiqB/EsTB+EcwZu1LARhuHRIFCkE4nP4sHj2mcxEw36WNBnNthOtd1Bas40Lfa/Sd5c5FeO89B3AvLq+u+xEJ/O7PHl3vn+0Usn1wbkLLnskQgrGnte0d9J2/d8ojfLzaJuKvL16HntQ7KPSqnK8IFc7bf1J1J7awq3czCqkvc8xLA6tmM7qAJwzZfc5auF2pja5fQ6zWszJK7RM+OfMErbfwbCZ9v4//x53H6sUtfZ+GLG0Za/6mTx5cibYfaz+5IQezQMidwFne8WBjw9ngxuT6pTIRtOj0XUBTzRzd/UNwyKggZApkJAJ/qWOkjXPh9HV4ixMeAUhB0Z2lYhovisB7lbj+xsvrvnm11s22T9Y8rMRgdf2UG6bUit7q8tA8Fe42F3WLEX6XKiBLvZQWKT2CW6I44WGwjQYGDqRmIZjemTB08/j2VYwV4IfUmV1tTWXb8+7SAsv2jspGiv7APNNTBEDwouyTFGZzO5KLPyrX4MpP8t5CuWpaNdT1E5IYLoM87UZc/fQb4gacLr1+oUftAFFJa4+zgLPMumN3J3BjVryeJx2+iPjEjX6MuP1rE3nTuiIvps/BgLz6UO3+1xz2ei1IYMcWfVL/QlRJgLE5LbFrokB/1U9oE7S86iZzD3za7T9/SoXj51RNtPSphYAIJ7tcr5ufPyH0P88Y52VDL7rixeun8SotiZwR2Fose1Chh23rcx7TRjLYkrfF5AdT8krGB1QT7qUlHIwyuOtDeb1C7kKh7iIX1mnwiAKmmTXpPji2JEX57uGu+4zsGGzo1vZITPtTAeO4DzjZZ/J2mJ83Vt5/T0btgSvzmjqaEWMB2TdAkOfB/TzMMp/ZSFxb/lmKwDGoM5OdKHUFdNNHgxbssTtzI7dkaWgSqz7Y42ZCpQrPbxcXHXAG1spjYkfmLp8sTFhBxtMgpGreiBKWpniUpSSL0nhMMF7AJdIcMr+T8z9t0NCryAvIAZyKWmKiASfxl/m5/+NL2AB9kZ6FvNd7zQ7+/duOPk1yAUvKerVDfxQqdmC9Yy+D8Or8afrwIdhw+oa0bct5AKT4h2IgBT9zZIq4zBQJ02VEU1kh6/SdrAe1YRmS/bzQooG1xZJCB/6J3kh+ZQ8CkyNOuy6NqX79+xPLTAEVmuZm+mO/dpQQEt135ceq0ihznG4dHy5b1A5692TlQVEaK4g9tdA6+QaLCvo1glPMQ2m7p/zuN/Cv9Dk+jw8Il3Y3R+EIW1V2+4MccESRJKRueq+Logc1deISCJauu23NJXzKfNRsGs6fvSdRgsiIdXXXOOzTrOn+ErmAlILnFIDDEA85kZPntmDjGHwrgxo0sSKcLiE2Aw7loicY5VOA4AS5CvJyVAP9WSztJZ+yGfE7541yVfmVNqBgQNdwxxNzfKX+zZHuT+GPERB1+rcmqSCkiQ1745RBLjrHMl5hrw6jC2qwbP9H/PR9fQqB8FJUHyuO8XXP3f/5rzeLqOvYjAymnwuR6Fy7phyFTsabqu+eYMlnPeQdpT+f0YQxGsNs0oEoB45d+nf0qe3xkxnYZMf4V6AesL4PiC1N23TepN1ft2007C440i4g/IEqRttm+e5nWzHzFS3vCRTp1LC34fQ9C3LT1NEu6tLut8zhmGrpa+AFNxRSOhks62HUVwG3wvXZsgiPSrg9nTGw8jPTbZv0xiECwi+OGliJzjPApXOn/j6gS519aibxf+iH4tTRr9UtEEMt8Euvrbom8qLXd/OFWe9LkDx5TCZ7/hYqSigaoJQfdsPSoSteT/VzCd8MCFED+ZSpykmbf9u+Zvin66txJPVv5dyAR9ZzDZQ0EO6TTylBp69koNEEjutAW3bCEL/R7AoG3xxPC0qk4DnSa5nGTRrjU7lM3vs0txscyB3Pf2ygMP4Du9YdUfskBWh1kHEI4mt5516uOWVNqOEKnkpAGlWhablOGNqeneQ9hooOv2Meeb0KkJ6JjAd1YKpX+hKNPsrR5Oo7XUYBoa0iJ3WpQTzG+gV/oQOIRx+uoqJRxG1TTvEMpluQBeZWBGXHMMaDE08o2X/nBCwVNnJP8sWSMmDOnVmWIzf+OaRMPueXXsNRro50zz22vHgKCGorqgCU9K2SfOgHUE1iChpvswjvA+nQ1gD3xPPv0yQ+22iWDDXwXVkPwL2jMkhwYUg9WZDVCuux2N78Dt8E5LdzYYtwudcb4oJa/UwTtDGKu7N9UucO2WDwBTYHHydIXatrAiogPPNio0B8mTp3IXK3GEzdIv7tGOGrVGATakhTP0YTSOyo+NnSXSDhc9qpGcYT/mGkpxh63N2QgNZDJqMwHT8Mum+Z9AO570VTPvdAoPfgqXiZDHzCdGD2vtxVFaJlyj+wsjGCeEZzwVt8pwinGydPf6kDriDB1LydCStEDoRM7zxyzSvpEmtAG9YY/kfJfKY3N9kOnjQJgc/DzNfGzstTOuUVrBT2m6gLB7XjZlIPjvakjqx6Tta98YqetKNY8sqjzL3yQQxYMDWDdWQRe/egG0iIUWKKdxh10ejCTcl9FPnp7n9wgxvlSGcAX9RAmZvYQGEg7WTixiaX9gxOGHFAfH+EDf7n/F4H8dPmr+ty+0jhMqqNhUriJui7qLhbAE8/jwHqi9RDIcU/ortMA+X3pZNDYetxQLXI4KOqZj7As3BaYGEOtStqtyO9GuA0rjAMk106YY9QCBxxN0DQkbJJ+G8N6e7iMWHhm16vRGCl0+OXNwqs5+RByBd3Au+PNbZiAhtxJaSHJ6xxiiGoB+GDpLMnaiDb+SW9ath/f4xq3oBzoLhQ7humIHzJlI959qGndUWzQRkUSM8bF1G5TQIpe8n2NUKynW7BEMa7hlOcE3GvoWzpDslyxoMrdwjc2exaAGh0V+7LZvw+stow4q8Rto06YCya5TviuvVf6WDqFET8y7DJvlDuB7iCA4ZWPX78TO/7t4Y0tap5OHDlJkQFfFNQ6I2EKe6npNcv2lR39gKDLPZDcaL+HRn7DPDPLCemBC99peS52H9pJPlfKX+bpHEoe0d+V2XxPfg8yYm9fgTtWaFl+LyUwl/E3yYc8GfOUIdwkWp0yanWxSRRBO1ykOrILltFC9lO3lYg2m+ZcL9QNQ1wsjEzaMIlBryvcxWxNNE3SZzWNGKbGqqs1dfcPlFSELMGKHSYAadpMb65PRJX6JezJp004oft/tMBLhTYOcetSm0tlXakHXbt4QC/9ti6+t2McnHoIkkwKhTJerdoA6bFvWmyrqBKaaoGEux5FzNtj74XPUBFPS1OcwUJ14O1rt15UIkf3YpNLT3YG73e10kLCfgeWDtMIYbsq8VAwuNiysigRSb1l1zwHA0Dlh1Rc/MIB/8d9JXEwHiF/exOR9av7qK/yKN5gh3MhajeP1kzseSzhh0QCZJMf3cjvFhSlTYrzJMoySffqArE6gDGAWVnkrBWLpS5OkSM/dShD5IWKrPMLy+O5iTJC8g6jtwkTeexJ9Ugki1OH2Hg3xpyDF7rZXe7kaRYKJmGERYKNugIpy51y3Yr62qcAbOX4vnZmhMSL7zTpYbQ6ursrCEn/GAwvjrl3g7LonWepS5TJGXvEYsYe1ILHWxynHnfRlaDroYZ45CWi5t7q3L0zStpbXGT5PhavkI1wQ466XI/ojXk4fYUXQAcgwyV8KZNcolmt8fXeVbQHyfBLOV8VORPYFsJlWhmWgZk/sdP//pX7rBnM8weEK5vWdJjRw37howWH6jzkx1NkSPhXQlZfYkkY/PZVlC2qauL/Eurl1lHyrgEpDvuhxkked8CGjr5mzqjoIrEBKZbBYaZc8nXLO6iJ0dHHDc+kOw8jY6HEBXTwq7UDfXQN4ecgE3fEApWkOpm8xfAwiEdzqFgKqw8YCL3/ew0LDS2p6bk83+x+ooz3NSyCmviqeL+UsGelswMV4hqtzcuJQ3a6bNAyUr7tnDkZXBSEnoLcV5/AycX9iiqGxAOtcsTV+j8wXNfNBQ05FakwrVwDMy4goDd8sUj/WfoppD0SdRW75B8X+xjFClkR5MGgtQhqq42SOhFGtx5fjOuM9O+gaF6qu4gupi00n23So1WjHP3i9684TeZqbfSf6+BntxrFi5MFxSppUq4oxhqBuqi4A3WI0QdAs4FiCAW1YhTaxMilPs6DxRYEbYk346gNhms3LtNBWDSS1a7YkGSpn8vcX9HrZL5NGbyBPZVfTztztew0z3sYu3YSVAsPY8xQlP40kqMgqN466ywA2vs0HjyaiPjbQSUKzYkf9R4g3AckF6oUnFHXJTRg3rN7vefvBDuP4amvlv+e8nTqOugyzn+jS/U9lCpMiNEa24g3AYKEakoG8FadgbrpjdvgGutAEgpjrYhISAG0HUfYC/9cAjveK4jPgAOKXrIOOlpvaS1gjhB7Oh3bOutCKTZyvbGtCGLp8qJKkSDn03+5KzirzqykqKNCC/Dw5IVyTlZ0Gx6AaQ39VNW41cQC8dB+Q1A8H2W+x+0BQdgFicHluZWgmig3BIfffBkHVfnkNJT7Txz5k8kJdv8far767OZg/jd6MYkV3gS4BiuOV4h4rxJ0975stn1zGNmtJ7gvz9h7zd6HdljHDOl63sEWMkBjsrvFdNRuEe9tAKnyrXECzfDQf9pel7Xjsg7vRNC6aaKXqJiQnjf2wVAXPSMzDRLiYKuOOdozpuxU3aNqHhXTB8MAUfpGLAz5QxelPGCIIKOBXnYe3wDxpvTOP5E4p3bxdbizYkcFxOmvBnugKwkdjRRcAOknt/XGBCXECMZwb7Y1KJkWF/bjF7wZHO/vpUspaxRueRaxrTADxyW4+9LfZ1ElU+YcemdXWDoJr/JLy23coT/FgS/+OF9m5YxlLJ6YFjRbV9KYP2fYiYV8nV4IVIo5Pr/ySEmdhfzpCOh2AwZRbAUCYD5H5Y/OPWEMhquZe1k2/yzw/p/zmxC7gg3p4riUUw95e75SQEWxFF7d/IVvq9F2/ypVtcF17U1Fd4NfGVvkS/3EywemK4FV65l2ncBWT/Wr1GgLE+KpK5NR/QRP8TL4MW/0lqOxCgziATE8KRkfb4AprOdgoOEjOoFWsQFVRgr6sakwi0NFpb13bq9lM155zljWQhwV94ZXwWAZO5rL8ZcIFFbUhC0CfpoCCh8z8rV39j5onPyhCUf2h1y4lU7zbU740WRLHGxlX9KaHET1qip2SURG44cHahVYkJ1zWnGOaPQcpNqQyy9WIIqBFYYUOP7wUpdlzpvtATqslBpSV903Mb2rQ1wxu48oL4lafotA+dnPPmp6FAIq6CaNGR4SH8TvcNPtpJjoa2zU/aweuzUzdLbdndTKj4h2eZMLVeAFmSgPhRcvtOu9/Uf+NPeMfltBlO/0x6gi/4fuoZkVjMaQS9As58LjvyfMQAkTx7Qx9/By4S093sL8BwO3kprPTlua9/+B3sfvgCaurFI+MKvYGt1KNMxTjd5hyMmwWK94TeLKUGRsVr8ebbyQdhSWbMEid8qS0gzH/grln1djsAR0iTY5OjFW1KPkqL6b+x3NGIJFa9xEOYNzoTjXHA1JVnWhuXUBKFYYrkASppeTjgdAdQxl6wsur+iD6RhPyRuoNRusanxeakmaMSuJyzp662BKiFe1Kaj9+JX1sfF0YK/lkDajAE1T5kNRQR0O3hzhojxc+nTWqC4WG3NN4TDrgbNScmnEmZ1P4tcWx/AWfAbpmYyMbZKdkmWMPA3KWX6hUq2EE//WgDM5vyxwVatK+VbI57ClHKpqLpRQ2W5JrgdkK4bHfDCk6cR9dmWwGktlKEJpKSskDJAPpKCHz53CUfb6LHWDjv6K855Vtt8nrH1F10hi62Cw4GU9385Vclhip58x24nSHI6I3PJmoV4udr9GkkLhRiiPYFPmGm7bRwBeAZDEQyCdvTCHnrMUyzrr2Rdy5gQJE1ZME6ghBnubLwddumFYJZHB6ywC9BCo8f/VO1v46iq6c/VC//VJpuGRrGUZTVPGTZd6dnml2Tpi1uMk13moZqZ257BQzhJcm+JpNxjEP36Lx6ciyLEgQbevaPglB7VWOKrksSV5rWYTavQqr8IeZfxNf+gfZgtI/te5/Q8FkUxd9++DMjQw5/HcVHzLKK/MGM52JeDGkE/Eil7RBkhmRAoABN0oQ5ap2IBs+8y1L947UaBCgsOkbyuw2GBoPSXCSwsJEugHN1djJxHvU0pLwkibwMWMxDWawL/k/fp/7W7ukDFNrLLVq/CVMILLFgF/SZTHgf8xq4Wv+rbbq3BhNE9+Dldf4RMS2P6v334lFvPUpp3OqbTuSwK8w0yjkd1+N8xDh/885KsZggnrXksJ38qn6owZCWDb0ySfNv3yFEmWcNzv6QRU1DF3+aaywKvDfqTmVn9UHK12KnFU9oZDlqeEJ+Ay+Srrd2X0zM7+h+gOkwN/UW2lEAsHqrfmIP1JjP7aDjdqrnQ71w+Ssj5Hl0S1FwMQTos2cS7yvj7vRsg9X/qpM4oAk/Lva6nO4eRxAtPd5HgQKLHY3t2OFU41TrnhpRi/tMNxpz4ao96ApD0o/3Aq/pocGrSLUODQep5nxIRqUkaJODSrJ38IaVVfxBpspmc+hqZq7IfnQcvLKSI13MCloIU1BXy8yNolF0BwnqwaG0d0cwvmj/Z6P4vVGWpPMZBtdpCw66oKXzNiYzfg0JfMunvAe55FMF8Ctj0UUSPBZzcEaK+deDg+tBcGeLEwOfhBDv3re9nCy8zdFaT57/DNZ1GA+ODEx3r183sBQfJsrxlHwutq7qrELCKAcATu6/2SARuI2tXsxcFNHiM8z88EsMs6FIIma0qhz6/XjknME3wvb6jXlqMZe3CUqkTeUbOxmZ2JrV0oVMIbRLKQRlLCvSSe1BXxyRFu793q+GXrwd9G34Kuv2IBkACPQCZPUBQ6hcC9pSwQfYq9jkstmU7ldo5SW9CDD6pt6qc6WHFrqXDwZOrAnsAf96DPTfCSubL6UhX0CR8+h9hDn9o2kAQuE1BcYRqCsQKPoS6+RSufB56nPlvE9sbR//BFJqlhxa00mgg9Vu433Bx54xPfMGzBvWEAOKZf5er9mhDJ/vEHe5rdLvtxg216xiAAAAA==', 'caption': 'Case 2 teardown: outer race damage, bearing 1B.'}
{'src': 'data:image/webp;base64,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', 'caption': 'Case 3 teardown: stage 4 damage on the inner and outer race.'}
Measure often, confirm at teardown
Measuring every few hours gives a smooth trend and shows whether damage is growing. When the bearing is replaced, open it and compare the damage to the data. In the calciner case the damage was where the data said, which is what built trust in the system.
Where it applies
- Kiln and calciner support wheels and rollers.
- Ball and rod mill trunnion bearings.
- Slow conveyors, slewing rings and winches.
- Any machine below about 100 rpm where overall vibration trending has given little warning.