What is MITCalc - Rolling Bearings Calculation SKF?


MITCalc - Rolling Bearings Calculation


MITCalc - Rolling Bearings Calculation is a handy tool if you're diving into projects with SKF bearings. You probably already know that SKF is a big name in the bearing world, and this utility can really help you get the job done right.



Why Choose MITCalc?


This isn’t just any software; it works alongside Microsoft Excel. So, make sure you have Excel (2000, 2007, 2010, 2013, or 2016) installed. Once you have that sorted, you’re good to go!



Standards and Compatibility


The cool part about MITCalc is that it sticks to popular standards and ISOs. This means you can trust its calculations. You'll find a ton of options for calculating different aspects of your bearings.



Easy Calculations


Let’s say you need to figure out how long a bearing will last or what load it can handle—this tool has got your back! You just input some project data, and it does all the hard work for you. It even uses ISO 281’s latest methods!



Finding the Right Bearing



  • The first module features around 10,000 basic bearings.

  • The second one offers nearly 5,000 designs from other big manufacturers.

  • The third module includes about 5,000 models from INA/FAG.



Tackling Complex Calculations


This app doesn’t shy away from tougher calculations either! Need to calculate lubricant viscosity or mean loads on variable loads? No problem! It even handles permitted speeds for bearings like a champ.



CAD Support


If you're using CAD apps like AutoCAD or Solidworks, you'll be happy to know MITCalc supports most of them. This makes integrating it into your workflow super easy!



Final Thoughts


Even though MITCalc - Rolling Bearings Calculation relies on Excel to function well, it's still one of the top tools out there for this type of work. It's easy to install and use while being efficient at what it does!


How Download Works

Go to the Softpas website, press the 'Downloads' button, and pick the app you want to download and install—easy and fast!

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