Trusted Manufacturing For Tight Tolerances And Tough Materials


Anyone can find all the formulas for determine various, machining speeds, feeds, finishes, sizes, and adjustments, but why bother when Villa Machine has them right here, intuitive and ready to use? Our calculators are 100% JavaScript and HTML. This means that they are fully browser based and don't rely on any special third-party software to work. They are without ads, or malicious tracking. We personally use these calculators more than anyone else, because we need them nearly every day, and having them here gives us a really easy way to make them accessible to us at all times. It's especially useful on our smartphones as it's designed to fit their screens and calculate on input, so there's no hunting around for extra buttons.

Our "Surface Finish" calculator is really our most powerful calculator by far. It's actually two seperate calculators but most of the time we only use the second one. The first one takes an end mill with a corner radius milling up a slope and outputs the radius of the scallop that it creates. This phenomenon is better explained on the actual web page. This method of machining is very sensitive to runout so if your end mill has more than a few tenths of runout it will be cutting with one tooth the whole time and create a choppy non-uniform finish. The second one is for calculating the surface finish of a normal ball nose end mill. If you used the first calculator you would put the diameter that it gives you and use it as the diameter in the second one. The real beauty of the second one is that if you input a diameter and surface finish, it will inversely calculate the step over for you. On top of that if you were ball milling lengthwise along the inside of a rounded trough or an outer radius the stepover dynamically changes to keep a consistent surface finish. All you need to do is put a value in the radius input and it will tell you the arc length stepover to maintain surface finish. Note that the stepover is measured along the surface and not the toolpath. If you put a 0.5in diameter ball nose endmill inside of a 0.4in radius trough you would use the arc length of the trough's radius divided by the stepover given to calculate the number of passes to take.

Our two"Tapping" calculators are for figuring out the minor diameters, thread percentages, drilling depths, tapping depths, and fully threaded depths of threaded holes. There are two calculators that operate in tandem with each other, an inch and a metric one. Every related value changes on input, so if for instance you change the thread percentage, then the minor diameter will update, or if you change the fully threaded depth, the tapping and drilling depths will change. The depths in the calculators are based on a "semi-bottoming style" tap with 2~3 lead threads. If possible, it's best to drill deeper and use a "gun style" tap which has up to 7 lead threads and will prevent tap breakage. Unless there's a special need we prefer to make our threads approximately 65%, sometimes less if they're more than two times the tap diameter in depth. The default cut tapping value is 77% as this is the standard on most drill/tap charts, and the default form tapping value is 65%.

Our "Countersink" calculator is nothing too fancy but it helps us avoid a lot of confusion. Like the Tapping calculators there are two calculators that operate in tandem, an inch one and a metric one. You put in an angle, a current diameter, and a desired diameter. The output is a Z adjustment that you would put into the tool lengh compensation register on a CNC machining center. If the number is negative then you would add a negative amount to the length compensation and vice versa if it's positive. If you're starting with no countersink, do not use the existing hole diameter as the current diameter, use zero as the current diameter and this will estimate the depth required to make the desired countersink assuming the tip of the tool is perfectly pointed (they never are). Whenever we "touch off" a countersink in a machining center, we raise the Z offset to prevent overcutting from possible tool tip error; the tool is run and we use the calculator to adjust the depth.

Our "Speed and Feeds" calculator doesn't give you recommended feeds and speeds, but it does tell you what RPM and feed rate(s) to run a tool for a given surface speed and feed per tooth. Tooling manufacturers always supply charts with data for surface speeds and feed rates for a given tool diameter. Like the Tapping and Countersink calculators, the Speeds and Feeds one is two tandem calculators, one inch and one metric. There are inputs for surface feet (meters), diameter, RPM, number of teeth, feed per tooth, feed per revolution, and feed per minute. If you change one input the other corresponding inputs change to match the updated information. Let's say you're running a 0.4219in drill in steel. The manufacturer might say to go 90sfm (surface feet/minute) and 0.0085in per revolution. Input those numbers and you'll get 688 rpm at 5.85 inches per minute. Note that the feed per revolution for a drill is usually implied as the total feed per revolution, not per tooth.

It's important to note that because of rounding errors these calculators may give results that are a negligble amount off from the exact number, but this shouldn't affect anything except very small values.

***Villa Machine Associates Inc. assumes no responsibility for the results produced by these calculators. The results are theoretical and are for planning purposes only

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