Rotary Table
2008
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Rotary Table

Miniature Accessories: Easing the Operation of Rotary Tool
Rotary tool is a powerful tool used for various functions such as grooving, cutting, drilling, glazing, shaping, etching, engraving, polishing, sharpening etc. It comes with a rotary tip that accepts variety of attachment and miniature accessories for performing different task. For carving edges and grooves, a router base accessory is attached that turns a rotary tool into a portable router. A drill-press miniature accessories attached to the rotary tool converts it into a miniature drill press. Chain-saw sharpening miniature accessories help to sharpen the chain. The flex shaft miniature accessories attached to rotary tool make it easier to reach difficult spots.
The rotary tool comes with several miniature accessories, including accessories for specific cutting and sharpening as well as stands that allow the rotary tool to be used as a plunge router or router table, a drill press or a stationary sander. The rotary tool also has light miniature accessories, batteries and chargers for cordless tools, and a deluxe storage case. Many of the rotary tool miniature cutting and grinding accessories are designed for a specific purpose, such as the grout removal, tile cutting, planer, mower and garden tool sharpening and chain saw sharpening. Other miniature accessories such as the mini saw and multi saw accessories are useful for a variety of cutting projects. Like Mini Saw miniature accessories are a unique, innovative rotary tool attachment that easily allows cutting through wood. It attaches to the rotary tool in seconds and makes clean, straight, perpendicular cuts up to 1/4" thick.
Miniature accessories such as multipurpose cutting, circle and straight edge attachments are quite helpful for accurately measuring and cutting materials such as wood, drywall and plastic. Rotary tool miniature accessories are quite helpful in making the operation of the tool simple and easy. Workstation accessories hold the rotary tool vertically, like a drill press, for drilling holes straight-on or at an angle, as well as horizontally for sanding or polishing. It also comes with depth markings and stops for accurately drilling holes to the right depth, as well as cord and tool storage. The Plunge Router miniature accessories also have depth markings, and hold the rotary tool securely for cutting slots or decorative carvings. The Shaper miniature accessories for a workbench or flat surface holds the rotary tool with the bit side up, for wood shaping or routing projects.
About the Author
Gyros Tools has been an industry leader in Miniature precision tools, Miniature Accessories and other rotary tools. Here you can also find Miniature Tools that are used in various functions such as shaping, hollowing, grooving etc.
Calculating Required Torque?
I am building a table that has a rotating top (industrial use). The top is virtually solid, 20" in diameter and 1/2" thick cast aluminum. I want to know what force I need from a rotary actuator to turn the top 90 degrees in a few seconds (3 sec max). How do I find this? Links to calculators would be nice. Thank you!
Really need more information ... but I'll guess:
Is the rotary actuator applied at the edge -- so the force has a lever arm of 10"? I guess yes.
Do you want the top to stop after 90 degrees of rotation? I guess yes.
So it needs to accelerate at alpha for 1.5 s and decelerate at -alpha for 1.5 s.
Convert to SI:
radius = 10" * 2.54 cm/" * 1 m/100 cm = .254 m
thickness = 0.5" 2.54 cm/" * 1 m/100 cm = .127 m
Volume:
thickness*pi*r^2 = 0.00257 m^3
Mass:
0.00257 m^3 * density = 0.00257 m^3 * 2.70*10^3 kg/m^3 = 6.95 kg
Rotational Inertia:
I = M*R^2 / 2 = 6.95 kg*(.254 m)^2 / 2 = 0.224 kg.m^2
Alpha for 45 degrees in 1.5 s, from rest:
theta = (1/2)*alpha*t^2
45 degrees * 2*pi radians/180 degrees = (1/2)*alpha*(1.5 s)^2
alpha = 2*45 degrees * 2*pi radians/180 degrees * (1/(1.5 s)^2 = 1.396 radians/s^2
Torque:
T = I*alpha = 0.224 kg.m^2 * 1.396 radians/s^2
T = 0.313 Newton.meters
Force applied at edge of disk;
T = F*r
0.313 Newton.meters = F*.254 m
F = 1.23 N
I suppose you would prefer the force in pounds:
1.23 N * 0.2248 lbs / N = 0.277 lbs
Note: this assumes no friction in pivot. Check my arithmetic -- I went thru it only once.
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