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#1
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Hello, This is my first post on this forum and I’m not sure if this is the correct section to post but it seem to fit. I would like to know about DC motors. I need to find a motor for an application I’m building. I need a DC motor to run on as little volts as possible, the diameter should be less than 1 inch, the motor should have an RPM at about 120 240 RPM. I found all these requirements in some motors the only thing I don’t understand it the Torque or oz-in torque. Can someone explain oz-in torque and how this value would be would be used to determine a motor? Thanks thejoe |
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#2
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| Could you rephrase your question? Torque is the "strength" of the motor, like if it can put out 1 oz-in of torque (one ounce of force at a distance one inch from the shaft), you could stop it with your fingers, but 1000 oz-in of torque you could not stop. Torque is highest at 0 RPM ("stall"), and lowest at maximum RPM (no-load), and is roughly linear in between. So if you put a load on a motor, it slows down. I have a feeling, though, that this is not quite what you are asking. |
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#3
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| What I want to do is connect a 1" long by 1\4" round shaft adapter to a dc motor shaft. The end of this shaft could spin any number of attached objects like a golf ball, solid brass wheel, etc. I'm trying to finger out how much weight or torque a motor would need to turn these objects without stopping? |
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#4
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#6
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| Well on the motor you show with 4.6 oz-in of torque as the stall torque.....this basically means that if you had a 1 inch long level attached to the end of the motor that anything greater then 4.6 oz would cause the motor to stall out (not turn). |
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#7
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| I'm pretty sure the 5 oz-in is the "rated" torque. That is almost certainly the popular "60:1 Copal" motor, about which more data here: http://robotcombat.com/marketplace_ant_motors.html 50 oz-in stall torque. |
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#8
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| This is a simple drawing of what I want to make. http://users.mn.astound.net/jokersdesign/steel.jpg The shaft adapter is a custom machine milled peice that I had a local company make. The steel balls that screw on could range diameter and the weight could be from 1/4 ounce to 4 ounces. So if a DC motors specifications says Torque = 4.86 oz-in, then the motor should be able to spin the a steel ball with a weight of 4 ounces at X RPM? Robert |
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#9
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| One other factor to consider is the inertia factor which is calculated to provide whatever acceleration/deceleration is required. Al.
__________________ CNC, Mechatronics Integration and Machine Design. “Logic will get you from A to B. Imagination will take you everywhere.” Albert E. |
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#10
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| Good point Al. I noticed that they recommend that you not hit the stall torque because you'll damage the gear box....so, I suspect that you can get it going, but you may have a hard time reversing direction or stopping at any number close to the stall torque. |
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#11
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| I am reasonably certain you would need to calculate the moment of inertia for a given mass to qualify a torque quantity. That can get complex for irregular shapes. Do a web search for calculating moments of inertia. Your question relates to many principles of several foundations. The mass and how it relates to inertia in order to obtain a torque value to move that mass. Once it is motion the dynamics change. Here are a few: Solid Mechanics-Dynamics Inertia to torque calulators and charts Angular acceleration Hope this helps some. DC
__________________ Learn cause and effect through experience. Mastering those relationships is the "Common Sense" ability within the art of any trade. |
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#12
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| There are also many free downloadable programs where you can plug in the motor/load parameters in to calculate inertia, Kollmorgan, Allen-Bradley Electro-Craft Seiko-Denki etc. Al.
__________________ CNC, Mechatronics Integration and Machine Design. “Logic will get you from A to B. Imagination will take you everywhere.” Albert E. |
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