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Re: One speed vs Two speed gearboxes
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Re: One speed vs Two speed gearboxes
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Because everybody posts free speeds, 22fps is still extremely fast, even if the actual is 17 or 18fps. A robot geared for 10fps may only reach 8. |
Re: One speed vs Two speed gearboxes
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Re: One speed vs Two speed gearboxes
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Re: One speed vs Two speed gearboxes
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Re: One speed vs Two speed gearboxes
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However, I do know we did not auto shift. We just stuck it in high gear until we ran into so traffic, or the drive train was stalling (to prevent tripping the breaker). Remember kids, it's not about the speed of your drive train, it's how you use it ;) Merry Christmas! -Mike |
Re: One speed vs Two speed gearboxes
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Re: One speed vs Two speed gearboxes
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With that being said, and as Michael mentioned above, you can get away without shifting from low gear to high gear even when gearing aggressively - if your driver / team knows what they're doing. If you get used to driving at speed, and or optimizing paths so that you're not changing directions a lot, you're minimizing the amount of time spent getting up to speed. As far as being "Traction Limited" is concerned - it's a function of you're drivetrains traction, relative to the "thrust" of the drive. Essentially if your drivetrain can produce enough torque (thrust) to spin the wheels before your breaker would trip, that'd mean you're traction limited. To calculate this, you need to first find the force of friction (Ff = Fn x CoF - is a good start) and then find the effective "Trust" (wheel torque) of the Drivetrain. (Input Torque x Gear Ratio / Wheel Radius - as a starting point) From there, you look at the current draw for that torque, and then compare that to the performance of your breakers. One of the biggest things to be aware of is the current per motor, and the number of motors in the system. In a 4 CIM drivetrain, designing to be traction limited usually means designing around the 40A breakers in the PDB, so that you're not drawing enough current to trip them - But in a 6 CIM drivetrain, it's better to design around the 120A main breaker, specifically not exceeding a total current draw of about 150% (180A) which works out to about 30A or so a motor - doing this ensures that you shouldn't ever (or at least rarely) trip the main breaker... |
Re: One speed vs Two speed gearboxes
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Re: One speed vs Two speed gearboxes
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Do you have any guesses as to why this may be? |
Re: One speed vs Two speed gearboxes
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One of the first things that comes to mind when you wonder about the physics of accelerating a robot is inertia, but rotational inertia can become a big factor too in some designs. That's my best guess as to what it was, especially if you didn't have as much of a problem with it in other years. |
Re: One speed vs Two speed gearboxes
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Could electronics be an issue? Or is that a minor concern, efficient wiring? Thanks for the help! |
Re: One speed vs Two speed gearboxes
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For anybody interested, I compared the kinetic energy of the robot moving at 10 feet per second to the rotational energy of the wheels on a robot moving at 10 feet per second. If we compare these energies, we'll see how much of our power goes to spinning the wheels, and how much goes toward moving the robot. A fully loaded robot weighs 150 lbs, which is 68 kg. 10 feet per second is 3.05 meters per second. KE = 1/2*mv^2 = 0.5(68)(3.05)^2 = 316.285 Joules That's the amount of energy it takes to bring your robot up to speed. For the rotational energy, we've got to find the moment of inertia for the wheels. The radius of the wheel is 4", which is equal to 0.1016 meters, and I'll guess that the mass of the wheel is 2 pounds (probably heavier than the actual wheel), which is equal to 0.91 kg. The wheels are disc shaped, so we can use I = 1/2 * m *r^2 = 0.5(0.91)(.1016)(.1016) = 0.0046968 kg * m^2 One rotation of the wheel causes the robot to travel 8*pi inches = 25.1327 inches = 0.63872 meters/revolution. 3.05 meters/second (divided by) 0.63872 meters/revolution = 4.77517 rev/second = 30.00 radians/second For the rotational energy, E = 1/2 I*omega^2 = 0.5(0.0046968)(900) = 2.114 Joules per wheel. For six wheels, that's 12.684 Joules for a robot. tl;dr, it requires 328.969 Joules to bring your robot to 10 feet per second, and 12.684 of these Joules (3.8%) are used to get your wheels up to speed. This assumes that you have 6 colsons with a diameter of 8" and a mass of 2 pounds. The fact that the wheels spin when the robot moves makes the robot feel 5.7 pounds heavier to the drive system. |
Re: One speed vs Two speed gearboxes
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And those wheels are just under 2 pounds each. |
Re: One speed vs Two speed gearboxes
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