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Wiring two cameras
The newest team update stated that we could use two cameras, our team is considering a use for both of the cameras. None of our Electronics team or other members can figure out how to wire the two cameras though. So how would you wire two cameras up to the TTL Serial Port on the RC?
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Are you sure they said you can? I mean, I remember a team update that said you can't...
Nevermind... thats odd... |
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http://www2.usfirst.org/2005comp/Upd..._Update_03.pdf |
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Rule # 1007, 'You may use a 2nd vision camera with your robot.' I think that this rule being in place, there should be a semi-simplistic solution to have two cameras. I appreciate your help Dave, but I still think there might be another way to wire them both. |
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We get TWO?!
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To the first team that successfully enables two CMUcamIIs on their robot and uses the PIC microprocessor in the IFI robot controller to compute the stereo correlation from the two camera images to determine range to the designated target, within the time limits of the autonomous period, I will personally award six dozen Krispy Kreme donuts.
Yes, it is physically and electrically possible to connect multiple CMUcams to the RC. But once you do, what are you going to do with the data? -dave (OK, now that I have said this, just watch someone like Kevin Watson have a working solution by this Friday... :yikes: ) |
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I just happen to be working on getting the camera code to work with my serial port driver. And now that you mention it, it wouldn't be too hard to have a second instance of the camera code running... Does your offer include those really tasty glazed, raspberry filled gems? -Kevin |
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OK, so is anyone else going to give Kevin a challenge for the donuts? -dave |
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program our robot and you will recieve two dozen doughnuts.....that'd be cool just to say NASA programmed our robot ;)
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Conceptually, it's not that difficult. Get them both operational (with a little help from Kevin), and mount them on opposite corners of the front your robot. You know the width of your robot (likely 28"), and you can get the two angles from the values of the pan servos. You have angle-side-angle, and there's only one solution to the triangle. Now you know how far away you are. Pivot until the two base angles are congruent, and charge forward until you're the proper distance from the vision tetra. Use the same theory with the yellow triangle to the goal. It's very doable, and I'd love to pull it off. I can't think of a more incredible nerd feat attainable at this age than to meet Dave Lavery's personal challenge. ;) That being said, I don't think my team is interested in spending $200 on 72 donuts. Thanks for the offer, though, Dave. :rolleyes: |
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