Use this application to play with the Rubik's Cube online. Hit the Scramble button and try to figure out the solution yourself rotating the faces with the buttons or with your keyboard.
The app is using the open-source Kociemba algorithm to find the solution in 20 steps for any valid scramble. For slower computers the program automatically reduces the computing performance to return a little longer solution.
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Start by selecting the most suitable view for you with the little tabs above the cube. The default 3D view can be customized, setting transparent front faces or you can lift the hidden faces. Rotate the cube with the arrows or swiping the screen.
The easiest way is to use the color picker. Select a color on the palette then paste it on the surface of the puzzle. Click more than once on a field to deactivate the color palette and cycle through the colors as you keep clicking the fields of the puzzle.
Do face rotations on the puzzle using the rotation buttons or pressing the corresponding buttons on your keyboard: L, R, U, D, F, B. The capital letters indicate a clockwise rotation of each face: Left, Right, Up, Down, Front, Back. It makes a counterclockwise turn if the letter is followed by an apostrophe.
Execute or play back a scramble algorithm in the allocated input field. Copy-paste the list of letters because the program might execute the rotations as you're typing them directly in the field. Mark reverse rotations with lowercase letters or single quotation marks (').
When the scrambled colors are properly configured and are matching your Rubik's Cube click the Solve command to get the solution. The cube solver will alert you if your configuration is not correct.
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Let's start with the white face. Try to form a plus sign on the top of the cube, matching the colors of the side stickers to the colors of the lateral centers. This step shouldn't be too hard, try to do this without reading the examples below.
First put the white corner that belongs to the spot marked with the upper arrow in either of the highlighted positions. Next repeat the algorithm below until the white piece comes to its desired destination.
Turn your cube upside down because we don't need to work with the white face anymore. We can insert an edge piece from the top-front position to the middle layer using a trick. Do the left or right algorithm depending on which side you have to insert the piece:
1. Hold the cube in your hand having an unsolved yellow corner in the highlighted top-right-front position.
2. Repeat the algorithm until this piece is solved.
3. Turn the top layer to bring another unsolved piece in the highlighted position.
4. Repeat R' D' R D until that one is also solved.
5. Do 3 and 4 for any other unsolved yellow corner.
So I'm building a machine to solve a Rubik's cube but I'm not sure what motor I should use. I need one that is moderately fast at about 60-180 rpms (.25s - .0833s per 90 rotation)and needs to be very accurate as I need precise 90 Rotations. The motor also needs to be limitless and somewhat cheep as ill need 5 of them. Hopefully less than 10-20$ per motor. Also if it could run off of a battery that would be awesome as I can really only get 5v with the equipment I have. I'm not sure if there is an ideal motor for my guidelines but I'd be happy to look into any suggestions that you guys make and make adjustments to what I can get.
With the cube being attached by all the cores all the algorithms I make and use are going to place all of the pieces in the white face without messing it up. And then when the white face is solved it doesn't need to be moved. I don't have a diagram of it but if been working in this project for a month or so and made sure it can work
His project is really cool and I like the speed of his motors the only problem with them are that they aren't limitless. I saw one of his videos and after every turn he pulls the motor back to reset the motors position. The way I've designed my base it wouldn't be able to move.
Most robotics use stepper motors. They are "slow" but you can probably get 1000RPM. But speed can be tricky.... Because of inertia you might have to accelerate instead of starting at full-speed. If you start at maximum speed and it doesn't make the first-full step, it won't run at all. You also need at least one home-sensor so the software can find the starting-point, and then you simply count the steps (in either direction)
A servo is an angle motor and it doesn't go 360 degrees. (There are full-rotation servos but they are not true servos and they are not accurate.) A regular servo an be can be geared-up to make one or more full-turns but you lose torque and precision.
Regular DC motors don't have built-in positioning but you can get a rotary encoder (or other position sensor). In these kinds of applications you also normally have one or two "home sensors". (Most rotary encoders are relative and you count a number of pulses from the starting position.) In your application, a DC motor would probably have to be geared-down so it can stop "instantly" and accurately when it gets-to where it's going.
After building the Pocket Cube Solver I wished to expand upon this design and cater for a conventional 3x3x3 Rubik Cube.In this post I wish to discuss the process I went through in designing and building the solver and visual client alike - taking the learnings garnered from implementing the previous solver.
Along with conventional Layer by Layer approaches that eventually get you to the solved state, there has been much research in the space of producing algorithms that perform this result more efficiently.
With multiple different algorithms available to solve a Rubik Cube, I decided to architect my solution in such a way that could cater for multiple different solvers being plugged in to the same cube represenation - achieved using Rust traits.This would allow me to explore the advantages and disadvantages of each algorithm going forward.I also applied the same level of design to the cube itself, knowing that in each algorithm, certain different aspects of the cube were of concern.
Similar to how I achieved the visualisation for the Pocket Cube, I was able to take advantage of much of the same model of which had been built in that solution.Using a combination of React, Three.js, react-three-fiber and TypeScript I was able to expand upon the 2x2x2 design already built, and add the necessary additional cubies and rotation animation amendments required.I was very pleased with how the previous work completed in building the Pocket Cube could be brought over and expanded upon to increase the scope of this project.
Hello,
I need help with solving a soma cube in Rhino/grasshopper. So, I have a solved soma cube modell in rhino and all the parts for solving it next to it also as models. How can I show, that those parts can all fit in the soma cube and make an animation, showing how they fit?
I need help with solving a soma cube in Rhino/grasshopper. So, I have a solved soma cube modell in rhino and all the parts for solving it next to it also as models. How can I show, that those parts can all fit in the soma cube and make an animation, showing how they fit?
The method presented here divides the cube into layers and you can solve each layer applying a given algorithm not messing up the pieces already in place. You can find a separate page for each one of the seven stages if the description on this page needs further explanation and examples.
Watch the cube being solved layer-by-layer with this method:
It fixes the white edges, corners then flips the cube to solve the second layer and finally completes the yellow face.
Press the Play button to start the animation
If you get stuck or you don't understand something, the online Rubik's Cube solver program will help you quickly fix your puzzle. All you have to do is input your scramble and the program will calculate the steps leading to the solution.
Use this stage to familiarize yourself with the puzzle and see how far you can get without help. This step is relatively intuitive because there are no solved pieces to watch out for. Just practice and don't give up easily. Try move the white edges to their places not messing up the ones already fixed.
In this step we have to arrange the white corner pieces to finish the first face. If you are very persistent and you managed to do the white cross without help then you can try to do this one as well. If you don't have patience I'll give you some clue.
Twist the bottom layer so that one of the white corners is directly under the spot where it's supposed to go on the top layer. Now, do one of the three algorithms according to the orientation of the piece, aka. in which direction the white sticker is facing. If the white corner piece is where it belongs but turned wrong then first you have to pop it out.
Until this point the procedure was pretty straight forward but from now on we have to use algorithms. We can forget the completed white face so let's turn the cube upside down to focus on the unsolved side. 152ee80cbc
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