Flexible coupling of the bridge axis to the gantry axis allows lateral decoupling without sacrificing the stiffness of the system. The positioning system was designed to maximize the throughput and ensure the highest precision. The PIglide HS planar scanner has magnetic linear motors, vacuum preload, and an absolute encoder: Contact- and friction-free motion for the highest accuracy and reliability. Set the value to multiply the current branch width at each iteration.PIglide reference-class XY positioning system Set the value to multiply the current branch length at each iteration. Set the number of branches created at each iteration. Set angle 2, the angular rotation at each iteration Set the number of iterations, each iteration creates a new set of branches. Access variables section Access style section Set angle 1, the angle between branches. Mode of the HTML5 canvas element, some values can create interestingĮffects. The lines drawn by default have rounded end, change this settingįor other styles. The second way is to turn off HSL and use the colour picker toĬhoose a start and end colour. To change the start hue value move the slider The colour hue changes through each iteration. There are two ways to colour the fractal, the first is to useĪ bright set of colours is used. It can handle any number of calculations but can be slower. Webworker setting can be turned on if max calculations is beingĮxceeded. Style Controls Important click style to access these controls Multiplier but this time affects how the branch width changes through The width multiplier behaves in the exact same way as the length The width value of the first set of branches. If the length multiplier is less than 1 then the branch length willĭecrease for each iteration, but if the multiplier is more than 1 then Multiplier is 1 then the all the branches will have the same length. Length MultiplierĪfter the first set of branches are drawn, at each iteration theĬurrent length is multiplied by this value. The length value of the first set of branches. The next set of controls are used to change the initial widthĪnd length of the branches and how they change over each iteration. Turning each branch through the given angle. Theīest way to understand this is to set the number of branches to oneĪnd with iterations say 5. Is the angle shift for the direction of the new branches. The number of branches is set to one, then this value will beĮach branch ends pointing in a particular direction, angle 2 This is the angle between the branches created at each step. One then the overall complexity will increase geometrically with eachĮxtra iteration step, leading to very complex patterns. If the number of branches is greater than Iteration is 2 then at the end of each of the first set of branchesĪnother set will be drawn. Iteration value is 1 then only one set of branches is created. In computing an iteration is similar to a repetition, if the So if the value is two then, then end of each branch will The number of branches that are created at each step of the Setting Variables Important click variables to access these controls Branches Section change the algorithm that builds the fractal.Ĭolour and appearance of the fractal. The controls are split into two sections, the variables Visnos website logo was created using this activity. Looking trees to symmetrical structures like snow flakes. Will be able to create many interesting fractal forms, from organic The fractal explorer shows how a simple pattern, when repeatedĬan produce an incredible range of images.
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