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To get a more parametric output we can use another tool in a combination of Remap+. If we remap the output of the series to the desired domain and connect it to the z coordinate of the point, we can control the heights. This is how we show all of the possible combinations of a series of numbers in a point and basically we get an array of points by that.īy using two series of numbers you can control the array in both x and y direction.īy using a new tool called “Remap+”, which I have made from “remap numbers”, “Bounds” and “construct domain”, you can control the minimum and maximum bounds of the series. so if we have a series of numbers like :Īnd we “cross reference” the numbers, to the x and y coordinate of a point, we will have: The meaning of “Cross reference” before “construct point” is that we are telling Grasshopper 3d to combine each row of data with all the other rows. To produce an array of points, we can use a tool called “Cross Reference” (Sets>List). This happens because Grasshopper will produce data based on corresponding data. The Step of the series will define the distance between the points.īy connecting the series output to the x and y coordinate of the “construct point” we will have a series of points which their x andy coordinate are the same. The “Start” will define the x coordinate of the first point in the series

The number of points is determined by the count of the series By connecting the series to the “x coordinate” of a “construct point” tool (Vector>Point) we can have a series of points.

The first example I,m going to show is using series to manage points. The last input is “Count” which actually tells how many numbers are coming out the series. You can see the output by connecting a panel (Params>Input) to the output. Second is “Step” which tells how the numbers increase.

The first input is “Start” and defines the starting number. This tutorial is about how series can help you produce parametric geometry.first of all, you can easily search “SER”, to find the series. It’s located under Range and Similar tools are Random, Fibonacci and Sequence. You can find Series in Sets> Sequence section of the tools.