Objective:
Learn how to ramp a parameter using a quadratic equation.
Procedure:
To ramp your lattice thickness quadratically, you need to break down the equation and build it in nTop using the Math blocks. Be sure to watch for units while creating your equation.
1. Setup: Start with the geometry you want to ramp already created. In this example, we are using a cylinder with a volume lattice infill.
2. Build your equation: Use Math blocks to build up your quadratic equation. We are going to be building t = x^2. This initial equation will have no units with it.

 To create 'x' we use an Axis block.
 Point: (0,0,0)  Set to the centroid of our part (automatically assigns units)
 Vector: (0,0,1)  Set from the Centroid pointing up in the Zaxis
 Changing the Vector and the Point changes the region of effect for the quadratic equation
 Add a Divide block to get rid of the units in the Axis block
 Operand A: Axis block
 Operand B: 1
 Add a Square block and input the Divide block from the last step
 To create 'x' we use an Axis block.
3. Create the Inmin value for the ramp: We want to set the Inmin to be (0,0,0) mm, the middle of our equation. Units are automatically added with no need to get rid of them.

 Add an Evaluate Field block
 Scalar Field: Input the 'eqn x^2' block we built
 Point: (0,0,0)
 Add an Evaluate Field block
4. Create the Inmax value for the ramp: We want to set the Inmax value to be maximum at the circumference of our cylinder. Units are automatically added with no need to get rid of them.

 Add a Point block
 Open up the Properties panel of the Cylinder (starting geometry) and grab the 'radius' chip. Insert that chip into the Y: input of the Point block
 Keep X and Y as 0 (this may change for your own equation)
 Add a Point block

 Add an Evaluate Field block
 Scalar Field: Input the 'eqn x^2' block we built
 Point: Insert the Point block with the radius chip
 Add an Evaluate Field block
5. Build the ramp: Insert the components we built and decide what values you want your lattice thickness to be at the In min and In max distances.

 Add a Ramp block
 Scalar Field: 'eqn x^2' block from Step 2
 In min: Add the In min Evaluate Field block from Step 3
 In max: Add the In max Evaluate Field block from Step 4
 Out min: 1 mm
 Out max: 4 mm (these values correspond to what thickness we want the lattice struts to be at the In min and In max)
 Continuity: Geometric
 Add a Ramp block
6. Quadratically ramp the lattice thickness: Drag the Ramp block you just created into the Beam thickness input of the Infill Volume Lattice block.
Below is a comparison of the quadratic ramp we just made with a linear ramp of the same values (the pink lattice is the linear ramp).
7. Optional  Visualize the quadratic: This is an optional step that is useful if you want to test out what your quadratic equation looks like.

 Add a Box block
 Length: 100 mm, Width 100 mm, Height 1 mm
 Add an Offset Body block
 Body: Input the Box we just made
 Distance: Input the Quadratic Ramp
 Add a Box block
And that’s it! You’ve successfully created a quadratic ramp.
Are you still having issues? Contact the support team, and we’ll be happy to help!
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