Summary

Triangle Calculator

The “trical” function is heavily based on the module triangle_solver by lar3ry, https://www.thingiverse.com/thing:4859001

WHAT DOSE IT DO?

The trical() function takes three known pieces of information about a triangle and uses them to calculate the remaining sides and angles.

The function returns a vector containing six numbers, these are the three internal angles and the lengths of the three sides.

[angle_A, angle_B, angle_C, side_a, side_b, side_c]

This function makes it quick and easy to perform trigonometry calculations. The returned data can be used for things such as position, rotating and scaling of the component parts of whatever you're designing.

HOW TO USE IT:

Input three known pieces of information about the triangle, at least one of which must be a side.

Input values don't have to be labelled, but if they're not, you must put them in order, with the unknown values input as "0" or "undef".

trical(C=90, a=3, b=4); valid input

trical(0, 0, 90, 3, 4, 0); valid input

ADDITIONAL TOOLS:

The trical .scad file also contains two additional tools

tripoints()

This is a function that takes the returned vector from trical() and calculates the [x,y] position of the corners relative to each other, and returns them in this form [A=[x,y], B=[x,y], C=[x,y],]

tribuild()

This is a module that takes the returned vector from trical() and uses it to create a 2D triangle.

ADDITIONAL INFORMATION:

The expiation above is just is the abridged version. The full text can be found inside scad file itself.

DEMONSTRATIONS:

In addition to the .scad file for the trical() function itself, I have included a few interactive example files that demonstrate the sort of stuff you can use the trical() function for. For ease of use open the Customizer window .