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Architectural_Design_with_SketchUp

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<strong>Architectural</strong> <strong>Design</strong> <strong>with</strong> <strong>SketchUp</strong><br />

A final note before you get going <strong>with</strong> plugins in <strong>SketchUp</strong>: Plugin development and especially<br />

maintenance are quite involved tasks. Although many plugins have been provided for<br />

free to the community, consider donating to the authors if they ask for it and you find their<br />

plugins useful. If you get inspired by what is possible in <strong>SketchUp</strong> and take to Ruby scripting<br />

yourself (especially after reading Chapter 6 in this book), then an alternative idea to “pay<br />

back” to the community might be to share your own code as plugins.<br />

Plugins for General Modeling<br />

BezierSpline<br />

By Fredo6—Free [5, 6]<br />

If you need a smooth curve (a spline) for a walkway or a kidneyshaped<br />

table, for example, use this plugin to create curves that<br />

are determined by control points. You can edit created curves<br />

by moving control points and applying various parameters, such<br />

as the precision of a curve.<br />

As always in <strong>SketchUp</strong>, once a curve closes, a face is created.<br />

And while edges appear as curves, they do consist of<br />

connected polyline segments just like any other curved shape<br />

in <strong>SketchUp</strong>.<br />

BoolTools<br />

By Whaat—$10 [4]<br />

If you don’t have the Pro version of <strong>SketchUp</strong> and are therefore<br />

lacking the Solid Tools, then this plugin offers a cost-efficient<br />

way to use Boolean operations such as subtract, add, or difference<br />

on components.<br />

Components onto Faces<br />

By C. Fullmer—Free [5, 6]<br />

This plugin copies components orthogonally onto<br />

all selected faces. The result is similar to what can<br />

be seen in the “Placing Components on Faces”<br />

example in Chapter 6.<br />

86<br />

Curviloft<br />

By Fredo6—Free [5, 6]<br />

This plugin makes it easy to fit a surface (consisting<br />

of quadrilateral or triangular faces) between<br />

a set of controlling lines or curves. You can create<br />

either a lofted surface, a swept surface, or a<br />

surface bordered by edge curves.

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