Geodesic Dome

Zip Tie Domes Australia

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Geodesic Dome Greenhouse Kits and Chicken Coop Kits For Sale

Zip Tie Domes Australia

Geodesic Chicken Coop

Proudly Made in Doonan, Queensland

Geodesic Dome Greenhouse Kits and Chicken Coop Kits For Sale

Zip Tie Domes Australia

Geodesic Dome Greenhouse Kits and Chicken Coop Kits For Sale

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61 411 415 775

 

What is Geodesic Dome Frequency?

An Explanation

 

 
2v Dome
3v Dome
4v Dome
 

 
5v Dome
6v Dome
 

 

 

 

The "Short Answer"

 

Frequency is denoted by the letter "v", from the Greek letter "nu".
"2v" is shorthand for "2 frequency". A "2v" dome is a 2 Frequency Dome.

The short answer is, the higher the "v", or frequency, the more triangles there are in the dome.
The more triangles a dome has, the stronger it becomes, and more complicated to build, as it will have more struts.

 

 

The "Long Answer"

 

 

Most Geodesic Domes are based on the Icosahedron.

The Icosahedron is a geometric solid that has 20 sides, each made from a triangle.

 

 

 

A 1 Frequency, or "1v" Dome is an Icosahedron.

 

 

1v Icosahedron Dome
When the Icosahedron has the bottom section removed and is placed on the ground, it becomes a "1v", or 1 Frequency Dome.

Note: All of the struts in a 1v Dome are the same length.

 

A Good Way to Use a 1v Dome


1v Icosahedron Dome Shelter
Geodesic Buildings in Malaga, Spain produces this excellent example of a 1v Geodesic Dome, based on the Icosahedron.

You can purchase this dome at this link.

 

 

But the problem with a 1v Dome is...

 

You can not make a 1v Geodesic Dome very big and still be strong.

A 20' wide 1v Geodesic Dome will need struts over 10' long, which become flimsy at that length.

Longer struts are not as strong as shorter struts. The best length for a Geodesic Dome strut is around 5' long.

But a 5' long strut will make a 1v dome less than 10' wide.

 

The Answer is to Add Triangles Inside Triangles through "Tessalation".

 

To build larger Geodesic Domes with 5' long or shorter struts, each of the triangles in the Icosahedron "1v" Dome must be broken into smaller triangles through "Tessalation", or "tiling" of the triangle into smaller triangles.

 

 

The 1v Dome is made up of equilateral triangles, with all edges of every triangle being the same length.

To make a 2v Dome, each triangle in the 1v Dome is broken into 4 triangles, or "tessalated".

1v / 1 Frequency Dome
All triangles are the same.
A 1v Triangle with no Tessalation.

 

 

 

 

 

The 2v Dome is the same design as the 1v Icosahedron, but each triangle has been broken into 2x2, or 4 triangles.

Also, the triangles are folded, or "bent" to conform the triangle to the shape of a sphere.

2v / 2 Frequency Dome
Each triangle in the 1v dome has been tessalated into 2x2 or 4 triangles, and folded into a more spherical shape.
The 2v dome breaks each triangle in the Icosahedron 1v dome into 2 squared, or 4 triangles.

 

 

 

 

 

 

The 3v Dome has each triangle broken into 3x3, or 9 triangles.

Also, the triangles are folded, or "bent" to conform the triangle to the shape of a sphere.

3v / 3 Frequency Dome
Each triangle in the 3v is tessalated into 3x3, or 9 triangles.
The 3v dome breaks each triangle into 4 squared, or 16 triangles.

 

 

 

 

 

 

The 4v Dome has each triangle broken into 4x4, or 16 triangles.

Also, the triangles are much more spherical.

4v / 4 Frequency Dome
Each triangle in the 3v is tessalated into 4x4, or 16 triangles.
The 4v dome breaks each triangle into 3 squared, or 9 triangles.

 

 

 

 

 

 

The 5v Dome has each triangle broken into 5x5, or 25 triangles.

Also, the triangles very close to spherical.

5v / 5 Frequency Dome
Each triangle in the 5v is tessalated into 5x5, or 25 triangles.
The 5v dome breaks each triangle into 5 squared, or 25 triangles.

 

 

 

 

 

 

The 6v Dome has each triangle broken into 6x6, or 36 triangles.

Also, the triangles are almost spherical at this point.

6v / 6 Frequency Dome
Each triangle in the 3v is tessalated into 6x6, or 36 triangles.
The 6v dome breaks each triangle into 6 squared, or 36 triangles.

 

 

 

 

 

Note: This page is a work in progress

Thanks,
John Hurt

 

 

 

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