Help wanted. I am currently considering commissions to build custom globes. A project of this size really needs to have a home before it is ever started. If you know of somebody or some place such as a university, library, etc. who would be interested in having a custom globe built to their specifications, I will pay you a 10% finders fee to make the connection for a project that results in a sale. Go to my Help Wanted page for more information.
After developing my method for making spheres from any polyhedron I choose, I wondered what I could do with it. It would soon get old to just make spheres from different polyhedrons just for the heck of it. The spheres can be squashed or stretched into various ellipsoids in the design software which would make interesting bowls or vases of unlimited variety. Adding some kind of design in some symmetric pattern to the faces would create unique pieces of artwork in ways that are not easily possible with other methods.
After building several plywood models of shapes of varying complexity, I decided to attempt a globe of Earth based on a geodesic sphere made out of different kinds of hardwood. I wanted it to be large too since I am not limited to what can fit on my old Rockwell lathe which can only handle up to 12 inches diameter. Using a 162-sided geodesic sphere (a frequency 4 geodesic icosahedron dual) the individual faces will be mostly hexagons with very little waste caused by rounding the corners and edges off. The base sphere will be around 18 inches in diameter and it will represent the area covered by water. Continents will be made from other spherical cut pieces whose inside diameter is equal to the outside diameter of the base sphere and glued in place on the surface of the base sphere.
The base sphere is made of quarter-sawn red oak and has four different face shapes - 12 regular pentagons and 150 irregular hexagons. There are also 6 different bevel angles which are not a problem at all with my method I developed. The geodesic sphere makes very efficient use of material with little waste. Geodesic spheres can have more or less sides than this one that I chose. More sides would have smaller faces and be more round, but would be that much more work. The next step down would have been too soccer-ball looking with 92 sides. I chose the dual instead of the geodesic sphere so the faces would be hexagons instead of triangles, and the vertex points would be at the corners of 3 faces instead of 5 or 6.
In this picture the faces have not yet been rounded, and are just held together with masking tape and then stretch-wrap just to see how well the parts fit together. In the next step the sphere will be taken apart so the faces can be rounded individually with my table saw jig. The inside surface will not be exposed so I will leave the inside faces flat.
The last sphere I made only had 60 faces and I thought there must be a better and faster way to glue them all together. With 162 faces (480 joints) it would have taken a long time to glue it together a few edges at a time. I had an idea I decided to try, I put all the parts together as a sphere with masking tape and then wrapped it with stretch wrap. Then I taped off an area around several faces to limit the area that the wrap would pull back when I cut through it. I removed enough faces so that I could easily reach inside and remove any masking tape that I had used on the inside. Now that the sphere is assembled and wrapped tight it didn't need the tape on the inside. After getting all the tape out I marked one face as a drain plug and left tape around its edges to keep the glue out. I poured about a half gallon of glue into the sphere and replaced the segment and wrapped it up over the spot where I had opened it. Luckily the wrap was tight enough to prevent the glue from finding it's way out. I rolled the ball around on the floor pushing down to flatten the bottom and open up the joints allowing glue to flow into them. The tension in the stretch wrap would cause the segments to close back up into a sphere after the pressure was released. It worked! I numbered each face and made sure that I had each one facing up to open up the joints on the opposite side. When I was finished I taped around the drain plug and cut through the wrap to remove it and then poured out the excess glue. Then I glued the drain plug back in place. What a time saver!
I chose the center of pentagons to represent the poles for my globe. I drilled these two faces on my drill press with a 1/4" bit so the holes would be perpendicular to the surface. I was a little nervous about threading a piece of 1/4" threaded rod through the sphere figuring the alignment was bound to be off at least a little bit - I smiled when it found the opposite hole and pushed through without having to grind a point on the end. A fixture is needed for measuring the surface and making it perfectly round. I drilled holes for the axle in a pair of sawhorses and threaded the axle through and fastened it down tight to the sawhorse supports.
I used a router with a large home-made circle cutting jig to make a groove for the pencil mount and another circle that would be cut out with a jigsaw a little bigger than the diameter of the sphere. Before I used the inner groove as a guide to cut out the hole I drew a straight line through the center of the pivot hole. This line must align with the axle through the sphere to keep the globe spherical with equal radius throughout. The sphere is also centered along the axis within the hole. Rotating the sphere in the fixture shows the high and low areas where I had leveled off the edges that were not flush. The difference in radius between the highest areas and the lowest looked like around 3/16 to 1/4 inch or so.
This fixture would also be useful for drawing latitude and longitude lines on the globe if the marker or cutter were on the same plane as the axis of rotation.
The pencil holder has two pegs in the bottom that ride in the groove with a snug fit. The groove is lubricated with powdered graphite to make it easier to move. The two pegs keep the pencil perpendicular to the sphere as it is moved around. The holder is made of two blocks of wood and the block closer to the sphere has a groove cut on the bottom side for a sliding fit with a carpenters pencil. The other block is fastened to the pencil by a tight friction fit. There is a screw driven into the end of one of the blocks to act as a stop and limits the gap width between blocks - and the radius that the pencil point is at. The two blocks have rubber bands on either side to keep either the rear block against the stop screw, or the pencil point against the sphere when the pencil point is on a high spot.
After the sphere is made concentric, latitude and longitude lines were made with a router using a 1/16" veining bit at 15° intervals. I also decided to ebonize the wood using a home-made solution of apple cider vinegar and steel wool. I tested a few different dyes and stains on scrap pieces before choosing this method. Despite all the negative things I read about the vinegar-iron method with supposedly variable results on oak, it turned out very nice. In the photo it appears to have some variation in darkness, but most of that is caused by the grain direction not being parallel from one segment to the next. Later I learned about another step in the ebonizing process that I did not use that adds tanin to the wood before the ebonizing solution is applied. This would probably darken the color even more, but I am satisfied with it as is. The vinegar-iron method is also the only method I tested that glue will adhere to.
The land masses are made from pieces of wood that have an internal and external spherical curve of a radius to match the base sphere. I chose to break it down into individual countries and states rather than just continents. The countries are made to fit together by overlapping inlays using a scroll saw instead of intarsia. I want a tight fit without gaps between countries and this would have been difficult with intarsia. In this photo is Africa right after I finished the inlays. I had to cut the continent into 3 pieces during the inlay so the area I was working on would stay below the upper blade holder on the saw. Inlay work on a spherical workpiece is not much different than a flat workpiece.
I chose South America to be the first continent to make while I practiced my inlay skill. If I got off line a little bit then it would not be as likely to be noticed than it would be if I goofed up a state. The overlapping inlay process starts with adding a different kind of wood to another piece of wood. The only part of the cut that follows along a boundary is where the two countries join together and the rest of the cut is made somewhere outside of the boundaries of both countries. Adding the next piece defines more of the boundary where it touches the adjoining countries. This process is repeated for each country, and the countries touching an ocean are also trimmed along the shoreline.
Testing the fit between the continent and the base sphere - none of the continents are glued on yet, and islands will come later.
Finally finished the globe! I used a penetrating oil finish to bring out the color of the wood. If I build another globe I think I will lighten up the colors a bit.
Haha! Just a counter.