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In the summer of 2005 I lived in a tipi, and for winter 2005/2006 I developed my own yurt, where I started to document my work in a diary - since then the site has grown very much and currently following diaries are available:
Active:
Inactive:
(Update of the diaries are more frequently and those are not all listed in the "Site News")
Aside of the tipi and yurt I explored and researched also on other nomadic shelters forms and built models and implemented mathematical solutions as online calculator (using just your browser) to calculate e.g. surface of half-sphere, bow-based domes, struts calculation of the geodesic dome, and worked further on the detailed calculator for the yurt and its components - you find these in the "notes", e.g.
to mentioned the most comprehensive ones among other notes, and also theoretical overviews like
the Polyhedra Notes and Geodesic Polyhedra where their geodesic derivates are explored - that's all and more on this site now.
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A bit research gathering all the different forms provides a nice building typology overview:
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Tipi (or Tepee) | Yurt / Ger | Geodesic Dome | |||
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Bow Dome | Wigwam | Star Dome | |||
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Misc Domes | Zome | Helix Zome |
The following writeup provides you some overview to sort all the details you find in other sections of the website:
I thought it would be interesting to compare the different featured types of temporary buildings I covered so far.
SimplicityWith simplicity I mean the construction, the geometry, the way the overall static is achieved. Tipi: It's certainly very simplistic, with just poles constructing the main static, and a large one-piece canvas as cover, not counting the inlining. Yurt: The construction geometry isn't that simple, the lattice wall defines angle of the main roof poles from the crown-wheel. The main rope at the top of the lattice wall provides the main static keeping the roof poles pushing the crown wheel and keeps the diameter of the yurt unchanged. Wigwam: With its different diameter of poles it's a rather simple construction. The junctions of different poles requires some detail work, the canvas can be put under or over the pole skeleton. Bow Dome: Very simple, all bows have the same length and the same bending, only the crown-wheel where all bows are fixated requires great care to provide the required static, or a crownless version is used where the bows themselves are tied to build a crown. Geodesic Dome: Not simple at all, it requires exact measurements, many junctions, and many seams, challenging; one can decide the amount of subdivisions, e.g. 2V (4/8 sphere), 3V (3/8 or 5/8 sphere) or 4V (4/8 sphere) implies different amount of struts. Special consideration for the entry, where the door is located without sacrificing the overall static. Star Dome: It was inspired by the 2V geodesic dome, but it's much simpler, one length of bow (1/2 of circumference or 1/4 of it), it doesn't look that filigree as other structures, but it's easy to setup, and when thick bamboo (10cm diameter) is available, then it's a very simple and easy to do structure; otherwise material with steady bending is required (e.g. willow sticks moderately suitable). |
Size FlexibilitySize Flexibility is how flexible the construction itself in regard of size: Tipi: The size of a tipi may reach 9m or 10m max, otherwise it becomes almost impossible to erect the tipi without some machinery. The fact lies in the way the tipi is erected, all poles are put up, first starting with the tripod, the final pole comes with the canvas - and this canvas with large tipis becomes very heavy. Yurt: The max size of a yurt lies maybe at 15m or so, the roof poles otherwise become too heavy to stretch longer than 6m or 7m, and maybe bamboo in this is recommended as they are very light and strong nevertheless. In applications where the bamboo is exposed to the sun, the bamboo needs to be treated with white finish so it doesn't heat so much up, and when cooling off later reduce the risk of splitting. Wigwam: A traditional wigwam with bow is maybe also at 8m in diameter, which requires the longest bow be 12m, which can be achieved with tying multiple bows together, but even bending is hard to achieve then. Bow Dome: Alike consideration like of the wigwam, yet, the bow length in a central hub based dome is half, so larger domes can be done. Especially when the bows are made from solid/non-bending wood and has a static bending radius, max diameter 15m resulting of bows of 11m length, but then I wouldn't recommend full height of 7.5m, but have a lower roof. Geodesic Dome: The geodesic dome with its approach to fine grain as required so best in this regards, almost any size can be built. Yet, the temporary aspect of the building reaches its limit with more than 300 or 400 pieces to erect, so maybe 12m diameter might be a realistic boundary for a temporary geodesic dome. Star Dome: The star dome has a limited fine grain grid by its definition, so the max diameter may lie at 7m or 8m. Larger structures may be not suitable to cover with canvas without additional structure. |
PortabilityPortability is ability to erect and take down the construction quickly, usually within a day and with little manpower (1-2 person max), and then transport the parts of the building. Tipi: Very portable, except for larger tipi the poles get very long, and portability becomes challenging. Yurt: Very portable, the lattice wall is reduced to 1/50 part of its extended length (e.g. 10m -> 0.20m); plus the roof poles. When using bamboo for the lattice wall and roof poles it's also very light in weight. Wigwam: Very portable too, just poles, for larger wigwams they can get quite long, but like modern tents the poles can be chopped into pieces. Wigwams built with natural materials like tree branches, are not transported but built new at new locations. Bow Dome: Portable, the bows can be long for large bow domes, and can't be chopped into pieces easily unless you use fiberglas or they are made out of segments e.g. out of wood. Geodesic Dome: Very portable, yet quite an overhead to erect and take-down as it requires an exact erection procedure (preparing all its segments/struts); and depending how the layers (raincover, thermal insulation, interior) are made, either aligned to the polyhedral skeleton (e.g. using elements) or simply half-sphere like flexible or bendable layers also determines the overhead of the portability. Star Dome: Very portable, especially when 1/4th circumference long bows are used, then two at a time need to be tied together as one long bow. With a cord and 15 or 30 bows (+2 bows for the base) you get a star dome. |
Living ComfortLiving comfort in regards as some forms are more suitable to be extended to true living space where you can sleep, work and cook; and the ability to insulate sufficiently for winter time. Tipi: Moderately, the poles at the top junction leave a little hole, at heavy rain water runs along the poles into the tipi, unless you entirely cover the pole junction you have water reaching the inside of the tipi. Not suitable for winter, as the tipi is not suitable for insulation; when tipi were used during the winter by natives, they used fur to insulate the tipi. Yurt: Highest rating, very comfortable, with a solid floor it becomes a real living space, if it's 100% insulated against rain (when using a 100% water resistant cover, not the traditionally used felt which is insufficient for rainy areas like european climate). With felt or other thermal insulator becomes suitable also for winter time. Wigwam: Modern approach can be very comfortable (then actually is just a variant of a bow dome), natural built with tree branches and leaves is just too temporary lasting for a couple of weeks. Bow Dome: Great comfort, the cover insulation is important. Modern bow domes are sold with simple canvas, and useable just for summer time but not as true living space. Due the sophisticated form of the cover the insulation requires more overhead and planning, but alike living quality like in a yurt should be achievable. (Expect update on this) Geodesic Dome: Great comfort, once rain/water insulation is resolved, and thermal insulation done, yet it almost doesn't qualify as temporary building anymore if all layers are aligned with the primary shape of the skeleton; or one uses simply a half-sphere cover (rain cover, thermal insulation, interior). Star Dome: Since it's a dome, the insulation needs to cut in certain shapes to fit the half-sphere shape, this is an additional overhead compared to the yurt. Otherwise great comfort is to be expected if you make a floor and use a stove for the winter-time. (Expect update on this) |
To summarize what I just described:
Type | Simplicity | Size Flexibility | Portability | Living Comfort | Average |
Tipi | ![]() ![]() ![]() ![]() ![]() |
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Yurt | ![]() ![]() ![]() ![]() ![]() |
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Wigwam | ![]() ![]() ![]() ![]() ![]() |
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Bow Dome | ![]() ![]() ![]() ![]() ![]() |
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Geodesic Dome | ![]() ![]() ![]() ![]() ![]() |
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Star Dome | ![]() ![]() ![]() ![]() ![]() |
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This rating is subject of change as with development and more indepth experiences other insights and therefore ratings will follow.
That's it for now, best explore the different types of temporary building by clicking on their links above.
These are considerations I personally apply on selecting sites:
for more sensing people may consider further:
Depending on the chosen site, the ground may require some preparation:
The online book The Cob Builders Handbook by Becky Bee has a chapter on "Choosing your Site
" and its following chapters provide some further hints and considerations.
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So before you actually build a yurt, dome or so, review where you will use it, and consider to calculate additional thermal insulation, and whether rain cover requires to be 100% waterproof, or just act as sunshade such as in dry areas. To build an universal "goes-everywhere" temporary building, quite some studying of different cases is required:
![]() Insulation Overview |
Should a full year with its four seasons include multiple of the above listed conditions, you may preferable remove or add layers of insulation and change the setup as required.
![]() ![]() Reusing Bubblewrap Summer/Winter |
At heavy winds the temporary building may require to be anchored like a ship with ties to the ground as due its lightness it may not provide sufficient wind resistance.
There are some general issues to be consider when chosing a temporary building, and this is if your region you use a temporary building has snow, e.g. in winter time.
![]() ![]() Snow Slide on Roofs of Yurt & Dome |
The snow slide depends on
The illustration above shows two options, PE and cotton cover for dome and yurt:
![]() ![]() My Yurt with PE Cover in Winter 2006/2007 |
![]() ![]() Tipi with cotton cover in Winter 2005/2006 |
Skylight:
Conclusion:
In areas of high snow exposure I recommend:
For small groups like couples, families different buildings can be connected with a hallway or tunnel to create a cluster.
There are two or three main methods to cluster:
![]() ![]() Cluster Tunnel with Door |
![]() ![]() Cluster Tunnel without Door |
![]() ![]() Family Cluster |
For a family, with 2-4 children, the parents can live in one or two buildings, whereas the kids may get one or multiple dedicated building. For buildings with small kids it is apparent to use the tunnel connecting the existing door.
![]() Rectangular Tunnel Profile with Cover |
and in case of rectangular shaped tunnels you have to make sure the rain-water does not create a dent (see illustration).
To decide the position of the remaining door and the tunnel:
Here an example of clustering without a tunnel but attaching, in this case yurts, together seamlessly:
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As a conclusion, the different domes with their geometry are most suitable to cluster, whereas with yurts you have to break up the lattice wall in order to cluster more than two yurts together.
![]() ![]() Heat distribution among clustered buildings |
Important detail: intake the hot air with a fan at the top of the main building with the heat source, and blow it out in the other building on the ground, there then it will rise and mix with the colder air. In case of a bow-based dome where pipes are used as bows, one bow or pipe could be used for the intake in the main building.
This solution recommends a short tunnel, 0.5m to 1.50m max I would say, to keep the volume of the tunnel as small as possible.
When the heat source is done with a stove, then a dedicated pipe near the stove in the main building providing cold and fresh air from the outside.
![]() ![]() Attached Room |
Depending whether the room is used often (e.g. WC, shower and kitchen) it makes sense to thermal insulate it as well, and have heat from the main room reach the attached room.
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Yurt: Use a lattice wall, and just make a bit smaller than the main yurt, e.g. 1/2 diameter of the main building. Then the roof poles of the attached room are laid on the main building, so, npoles attached room = 25% of npoles main room; this means apprx.25% of the circumference of the main building is the 60%-75% of the attached room. Overlap the roof canvas over the roof canvas of the attached room. To avoid the entry of the attached room outside gets even smaller again, keep the same size of the door frame.
Example: Main yurt 6.4m, 64 poles. 25% of 64 = 16 poles. Attached room 3.2m (32 poles), 75% would be 24 poles/junctions. We have a discrepancy of 8 poles/junction. I would say to evenly distribute them on the lattice wall of the attached room.
The main aim of a shelter is to create
as a result of one or more requirements, we end up with circumscribing a given volume, we create a solid. Usually we take material found in the environment to build a shelter, e.g. tree branches with leafs (see also Building Typology). One of the most simple construction is the one of a cone or tipi-like.
In order to study various forms, let's look how good such a space can be circumscribed, the volume we assume given - how about the surface, and what part is exposed vertical as roof?
For now I look for the dome, yurt, tipi and cube, and list first the calculations:
A = surface area, Awall = surface area without ground area, Aroof = surface area weather exposed, V = volume
Sphere
Aroof = 4 π r2 / 2 V = 4/3 π r3 |
Dome
Awall = 4 π r2 / 2 = 2 π r2 Aroof = 4 π r2 / 2 = 2 π r2 V = 4/6 π r3 |
Cube
Awall = 5 s2 Aroof = s2 V = s3 | |||
Cone / Tipi
A = r2 π + r 2r &pi = 3 r2 π
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Yurt
A = 2 r π (tan(α) r 2) + r π (r2+(tan(α) r)2)1/2 + r2 π =
Awall = 2 r π (tan(α) r 2) + r π (r2+(tan(α) r)2)1/2 =
Aroof = r π (r2+(tan(α) r)2)1/2 = V = r2 π (tan(α) r 2) + r2 π (tan(α) r / 3) = r3 π 7/3 tan(α) |
So, to have V set to 1m3 (and 25° roof angle for the yurt) and calculating all surfaces A via r or s:
Asphere = | 4 π ((1/(4/3 &pi))1/3)2 = | 4.835 |
Adome = | 3 π ((1/(4/6 &pi))1/3)2 = | 5.757 |
Adome-wall = | 2 π ((1/(4/6 &pi))1/3)2 = | 3.838 |
Ayurt = | (1/(π 7/3 tan(25°))1/3)2 (4 tan(25°) + (1+tan(25°)2)1/2 + 1) = | 5.494 |
Ayurt-wall = | (1/(π 7/3 tan(25°))1/3)2 (4 tan(25°) + (1+tan(25°)2)1/2) = | 4.109 |
Acube = | 6 (11/3)2 = | 6 |
Acube-wall = | 5 (11/3)2 = | 5 |
Atipi = | 3 π ((3/(π √3))1/3)2 | 6.337 |
Atipi-wall = | 2 π ((3/(π √3))1/3)2 | 4.225 |
Now we can list the ratios:
Asphere : Acube = | 4.835 : 6 = | 100% : 124.1% 85.6% : 100% |
Adome : Ayurt : Atipi : Acube = | 5.757 : 5.494 : 6.337 : 6 = | 100% : 95.4% : 110.1% : 104.2% 96.0% : 91.6% : 105.6% : 100% |
Adome-wall : Ayurt-wall : Atipi-wall : Acube-wall = | 3.838 : 4.109 : 4.225 : 5 = | 100% : 107.1% : 110.1% : 130.3% 76.6% : 82.1% : 84.5% : 100% |
![]() Volume vs Surface (without ground area) |
The required heating is mainly dependent on the surface and secondary on the volume, and since we calculated anyway with the same volume, we focus on the surface, which requires thermal insulation in order to maintain the heat energy within the room. So, the lesser the surface circumventing a volume, the better, the lesser insulations is required, and lesser surface where the energy is able to be transfered.
So, since I quickly led out the ratios, we can directly say, considering just the walls (without floor area), the dome requires 25-30% less energy and insulation than a cube given the same volume, and still have more ground area:
Dome (V = 1m3) | r = (1/(4/6 π))1/3 = 0.781 | Afloor = r2 π = | 1.919 | 100% |
Yurt (V = 1m3) | r = (1/(π 7/3 tan(25°))1/3 = 0.664 | Afloor = r2 π = | 1.385 | 72.2% |
Tipi (V = 1m3) | r = (3/(π √3))1/3 = 0.820 | Afloor = r2 π = | 2.112 | 110.1% |
Cube (V = 1m3) | s = 11/3 = 1 | Afloor = s2 = | 1 | 52.1% |
![]() Volume vs Floor |
I personally have a preference to consider larger floor area the better, as it's one of my aims. Yet, one may argue, as said, the grander floor requires more thermal insulation too.
Now, given the insights of the previous calculations, why aren't we building spherical? The answer will be given in this consideration:
Dome (V = 1m3) | r = (1/(4/6 π))1/3 = 0.781 | Aroof = 2 r2 π = | 3.838 | 100.0% | 383.8% |
Yurt (V = 1m3) | r = (1/(π 7/3 tan(25°))1/3 = 0.664 | Aroof = r2 π (1 + tan(α)2)1/2 = | 1.528 | 39.8% | 152.8% |
Tipi (V = 1m3) | r = (3/(π √3))1/3 = 0.820 | Aroof = 2 r2 π = | 4.224 | 110.1% | 422.4% |
Cube (V = 1m3) | s = 11/3 = 1 | Aroof = s2 = | 1 | 26.1% | 100.0% |
![]() Volume vs Roof |
The dome and tipi require 4x more material to be act as roof and be sealed 100% from water/rain than the roof of a cube. The yurt has apprx. 50% more roof surface than the cube, which is not that bad, given the yurt roof already is tilted, and the cube roof is not and the surface would increase as well if we had it tilted, e.g. 25° too.
Lloyd Khan wrote in some of his critics about polyhedral domes (e.g. such as geodesic dome) that in case of domes the entire surface is a roof, unlike with an ordinary house which has a roof and wall, and a wall requires less water resistance than a roof.
This is one of the main building disadvantages, which I think is also responsible why so few domes are built compared to rectangular/cubic houses with roofs; yet in case of temporary building the same argument applies of course.
The yurt can be considered a compromise between circle/spherical and rectangular/cubic building, the ground floor is circular, yet has wall (no vertical exposure) and roof (vertical exposure).
The Volume vs Surface reveals the spherical construction does best, and this influences effectiveness of heating as its primarly depended on surface. But then the Volume vs Roof reveals the major drawback on spherical building, the former advantage of gaining due less material to use to enclose a given volume is vanished, by having almost 4x more vertical exposure, a roof which needs to seal rain completely.
Now, what to do with these two considerations? If you live in a region with less rainfall, and do not need to pay so close attention to have a 100% waterproof roof, spherical or dome-wise is your choice - also if you live in a region where it's cold and you need to invest much into thermal insulation, but you have little to no rainfall. This leaves the rest, regions with significant rainfall, where a roof is required which indeed provides 100% seal of rain - and here cubic building does best, with a tilted roof of course so the rain flows on the side(s). The yurt, like said, a mixture of spherical and cubic building, provides a compromise - does well Volume vs Surface and Volume vs Roof.
Why I am calculating this all - well first of all for myself as I was really curious what's the advantage truly, in numbers, not just knowing the sphere is the optimum of surface and volume but to see how a dome (half a sphere) relates to a cube or a yurt. Now we pretty much have a good overview.
I have been fascinated by geometrical forms yet some of them were too abstract and really until I started to work in real world with some of the forms it got me so to speak, especially when you build and live in them yourself. At such a point you actually immediatly experience a form, and especially since we are so used to cubic or rectangular rooms it is a new experience for the senses and spirit to live in spherical or circular rooms.
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We are dealing here with the archetypes of forms as such, and the circle, the square, the sphere, the cube and so forth, they are archetypes which connect us to the realm of abstract forms from where we develop, plan and finally build not just temporary buildings, but everything which finally has a physical form here.
When exploring the website you will discover quite some programming work, e.g. the interactive parts where you can calculate canvas or entire structure of different shelters I feature.
I first thought to use software solely to visualize all the models I had and still have in my mind, but then I realized for myself it's required to do real models, in my case I use cheap bamboo sticks (40cm, 4mm diameter), cable binders and clear PVC pipe (inner diameter 4mm), and feeling the tension while I bend the bows, or fixate sticks together which later will be 3 to 8m long poles or bows. It gives you a direct impression of the static, which normal visualization software cannot provide. And it is fun! And when using a photocamera to make some photos in the right perspective and background you also get a sense how a full size shelter will look like.
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![]() ![]() My 6.4m (19.4') Yurt, April 2006 |
So, the most fun of course is to built full sized version of the models.
In case of geodesic dome I just did this, the 4V version with 250 struts:
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In this sense - enjoy building models and full scale variants!