We have quite a few trees growing uncomfortably close to the house, and as we slowly tidy up we are trying to get rid of them, with the plan of replacing them hopefully with better trees planted in more appropriate locations. Around the smallholding there are tons of Silver Birches, and one in particular is too close to the house. I've been hesitating about cutting it down as it is very tall, and, in one direction it is about 6 metres from a telephone line serving our neighbours house and 4 metres from the lane, and in another direction it is about 8 metres from the house. In other words if I got the felling wrong I would either be in trouble with our neighbours or Jo!
After many months of hesitation and procrastination, yesterday I thought I would sieze the day and sieze the chainsaw and go for it! I've been eyeing it for several days, circling it to see which direction it naturally leans in the hope that it is away from the telephone line and away from the house! Ideally I wanted it to fall directly away from the road, and luckily it does have a very slight lean that way.
There are plenty of step by step guides on the Internet and in books so I won't go into too much detail, the drawing below shows what I did to fell the tree:
How I Felled The Silver Birch |
The Hinge |
The Result! |
Circum. | Diameter | Area | |
Units | m | m | m^2 |
Top | 0.4500 | 0.1432 | 0.0161 |
Bottom | 1.1500 | 0.3661 | 0.1052 |
Length | 12 |
'Bottom' means around 20cm above the ground, and 'Top' means the point where a single trunk stops and starts to become several smaller, but still vertical, branches. It's a little bit difficult to see quite how much additional height above the 12m there is as most of it is stuck through a hedge at the moment(!) but from what I can see I would guess maybe 5m or more.
I wanted to calculate the volume, density and then derive the total weight of the firewood the tree yielded. It would be really useful to have a rule of thumb by tree type to use in the future when, hopefully, we're using wood to cover all of our heating needs. Anyway, the starting point for the calculation that I used was to assume that the main trunk of the tree is a truncated cone. This would allow me to calculate the volume of the 'theoretical' cone (i.e. if the tree actually ended in a sharp point), and then subtract the volume of the part from diameter 0.1432m to the sharp point. Cutting a simple cube, measuring it and weighing it gives the density and then we're in business!
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Propping prior to first sectioning cut |
Finally - apologies for the awful formatting of this post - hope any mathematicians have their microscopes on standby!
Ben explaining about sawdust to Mummy & Kate |
Daddy's Little Helper!
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