How do they keep a wooden fence from being blown down by the wind?
They dig narrow, deep pits a couple feet straight down, drop the vertical posts in, then fill the pits with concrete. Deep holes, not trenches.
How do they keep a wooden fence from being blown down by the wind?
My Monolith will be just over 11 feet tall.Yeah, a couple challenges there. I think I would be approaching it all a little differently. This is what I would do:
I hope that is all a bit helpful. Here's a quick sketch to show what I'm talking about. That will not tip over!
- I would be going with a 9 foot tall monolith, as I feel 11 feet will look too narrow from any kind of distance
- I would first sink the 4x4 posts vertically into the ground at about 3-1/2 feet apart using concrete.
- I would build the monolith AROUND the posts, screwing the structure of the monolith INTO the posts.
View attachment 1808120
I googled
"As a side note, the english Wikipedia article mentions another inconsistency regarding the monolith(s), but between the novel and the movie : “While it is stated in the book that the ratio of the dimensions of the monolith are supposed to be 1 : 4 : 9 (1² : 2² : 3²), the shape of the actual monolith seen in the movie does not conform to this ratio. A ratio of 1 : 4 : 9 would produce an object that appears thick, wide, and squat. Kubrick wanted something taller and thinner, which he felt would be more imposing. Measurements taken from movie frames show that the movie monolith has dimensions approximately in the ratio 0.65 : 4 : 9 or 1 : 6 : 14.”"
I'm not a math guy, so I dont really know what to make out of the last sentence with the listed numbers?
I googles it and found this address In the novel 2001: A space odyssey, is there an inconsistency regarding the monolith's measurements?
help?....Im not sure?Okay, converting your 11-foot height to 1 : 6 : 14 proportions gives an overall shrinking ratio of 78.6%, and would result in the following:
OR, if you use 4 feet wide as your limiting factor (67%), to match Kubrick's 1 : 6 : 14 proportions you will get:
- Height: 11 feet tall
- Width: 4 feet, 8-1/2 inches
- Thickness: 9-1/2 inches
Does that help?
- Height: 9 feet, 4 inches tall
- Width: 4 feet
- Thickness: 8 inches
i must have been typing when you posted. Too funny.Okay, converting your 11-foot height to 1 : 6 : 14 proportions gives an overall shrinking ratio of 78.6%, and would result in the following:
OR, if you use 4 feet wide as your limiting factor (67%), to match Kubrick's 1 : 6 : 14 proportions you will get:
- Height: 11 feet tall
- Width: 4 feet, 8-1/2 inches
- Thickness: 9-1/2 inches
Does that help?
- Height: 9 feet, 4 inches tall
- Width: 4 feet
- Thickness: 8 inches