Hi
My maths is not reall all that great. I am trying to create a formulae to determine the number of people for a project.
My assumption is the area is 150,000 ha and the surveyor captures 4 ha per day. Is this correct??
ha = 150, 000
150, 000 / 4 = requires 37, 500 days
Assuming a surveyor works 350 days/pa
= 37, 500 / 350 = 107
Is it correct that 107 surveyors working for 350 days @ 4ha/day
will capture 150, 000 ha
Thanks
Clive
Replies
I agree, fly it.
the amount of improvements that need to be located can be sparce or dense, and if on can locate and not worry about elevations that would increase production, also using symbols instead of actual measured dimentions, eg a water meter could be a rectangle with "WM" or on can locate the actual corners and draw it up, the symbol is only one shot the other is four.
My rule of thumb used to be after 5 acres, set aerial targets and fly the job, but work being slow, is another matter, I might do up to 14 acres on the ground, but at some point aerial photogrametry is much more cost effective.
I wouldn't rely on photogramatric topos for accuracy, they're fine for "dirt" elevations, but for paving or concrete or any other hard surface, its not that accurate. Not to mention that the larger the project, the worse any error will be by accumulation. If the entire surface is 0.10' off, 0.10' in elevation over 20 AC will be a lot of volume, 30 AC would be worse. Aerial surveys are also bad in tall grass or any form of vegetation.
By capture I assume you mean topographic survey, and without any idea of the terrain or vegetation, I have to assume 4ha is a reasonable assumption (no way to either agree or not).
Does "pa" mean per annum? Realistically you should use a figure of 260 work days for each year.
Make that correction and I think you'll reach a imaginative figure for how many surveyors you would need to complete the project in a calendar year.
I have a lot of friends out of work, I could easily find 107 or the new answer (144) if the pay is reasonable.
Take care,
Rich
"The drops of rain make a hole in the stone not by violence but by oft falling." ~ Lucretius