I also need to take into account the size of the tree. Basically I find the diameter of the tree canopy, square it and multiply it by conversion factor of .7854 to get the area (A). For example our trees are averaging about a 4' diameter, so 4(4).7854 = 12.6 sq. feet
Also since the formula I use needs to reconcile the Area and ETc (ETc = ETo X Kc) which is given in inches to gallons, I use a conversion factor of .623
The formula is as follows:
Gallons/tree/day = ETo(Kc)A(.623) / .9
The .9 is the efficiency of the water delivered via drip lines. It is the most efficient value for any water delivery system.
So to water I do the following:
.31(.75)12.6(.623) / .9 = 2gallons/tree/day
So every tree, were it fully grown at this size, requires 2 gallons. Since these trees are still small they will require ~30% more water to make up for loss of shade and wind protection afforded by larger trees, and to make up for my poor weed control. That bumps me up to around 3 gallons a day.
I water every other day in the Summer which comes out to around 6 gallons. Since I have two 1 gallon/hr emitters a tree, I simply divide the total gallons needed by 2 to get my run times required to keep healthy growing trees.
We'll talk about a controlled defict for for fine olive oil production later. Right now these trees are new and I want them growing.
Keep in mind this is a basic formula and their are many other ways to take into account a plethora of variables to further fine tune your irrigation needs.
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