1930
Well-Known Member
Thanks for any help, new to all of this.
This is a 5 acre parcel of land that Ive been working on clearing for some time.
B indicates the area where I will be removing dirt ( pure sand ) because it is a much higher elevation than the proposed slab and I dont want to look at a hill behind my shop/home. I have been moving this material ( D is at least 6 ft higher in elevation to the slab ) down to the area marked C.
The difference at X is approx 6 ft in other words the proposed slab is 6 feet higher at this point than C. As you work your way across and around the slab the slope becomes less pronounced.
R front corner of proposed slab the slope is nearly nonexistent as in I need to create something there for water to run off and away.
I am having a 3 yard loader dropped off to move this material, Ive been moving it with a JD 544 which has done a great job but just isnt quite heavy/big enough. The bigger loader is not cheap, Ive got it for a week and as far as I know I shouldnt need anywhere near that amount of time but considering I have zero experience with grading Im in for a crash course and Ill do the best I can.
My plan is to cut out a line the width of loader bucket 2 feet deeper than the slab area, I plan to cut this out right in the middle of dotted line on my diagram. I then plan to take more out of the B side so as to create a slope up to my driveway.
How much slope is too much in that it will need a retaining wall so that my driveway ( which is still nothing more than more sand at this point ) dosent start falling down the hill?
Also there is at some point gonna come a time where there is no more material going into the C area and there is prob. gonna be a very extreme slope which may or may not require some type of retention wall but dont know what I can get away with slope wise in reference to distance away from any building structure?
Im attaching a bunch of pictures, maybe they will help a little to explain better.
More pics
Attached Thumbnails
This picture shows D at its best
Attached Thumbnails
This picture shows X at its best
Attached Thumbnails
This is a 5 acre parcel of land that Ive been working on clearing for some time.
B indicates the area where I will be removing dirt ( pure sand ) because it is a much higher elevation than the proposed slab and I dont want to look at a hill behind my shop/home. I have been moving this material ( D is at least 6 ft higher in elevation to the slab ) down to the area marked C.
The difference at X is approx 6 ft in other words the proposed slab is 6 feet higher at this point than C. As you work your way across and around the slab the slope becomes less pronounced.
R front corner of proposed slab the slope is nearly nonexistent as in I need to create something there for water to run off and away.
I am having a 3 yard loader dropped off to move this material, Ive been moving it with a JD 544 which has done a great job but just isnt quite heavy/big enough. The bigger loader is not cheap, Ive got it for a week and as far as I know I shouldnt need anywhere near that amount of time but considering I have zero experience with grading Im in for a crash course and Ill do the best I can.
My plan is to cut out a line the width of loader bucket 2 feet deeper than the slab area, I plan to cut this out right in the middle of dotted line on my diagram. I then plan to take more out of the B side so as to create a slope up to my driveway.
How much slope is too much in that it will need a retaining wall so that my driveway ( which is still nothing more than more sand at this point ) dosent start falling down the hill?
Also there is at some point gonna come a time where there is no more material going into the C area and there is prob. gonna be a very extreme slope which may or may not require some type of retention wall but dont know what I can get away with slope wise in reference to distance away from any building structure?
Im attaching a bunch of pictures, maybe they will help a little to explain better.
More pics
This picture shows D at its best
This picture shows X at its best
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