I am building a ramp to go from one level of my new layout to the second level which is 34" higher.
Side Note: For those of you that will tell me to build a helix - no thanks. That would take up more than a 6' circle somewhere on my layout, and I'm not about to eat up that much space. My ramp will go around the perimeter of my layout, and for 25' it will rest on brackets screwed into the wall, so very little space will be used on the layout itself.
My ramp will go around a table (25' x 10') and run for a length of 680". At the end of the ramp I will be up at 34".
I calculate that if I start at the level of the table and go up in increments of 1" every 20", that will put me at 34" at the end of the 680" run.
Here's my problem. The formula for figuring the degree of grade is as follows - - - - I think this is the correct formula.
Divide the length of the run into the height going up. Answer - 34" divided by 680" = .05
Then the .05 is to be multiplied by 100 which equals a 5% grade.
Here's where I get puzzled. I have a Husky 2' level with a digital grade reader built into it. I also have an old fashion accurate pendulum grade finder. I've tested both of them and they are right on.
I cut out of 2x4, a one inch, a two inch, a three inch, and a four inch block of wood. I spaced them 20" apart and measured the grade from one to another. The grade reading never moved from a 2.8 degree from one block to another. I also took a 6' 2x4 and placed on it's 2" side onto the four blocks and then placed the levels on that. Still 2.8 degrees.
What gives. If the true grade is really 2.8, I have nothing to worry about, or am I using the wrong formula to figure grade to start with.
I build a 20' long 2x8 ramp to test what kind of grade my engines could pull before slipping. I kept increasing the grade up to 4% which I thought should be the limit to run up. My 2010 Lionel Santa Fe AC6000 diesel pulled 13 cars up a 20' long 4% grade like it didn't even have anything behind it.
Is the grade 2.8 or 5% ? ? ? ? ?
Corvettte (Paul)