mabn
Mining
- Jun 6, 2003
- 33
Hello fellow earthmovers,
I'm hoping to glean off some expertise if anyone has experience with the following:
We have a problem with haul trucks getting stuck in soft material.... or their tires spinning out as the truck starts up in the soft material at the loading area. We have limited the payload on the truck to help reduce this; at the limited payload, we havent had too much trouble.
We would like to put a dozer in front of the haul truck to help pull it out, or increase the payload limit that we can pull out from the loading area.
We are having some difficulty relating the drawbar pull of the tractor to the rimpull of the haul truck. How they extra pull power of the tractor relates to added payload on the truck is difficult to conceptualize.
As I see it, the factors involved are:
TR% - Total resistance of the ground (grade + rolling)
Ct- Coefficient of traction
Max. rimpull of the haul truck
Max. drawbar of the tractor
Payload
Empty vehicle weight of the haul truck
Tractor vehicle weight
I may be missing out on something?
The only variable that would change in the two scenarios (1. without the tractor, 2. with the tractor supporting) should be payload; and the increase is what I'd like to solve for.
The other variables should be constants. The TR% and Ct would be unknowns (but could be assumed if they cannot be solved for), the rest of the variables are knowns.
My approach would be to solve for TR% from the equation:
Max. truck rimpull = Gross Vehicle Weight with limited payload * TR%
Now I'd add in the tractor:
Increase the rimpull by directly adding the tractor drawbar.
Making the GVW an unknown (known vehicles weights plus unknown new payload).
Using the solved TR%.
Solving for payload, again using the formula above.
With this process I haven't used the Ct at all, and I'm really unsure whether I can directly add the drawbar to the rimpull??
If anyone has any input on this process or any ideas, it would be greatly appreciated. I want to take a textbook engineered approach to this before we test it in the field.
I'm hoping to glean off some expertise if anyone has experience with the following:
We have a problem with haul trucks getting stuck in soft material.... or their tires spinning out as the truck starts up in the soft material at the loading area. We have limited the payload on the truck to help reduce this; at the limited payload, we havent had too much trouble.
We would like to put a dozer in front of the haul truck to help pull it out, or increase the payload limit that we can pull out from the loading area.
We are having some difficulty relating the drawbar pull of the tractor to the rimpull of the haul truck. How they extra pull power of the tractor relates to added payload on the truck is difficult to conceptualize.
As I see it, the factors involved are:
TR% - Total resistance of the ground (grade + rolling)
Ct- Coefficient of traction
Max. rimpull of the haul truck
Max. drawbar of the tractor
Payload
Empty vehicle weight of the haul truck
Tractor vehicle weight
I may be missing out on something?
The only variable that would change in the two scenarios (1. without the tractor, 2. with the tractor supporting) should be payload; and the increase is what I'd like to solve for.
The other variables should be constants. The TR% and Ct would be unknowns (but could be assumed if they cannot be solved for), the rest of the variables are knowns.
My approach would be to solve for TR% from the equation:
Max. truck rimpull = Gross Vehicle Weight with limited payload * TR%
Now I'd add in the tractor:
Increase the rimpull by directly adding the tractor drawbar.
Making the GVW an unknown (known vehicles weights plus unknown new payload).
Using the solved TR%.
Solving for payload, again using the formula above.
With this process I haven't used the Ct at all, and I'm really unsure whether I can directly add the drawbar to the rimpull??
If anyone has any input on this process or any ideas, it would be greatly appreciated. I want to take a textbook engineered approach to this before we test it in the field.