MaryJ
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In Highway Capacity Manual example problem #4, gives an example of a freeway segment with grade in segment one of 3% and length of 3000 ft. Segment two of the said freeway has grade of 5% and length of 2600 ft. They gives other parameters then asked to find the LOS for the upgrade and downgrade direction. The solution for the upgrade section is given which I totally understand, but for the life of me, I cannot seem to come up with the same answers for the downgrade direction as given in the solution. HCM states that the answer should be -1% for the downgrade grade using the composite method analysis. Can someone help me out with this problem please.
This is my approach and I always get stuck. In solving for the downgrade, I reversed the order of the grades, thus calling the original segment two going upgrade----now is segment one going downgrade and original segment one going upgrade ---is now segment two going downgrade, since approaching from the opposite direction.
I then enter 2600 ft at the bottom of the graph (Exhibit A23-2) and draw a vertical line to the 3% performance curve, then draw a second horizontal line going to the left of the y-axis of the graph and see that it intersects with 30mph. At this point there is no way to connect from the 3% to a 5% performance curve to continue to solve the problem, as anyone can see. How is this done? Anyone?
This is my approach and I always get stuck. In solving for the downgrade, I reversed the order of the grades, thus calling the original segment two going upgrade----now is segment one going downgrade and original segment one going upgrade ---is now segment two going downgrade, since approaching from the opposite direction.
I then enter 2600 ft at the bottom of the graph (Exhibit A23-2) and draw a vertical line to the 3% performance curve, then draw a second horizontal line going to the left of the y-axis of the graph and see that it intersects with 30mph. At this point there is no way to connect from the 3% to a 5% performance curve to continue to solve the problem, as anyone can see. How is this done? Anyone?