Reference no: EM13330291
1) A circular curve (R=900m) has spirals at each end with an A value between 230 and 235. (choose A to give an exact value for A/R in the curve tables.) The PI is at 5+32 d.efg* and r = 3d"1e'1f*.
a) Evaluate Ls, X, Y, P, Q, LT, ST, LC, Θs, Os, Ts, Es, c (d,m,s,), Lc, and Tc. (3 decimal places)
b) Determine the T.S., S.C., C.S., S.T., SPl1, CPl. SPl2 stations.
2) For the alignment shown below, the distance between Pl's is 465.123m:
a) Determine the maximum radius R (to the nearest 10m) so that there are at least 200m of tangent between the two curve systems.
b) Determine the Pl, ST., and CPI stations shown below.
![1792_Determine the maximum radius.png](https://secure.expertsmind.com/CMSImages/1792_Determine%20the%20maximum%20radius.png)
3) For the plan and profile shown below determine the following:
a) the stations of points A. B. C & D. (3 decimal places)
b) inside & outside ordinates for every even 20m stations from 1+500 to 1+640 and the points A, 13, C & D. Show +1- signs on the ordinates to indicate whether they are above or below centreline. (3 decimal places)
c) centreline elevations for every even 20m stations from 1+500 to 1+640 and the points A, B. C & D. (3 decimal places)
d) Inside & outside edge of pavement elevations for every even 20m stations from 1+500 to 1+640 and the points A. B. C & D. (3 decimal places)
![1746_Determine the maximum radius1.png](https://secure.expertsmind.com/CMSImages/1746_Determine%20the%20maximum%20radius1.png)
For values with asterisk (A) use your student number abc-def-ghl.
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