Page 353 - Civil Engineering Formulas
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284                   CHAPTER ELEVEN






                                                                 40'
                                           19' 17'
            7'
                             22'
                       Parallel parking         Right-angle parking






                                                                36'
                                       29'
            17'                          18'


                   45°-angle parking          60°-angle parking
            FIGURE 11.10 Street space and maneuvering space used for various parking positions. USCS
            (SI) equivalent units in ft (m): 7 (2.13), 17 (5.18), 18 (5.49), 19 (5.79), 22 (6.7), 29 (8.84),
            36 (10.97), 40 (12.19).

           TRANSITION (SPIRAL) CURVES

           On starting around a horizontal circular curve, a vehicle and its contents are
           immediately subjected to centrifugal forces. The faster the vehicle enters the
           circle and the sharper the curvature is, the greater the influence on vehicles and
           drivers of the change from tangent to curve. When transition curves are not pro-
           vided, drivers tend to create their own transition curves by moving laterally within
           their travel lane and sometimes the adjoining lane, a hazardous maneuver.
             The minimum length L, ft (m), of a spiral may be computed from
                                       3.15V  3
                                   L                           (11.24)
                                        RC
           where V   vehicle velocity, mi/h (km/h)
                R   radius, ft (m), of the circular curve to which the spiral is joined
                C   rate of increase of radial acceleration
           An empirical value indicative of the comfort and safety involved,  C values
           often used for highways range from 1 to 3. (For railroads, C is often taken as
           unity 1.) Another, more practical, method for calculating the minimum length
           of spiral required for use with circular curves is to base it on the required length
           for superelevation runoff.
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