Midterm 2 Flashcards
(47 cards)
series of 2 or more circular curves; any 2 successive curves having a common tangent
compound curves
3 things that “define”a compound curve?
- ) Simple Curve
- ) Curvature in the same direction
- ) Common Tangent
where are compound curves used?
at grade intersections, highway sections in difficult topography, and ramps of interchanges, to avoid obstacles
ratio of compound curves for highways
1.5:1
two simple curves with equal radii turning in opposite directions with a common tangent
reverse curves
What is the purpose of reverse curves?
to change the alignment of the highway, to redirect through lanes at channelized intersections and high speed median crossovers
What is one downfall of reverse curves?
Causes sudden change in alignment which makes it hard to stay in lane
Why is vertical alignment important
to determine the elevation to ensure proper drainage, and an acceptable level of safety and comfort
What is the primary challenge of vertical curves?
Transitioning from one grade to another
two types of vertical curves
crest and sag
True or false: vertical curves have equal tangents making it symmetrical about the PVI
true
What type of shape do vertical curves most mimic, circular or parabolic?
Parabolic
how are grades selected?
based on the type of urban or rural, type of street, and design speed
location at which the curve is level/where the slope is zero
turning points
why are turning points important?
Water can collect
number of horizontal feet needed for a 1% change in the slope; also known as vertical curvature
k factor
what can the k factor be used for?
Finding high/lowpoints
What is the goal of SSD considerations?
to find an appropriate length (L) for the curve that can accommodate the correct SSD
Advantages of transition curve advantages
appearance of the highway is enhanced, reduces break in alignment, suitable zone for super elevation runoff
curves placed between tangent and circular sections of roadway; beginning with an infinite radius to match the tangent ending with the same radius as the curveS
transition curves
Curve where the radius is infinite at the tangent end and radius of circular curve at the other end
Spiral Curve
Where can spiral curves be located
approaching a curve, leaving a curve, connect two circular curves of differential radii
does the central angle change when reducing to a spiral curve?
no but the curve angle gets reduced by -2delta
General types of roadways
divided and undivided