Road vertical alignment design is a multi-objective design problem that needs to consider multiple constraints. Intelligent design based on optimization algorithms cannot wholly solve problems, such as multi-objective, uncertainty, and constraint dynamics. The article proposes a model of dynamically transforming design constraints into feasible regions as the design develops, to provide decision information before design actions rather than performing constraint evaluation after the design that reduces the empirical estimation. The design actions are divided into new design actions and modifying design actions, and corresponding feasible regions derived from constraints of design specifications and control elevations are established, respec...
Vertical Alignment (VA) optimization refers to the problem of finding the minimum cost of earthwork...
The vertical alignment optimization problem for road design focuses on finding the optimum vertical ...
10.1061/(ASCE)0733-947X(2002)128:5(395)Journal of Transportation Engineering1285395-40
In all design criteria, earthwork optimization is essential for the determination of optimal vertica...
In all design criteria, earthwork optimization is essential for the determination of optimal vertica...
Economic considerations are one of the most important design controls in highways project. Meanwhil...
The horizontal alignment optimization problem in road design is a complex problem. Usually, classic ...
This thesis defines a multi-objective optimization model that seeks to find road profiles that would...
Optimization of three-dimensional road alignments is recognized as a nonlinear and nonconvex optimiz...
The road design problem is usually split into the horizontal alignment, the vertical alignment, and ...
During initial stages of geometric design of highway projects, generally a number of alternative hor...
Multi-fidelity refers to methods that employ low fidelity and high fidelity models in their design s...
[[abstract]]An efficient optimization approach, called feasible gate (FG), is developed to enhance t...
Earthwork cost is one of the major cost items (approximately 25% of the construction costs) in road ...
A new convex Quadratically Constrained Quadratic Programming model (QCQP) is proposed for optimizing...
Vertical Alignment (VA) optimization refers to the problem of finding the minimum cost of earthwork...
The vertical alignment optimization problem for road design focuses on finding the optimum vertical ...
10.1061/(ASCE)0733-947X(2002)128:5(395)Journal of Transportation Engineering1285395-40
In all design criteria, earthwork optimization is essential for the determination of optimal vertica...
In all design criteria, earthwork optimization is essential for the determination of optimal vertica...
Economic considerations are one of the most important design controls in highways project. Meanwhil...
The horizontal alignment optimization problem in road design is a complex problem. Usually, classic ...
This thesis defines a multi-objective optimization model that seeks to find road profiles that would...
Optimization of three-dimensional road alignments is recognized as a nonlinear and nonconvex optimiz...
The road design problem is usually split into the horizontal alignment, the vertical alignment, and ...
During initial stages of geometric design of highway projects, generally a number of alternative hor...
Multi-fidelity refers to methods that employ low fidelity and high fidelity models in their design s...
[[abstract]]An efficient optimization approach, called feasible gate (FG), is developed to enhance t...
Earthwork cost is one of the major cost items (approximately 25% of the construction costs) in road ...
A new convex Quadratically Constrained Quadratic Programming model (QCQP) is proposed for optimizing...
Vertical Alignment (VA) optimization refers to the problem of finding the minimum cost of earthwork...
The vertical alignment optimization problem for road design focuses on finding the optimum vertical ...
10.1061/(ASCE)0733-947X(2002)128:5(395)Journal of Transportation Engineering1285395-40