Author(s)

Yanhong Wu, Gaixia Wang

Corresponding Author

Yanhong Wu

Abstract

Nonlinear programming model is used to study the optimal design of open parking spaces in this paper. In order to get the optimal design scheme of a given parking space, the formula model is established, and the number of parallel and vertical parking spaces that can be arranged is 84 and 62 respectively. Then the nonlinear programming model is established for the oblique and mixed forms and the maximum number of parking spaces that can be arranged in hybrid arrangement is 88 through programming solution. It can be concluded that the most parking spaces can be arranged by the combination of oblique and parallel arrangement. At last, the width of the passage is solved from the relationship between the width of the passage, the length and the width of the parking space.

Keywords

Nonlinear Programming; Parking Space; Mixed Arrangement; MATLAB