Abstract

This article introduces the research on how to comprehensively consider various factors to design the parking space of the parking lot, so that it can obtain a larger parking capacity. This article solves the following three problems by establishing a nonlinear integer programming model, combined with multi-level fuzzy comprehensive evaluation. Question 1: Establish three single-row parking models for parallel, vertical, and inclined parking, a nonlinear integer programming model, establish a multi-row parking space distribution model, and further discuss and solve the three situations. Question 2: In the case of restricting the entrance and exit position, this article introduces the division of the parking lot into a rectangular area and a trapezoidal area. For the rectangular area, the nonlinear integer programming model is solved. Question 3: Without limiting the location of entrances and exits, this article first combines the internal and external road conditions of the parking lot and the parking lot in the design principle to obtain the location and number of entrances and exits, and solve the corresponding problems.

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