Optimizing Sustainable Suburban Expansion with Autonomous Mobility through a Parametric Design Framework
Abstract
:1. Introduction
1.1. Environmental Opportunities in the Suburbs of Today and Tomorrow
1.2. Historic Car-Based Suburban Expansion and Its Consequences
1.3. The Significance of Suburbs and Potential of Autonomous Mobility
1.4. Pre-Adapting Future Suburban Development through Urban Planning and Design
1.5. The Study Site—Northridge, McKinney, TX
- At the district scale, the parametric design framework was used to explore potential spatial relationships between different land uses within the context of a widespread autonomous mobility system. The predetermined objectives for these new land use configurations were to increase access to a more distributed array of commercial and recreational amenities.
- At the block scale, the parametric design framework was used to experiment with various block configurations. These configurations were developed to respond to opportunities related to the adoption of an autonomous mobility system, such as narrower vehicular rights-of-way or more distributed multi-modal mobility hubs. The predetermined objectives for these optimized block configurations were to achieve improved accessibility, reduce impervious surfaces, and achieve more contiguous inner-block landscape space.
2. Materials and Methods
2.1. A Heuristic Parametric Design Framework—NOGAS
2.2. Key Modules
- Data configuration module: This module provides users with the capability to set or input parameters in multiple formats. Some of these parameters are associated with the generation of design scenarios, such as block size, building height, and land use attributes. Other parameters are typically linked to specific design objectives and are utilized later on in the scenario analysis module. This module can accommodate various data formats, including but not limited to Rhino3D vector data, ESRI Shapefile data, and matrix data. Different data formats are then converted into appropriate formats for future usage.
- Scenario generation module: With the input parameters from the data configuration module, this module is used to generate design scenarios based on predefined spatial objectives. As the parameters are modified, the generated results adapt accordingly.
- Scenario analysis module: This module is specifically designed to measure the performance factors of each generated scenario based on predefined metrics and predetermined objectives, as described in Section 2.2.
- Optimization module: This module is used to execute the design optimization processes. It serves as a crucial link between the scenario generation module and the scenario analysis module. By utilizing the performance metrics obtained from the scenario analysis module, this module dynamically adjusts the parameters that are input into the scenario generation module. This iterative process aims to refine and optimize the scenarios to achieve enhanced outcomes. It can accommodate various algorithms, including linear optimization [103], simulated annealing [104], particle swarm optimization [105], and others. After careful evaluation of different algorithms, Non-dominated Sorting Genetic Algorithm II (NSGA-II [106])3 is applied for its efficient non-dominated sorting procedure [107], performance in optimizing problems with two or more objectives [108], and ability to generate a comprehensive set of Pareto-optimal solutions rather than a single optimum solution [109].
- Visualization module: This module encompasses a collection of scripts that enable real-time visualization of output scenarios and performance metrics. By utilizing this module, designers gain a clear understanding of the generated and optimized scenarios, facilitating improved design communication.
2.3. Optimization Factors
2.3.1. District Scale Optimization Factors
- Land Use Distribution
- Landscape Space Allocation
2.3.2. Block Scale Optimization Factors
- Impervious Surface Reduction and Landscape Space Contiguity
- Multi-modal Mobility Hub Access
2.4. Baseline Analysis and Input Configurations
2.4.1. Baseline Analysis
2.4.2. Input Configurations
3. Case Studies and Results
3.1. District Scale Results
3.2. Block Scale Results
4. Discussion: Design Interpretations from the Model Outputs
4.1. District Scale Design Interpretation
4.2. Block Scale Design Interpretation
5. Conclusions
- When developing future suburbs, policymakers, developers, and planners must move away from the last century’s car-centric models. Mobility in and around metro areas is much more diverse than the outdated transportation and policy model of planning solely for suburb to downtown core trunkline commuting patterns. People and jobs have spread out well beyond the historic cores of cities. Cities and towns should adopt a more dynamic transportation system for polycentric suburb-to-suburb linkages that prioritize accessibility and integrate a range of new mobility technologies and services.
- Leveraging emerging mobility solutions and innovating zoning codes to allow for new mobility patterns will give policymakers, developers, and planners the opportunity to reimagine the current car-based mixed-use development paradigm, which forces an extraordinary number of extra household trips.
- In shaping future suburbs integrated with new mobility systems, policymakers, developers, and planners should consider employing a landscape performance-oriented method of design optimization over the traditional pavement-come-first method, which can offer novel opportunities to devise more comprehensive and sustainable development strategies.
- In formulating policies and plans for future suburbs, policymakers, developers, and planners ought to consider integrating a parametric design framework, like NOGAS. This not only enhances the process’s efficiency and precision by accelerating iterations and delivering data-driven outcomes but also maximizes future prospects by offering a large testbed of innovative solutions in a relatively short period of iteration.
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
1 | The collaboration between P-REX lab, MIT and the City of McKinney, TX was funded by Toyota Mobility Foundation. |
2 | Rhino3D is a widely adopted professional 3D modeling platform developed by Robert McNeel & Associates, renowned in the planning and design industry. GH, serving as a plugin for Rhino3D, enables users to generate, analyze, and optimize design scenarios in a parametric manner. Additionally, GH provides a comprehensive coding environment, including Python and C++, allowing users to implement customized functions using programming languages. These capabilities grant Rhino3D and GH the necessary flexibility and usability to serve as the foundation for developing a new parametric design framework. |
3 | During optimization process, NSGA-II employs the crossover and mutation operation to generate new scenarios from old scenarios. These two operations mimic the process of natural evolution. The crossover operation is switching several parameters of two old scenarios to generate new scenarios. The mutation is randomly changing several parameters of an old scenario create new scenarios. Several open-source NSGA-II plugins are available on the market. The Wallacei evolutionary simulation engine was selected for this research. |
4 | The values shown in the plot are fitness values. Fitness value is an intermediate value used by algorithm to judge which scenario have better performance in terms of given objective. The smaller fitness value, the better performance of given scenario. |
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Land Use Allocation Optimization Reference | Planning and Design Context | Planning and Design Scales | Main Optimization Algorithm | Planning and Design Objectives | Operation Environment | ||||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Urban | Suburb | Rural | Regional | City | District | Block | Linear Optimization | Genetic Algorithm | Particle Swarm Optimization | Ant Colony Optimization | Simulated Annealing | Economic Performance | Environmental Performance | Mobility Access | GIS Platform and Coding | Rhinoceros/Grasshopper Based Platform | |
Berawi et al. (2020) [82] | • | • | • | • | |||||||||||||
Cao et al. (2012) [83] | • | • | • | • | • | • | • | ||||||||||
Caparros-Midwood et al. (2015) [84] | • | • | • | • | • | • | |||||||||||
Eikelboom et al. (2015) [85] | • | • | • | • | • | ||||||||||||
Haque and Asami (2014) [86] | • | • | • | • | |||||||||||||
Janssen et al. (2008) [87] | • | • | • | • | • | ||||||||||||
Koenig et al. (2020) [88] | • | • | • | • | |||||||||||||
Li and Parrott (2016) [89] | • | • | • | • | • | • | • | • | |||||||||
Liu et al. (2012) [90] | • | • | • | • | • | • | • | ||||||||||
Liu et al. (2013) [91] | • | • | • | • | • | • | • | ||||||||||
Liu et al. (2015) [92] | • | • | • | • | • | • | • | • | |||||||||
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Mohammadi et al. (2016) [95] | • | • | • | • | • | • | • | ||||||||||
Porta et al. (2013) [75] | • | • | • | • | • | • | • | ||||||||||
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Stewart and Janssen (2014) [98] | • | • | • | • | • | ||||||||||||
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This research | • | • | • | • | • | • | • |
District Scale | |
---|---|
Inputs -> Scenario Generation Module | |
1. Land use cell size | 4.5 acres |
2. Land use cell type | Suburban living; estate residential; Neighborhood commercial; landscape space |
3. Land use cell count of each land use type | Suburban living: 114; estate residential: 45; Neighborhood commercial: 9; landscape space: 28 |
4. Site boundary | A spatial data input from Rhino3D |
Inputs -> Scenario Analysis Module | |
1. Land use matrix | See Figure 10 for detailed information |
Block scale | |
Inputs -> Scenario Generation Module | |
1. Block size | 4.5 acres |
2. Building density | 4 units per acre |
3. Lot area | 5400 ft2 |
4. Building footprint (without garage) | 1400 ft2 |
5. Number of multi-modal mobility hub | 1 |
Inputs -> Scenario Analysis Module | |
1 min walking distance | 150 ft |
Optimization Size | District Scale|Block Scale | Algorithm Settings | District Scale|Block Scale |
---|---|---|---|
Generation size | 50|50 | Mutation rate | 1/n|1/n |
Generation count | 100|100 | Crossover probability | 0.9|0.9 |
Population size | 5000|5000 | Mutation distribution index | 20|20 |
Number of variables | 784|10,002 | Crossover distribution index | 20|20 |
Size of search space | 1 × 10118|2.5 × 107 | Simulation runtime | 4 h 36 min|18 min |
Optimization Factors | Existing Scenario | Optimized Scenario (Ranking out of 5000) | ΔVariation | |
---|---|---|---|---|
Land Use Distribution (fdist) | −1820 | −388 (1) | +1432 | |
Landscape Space Allocation | Access (faccess) | 10,618 ft | 42,472 ft (1102) | +300% |
Contiguity (fcontiguity) | 27 | 8 (4117) | −70% |
Optimization Factors | Baseline Solution | Optimized Solution (Ranking out of 5000) | Δ Variation | |
---|---|---|---|---|
Ratio of impervious surface (fimpervious) | 23% | 12% (3173) | −11% | |
Landscape Space Contiguity | Area of the largest single landscape space inside the block (fconti) | 1755 | 92,673 ft2 (1698) | +5180% |
Multi-modal Mobility Hub Access | Average distance between each household and multi-modal mobility hub (favgdistance) | N/A | 160 ft (533) | N/A |
Ratio of households within a 150 ft distance to the multi-modal mobility hub (fhouseholdaccess) | N/A | 65% (2087) | N/A |
Existing Scenario | Optimized Scenario | ΔVariation | ||
---|---|---|---|---|
Neighborhood Commercial | 3 min walking * | 10% | 36% | +26% |
5 min walking ** | 25% | 70% | +45% | |
Landscape Space | 3 min walking * | 12% | 62% | +50% |
5 min walking ** | 27% | 89% | +62% | |
Both | 3 min walking * | 0% | 15% | +15% |
5 min walking ** | 4% | 46% | +42% |
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© 2023 by the authors. Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (https://creativecommons.org/licenses/by/4.0/).
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Zhu, C.; Susskind, J.; Giampieri, M.; O’Neil, H.B.; Berger, A.M. Optimizing Sustainable Suburban Expansion with Autonomous Mobility through a Parametric Design Framework. Land 2023, 12, 1786. https://doi.org/10.3390/land12091786
Zhu C, Susskind J, Giampieri M, O’Neil HB, Berger AM. Optimizing Sustainable Suburban Expansion with Autonomous Mobility through a Parametric Design Framework. Land. 2023; 12(9):1786. https://doi.org/10.3390/land12091786
Chicago/Turabian StyleZhu, Chenhao, Jonah Susskind, Mario Giampieri, Hazel Backus O’Neil, and Alan M. Berger. 2023. "Optimizing Sustainable Suburban Expansion with Autonomous Mobility through a Parametric Design Framework" Land 12, no. 9: 1786. https://doi.org/10.3390/land12091786
APA StyleZhu, C., Susskind, J., Giampieri, M., O’Neil, H. B., & Berger, A. M. (2023). Optimizing Sustainable Suburban Expansion with Autonomous Mobility through a Parametric Design Framework. Land, 12(9), 1786. https://doi.org/10.3390/land12091786