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URBAN PLANNING AND WELL-BEING. THE CASE OF
BARCELONAMontserrat Pallares-Barbera, Jordi Duch, Anna Badia
ABCD Series, January 18, 2012
Room S050 of the CGIS South Building at 1730 Cambridge St at 12 noon
Harvard University Institute for Quantitative Social Sciences Center for Geographic Analysis
Geography Dept. Universitat Autònoma de Barcelona
Center for Geographic Analysis. IQSS. Harvard University
2
structure of the talk
• Problem and motivations of the problem• Objectives and structural question• Case study• Methodology• Results• Concluding unanswered questions
Wellbeing and urban planning
• Increasing urban services• Past and present• Cities• Agglomeration• Shocks• Background
Density, malnutrition, agglomeration, overworking, infected water, illiteracy Causes
Mortality, ignorance, illness, unhappiness, uncultured, unsociability Consequences
Cities experienced a high incoming population during the industrial revolution
Population density increased in all of them
Shocks to the system:
Mortality increased and life span decreased
Determinants of the cities in the nineteenth to beginning twentieth centuries
5
OBJECTIVES AND Structural question. How urban planning and, in particular, the location of urban services, affects wellbeing
. Data from the Plan of Expansion of Barcelona of 1860, proposed by IldefonsCerdà is used for various analysis and simulations
Why-We want to answer the question of ‘who gets welfare and where do they get it’-We want to get further elements to incorporate in future planning practices
How-To study Cerdà’s proposal using current methodology from location theory, such as location-allocation models and ArcGis 10 Network Analyst for analysis
Working hypotheses- Cerdà’s proposal for the expansion of Barcelona had the aim to improve the
population living standards- He used urbanism as a redistribution tool-He included services to population as a necessary condition to get his objectives
of improving social well being
Sources: Barcelona Institut d'Estadística de Catalunya (Idescat) and Centre d'Estudis Demogràfics; Boston http://www.bpl.org/research/govdocs/boststats.htm; Chicago http://tigger.uic.edu/depts/ahaa/imagebase/chimaps/mcclendon.html; London http://www.demographia.com/dm-lon31.htm; New York http://www.demographia.com/dm-nyc.htm; Paris ; Philadelphia http://physics.bu.edu/~redner/projects/population/cities/philadelphia.html.
Population and population density in cities, per Sq Km
* 1071
* 32465
* 26978
* 6,515 * 897
*23,552-1,378
*4,923
*13,365*1,105
85,600
* 15,926
*4,266
*11,535
*30,529
*20,240
http://www.nyc.gov/html/dcp/pdf/census/1910_pop_density.pdf
Creator: Tenement InspectorSource: Chicago Historical Society (ICHi-37341)
http://encyclopedia.chicagohistory.org/pages/10727.html
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Barcelona. Mortality in the first floor level 1846-1865
Source. Canedo Arnedo, M. Geohistòria ambiental de la Barcelona del segle XIX. Master Research Project. Universitat Autònoma de Barcelona. Geography Department, 2010.(1) García Fària, 1894, p. 26-27.
Average life expectancy between richer and poorer classes was 38.83 and 19.68 years of age, respectively (men, average between years 1837 and 1847; Cerdà, 1867)
Words of Cerdà’s• Cerdà attributed the causes of mortality and poor urban
condition to greed and ignorance: “The errors in the lack of hygienic means in founding a city are a consequence of ignorance and greed and prevent the development of robust, wise and industrious generations. These errors increase mortality, decrease the average life expectancy, and mostly contribute to epidemic attacks every twenty years” (Cerdà, 1860: 55).
• Under these beliefs, his plan had to be built using new standards of the (new) culture of the (new) century: “[t]oattain the good conditions that the culture of our time demands for the entire population” (Cerdà, 1860: 56).
Creator: I. T. Palmatary and Christian IngerSource: Chicago Historical Society (ICHi-05656)
http://encyclopedia.chicagohistory.org/pages/10603.html
NYC-GRID-1811
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http://www.oldlondonmaps.com/stanfordpages/cityMAIN.html
Edward StanfordThe School-Board Map of London, c. 1872Scale 6 inches to one mile.
Streets of the New Barcelona
Area: 1,975 Ha
228,3Perimeter
118,8Streets Outside Enlargement
117,4Streets with train
18350 m
77,530 m
237,720 m
Longitude (km)Street type/ wide
4003-6 m
200<3 m
Number of streets
Street type/ wide
Streets of the Old Barcelona
Area: 193,97 Ha
2512Government Institutions
3333Schools
Outside the city3Hospitals
1010Markets
388Parks
Number of blocksOccupancy
NumberType of services
Planning equipments
- 10 midwifes and 69 surgeon doctors (Cerdà, 1867)
Service provision in the Old Barcelona
- 3 markets, 2 of them fisheries (Pescadería del Mercado del Borne, 425 m2, and Pescadería del Mercado de Isabel II, 900 m2), and 1 of them of general groceries (Mercado de la Plaza de Isabel II, 3,525 m2;
Service location made by Cerdà
Table 2. Housing category and number of floors projected, area and inhabitantsHousing category Floor number Number of people Area sq meters sq meters/Inhab Lenghtxdepth
living in each floor
Housing for the wealthyProjects A-F PB (Ground) 0 225-400 20x20
1rs & 2nd floor 9 to 13 225-400Mean 16 787 48.92
Housing for the midle classProject G PB (Ground) 2 shops 400
1rst 22 4002nd 12 400Mean 34 1200 35.29 15x15
Housing for the working classProject A-H PB (Ground) 1 shop 69-103
1rs 4 to 10 69-136.52nd 4 to 5 69-136.53rd 4 to 5 69-136.5Mean 4 to 5 69 to >103 23.62 10.15x10.15
Source. Cerdà p. 75, (MAP. Aj. Barcelona 1991). [Table] "97a. Clasificacióbn de las casas, número de personas que pueden albergarse en ellas, superficie que ocuparán, precio e importe de la construcción, importe tottal y renta que producirán"
MethodologyTypes of housing projectedHousing category and population density per category Cerdà’s Barcelona
168314100,00TOTAL
27971,662Error
16551798,338TOTAL
4490126,677No contribuyentesNon-paying taxes
7320,435Pobres de solemnidadPoor
7566744,956JornalerosDay laborers
25471,513Propietarios de todas clasesOwners
122897,301IndustrialesIndustrials
15650,93FabricantesManufacturers
18951,126ComerciantesMerchants
4880,29LabradoresFarmers
44602,65PropietariosLand owners
6820,405Militares retiradosRetired army
161979,623Militares activosArmy
3840,228Empleados cesantesUnemployed workers
25681,526Empleados activosEmployed workers
11410,678Eclesiásticos de todas clasesClergies
Number% ProfesionesEmployment Categories
T a b l e 2 B a r c e l o n a P o p u l a t i o n C e n s u s 1 8 5 5 . P o p u l a t i o n b y e m p l o y e m e n t ( " C l a s i f i c a c i ó n d e l o s h a b i t a n t e s p o r p r o f e s i o n e s , o f i c i o s , o c u p a c i o n e s r e f e r i d o a 1 0 0 i n d iv i d u o s d e l t o t a l d e p o b l a c ió n ( … ) )
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% InhabitantsHousing categories Inhabitants/House Sq m/house Sq m/Person1 High income class Land owners 2,65 4460 1 13 800 61,542 High income class Merchants 1,13 1895 2 22 1200 54,553 High income class Manufacturers 0,93 1565 3 12 640 53,334 High income class Industrials 7,30 12289 4 21 960 45,715 High income class Owners 1,51 2547 5 11 450 40,91
6 18 675 37,5TOTAL 13,52 Mean Hous High Class 16,17 787,5 48,92
6 Middle income class Clergies 0,68 1141 7 34 1200 35,297 Middle income class Employed workers 1,53 2568 7 34 1200 35,298 Middle income class Army 9,62 16197 7 34 1200 35,299 Middle income class Retired army 0,41 682 7 34 1200 35,29
TOTAL 12,23 Mean Hous Med Class 34 1200 35,2910 Low Income class Farmers 0,29 488 8 15 309 20,611 Low Income class Unemployed workers 0,23 384 9 20 412 20,612 Low Income class Day laborers 44,96 75667 10 12 207 17,2513 Low Income class Poor 0,44 732 11 16 276 17,2514 Low Income class Non-paying taxes 26,68 44901 12 12 270 22,5
13 16 360 22,514 12 409,5 34,1315 16 546 34,13
Error 1,66 2797TOTAL 72,59 Mean Hous Low Class 14,88 348,69 23,62
TOTAL 100,00 168314
Table 5. Assigning population groups to housing types
Block type Sq m Housing Scenario_ Sq m/Categ Inhabitants1 2180,2 13,52 294,76304 6
12,23 266,63846 874,25 1618,7985 69
TOTAL 100,00 2180,2 822 5000 13,52 676 14
12,23 611,5 1774,25 3712,5 157
TOTAL 100,00 5000 1883 1608,4 13,52 217,45568 4
12,23 196,70732 674,25 1194,237 51
TOTAL 100,00 1608,4 614 4450 13,52 601,64 12
12,23 544,235 1574,25 3304,125 140
TOTAL 100,00 4450 1685 5250 13,52 709,8 15
12,23 642,075 1874,25 3898,125 165
TOTAL 100,00 5250 1986 4116 13,52 556,4832 11
12,23 503,3868 1474,25 3056,13 129
TOTAL 100,00 4116 1557 9700 13,52 1311,44 27
12,23 1186,31 3474,25 7202,25 305
TOTAL 100,00 9700 3658 9636,87 13,52 1302,904824 27
12,23 1178,589201 33
(…)
Table 6. Population per block type
Scenario_1: 13.52% of houses to High Income Class; 12.23% of housing to Middle Class; 74.25% of housing per Low Income class.
35.6012,500Intersection of buildings
50.004,021Block with alley
40.0012,500Two sides built
Blocks with two sides built (the most common type found in the Expansion)
20.0010,901Outside of Expansion
One side built
% of built occupancy
Block area m2
LocationBuilding form
Block Typology
(…)
• Location-Allocation
Minimize impedance. Minimize weighted impedance (P-Median). It chooses facilities such as the total sum of weighted impedances (demand allocated to a facility multiplied by the impedance to the facility) is minimized.
• ArcMap_10 Network Analyst
The optimization model (1)
25
The optimization model (2)General model:
Given
Choose
Where
In order to minimize Z equal to
Subject to
• Where,• ai = quantity of population in node i,• i = origin of population,• j = possible service location,• p = number of services,• dij = the shortest distance between node i and node j,• xij = 1 if population of node i is assigned to j, 0 otherwise, • xjj = 1 if a service is located in node j, 0 otherwise.
26
Public versus private goods
• The use of a service do not affect provision of this to other people
• Public good is not subject to congestion• Allocation of people to schools, for
instance, do not decrease the utility for other people.
• Choosing a service depends on individual’s distance to a service
School service areas
•Table 4. Population within each school time interval
Interval time in minutes Population % Cummulative< 5 41,297 27 275 ‐ 10 75,259 49 7610,1 ‐ 15 27,263 18 94> 15 8,656 6 100
Total 152,475 100
School location-allocation general model; Impedance cutoff 5 minutes
Park service areas, 5, 10 and 20 minutes
Population and parks
Population served by parksInterval in time minutes Population % Cumulative %< 5 42,588 28 285 ‐ 10 60,116 39 6710,1 ‐ 20 47,888 32 99>20 1,883 1 100
total 152,475 100
Park Location-allocation general model; Impedance cutoff 20 minutes
Market service areas
•Table 2: Population within each market time-interval
100.0152,475Total
100.05.08,072>24
95.046.070,69112–24
49.036.054,2686–11
13.013.019,4441–5
Cumulative %%PopulationInterval time in minutes
Market location-allocation general model; 20 minutes
Cerdà hospitals allocation of demand within 30 minutes distance
Cerdà hospital service areas 10, 20, 30, and >30 minutes
Demand uncovered by the hospitals
Table 1: Population within each hospital service area
100.0152,475Total
100.022.033,224>30
78.033.050,50020–30
45.034.052,50010–19
11.011.016,2511–9
Cumulative %%PopulationInterval time in minutes
Annoyance Negative Externalities
Future research: Solar radiation and Air flow
• Solar radiation, grid positioning, health• Air flow analysis and ventilation, health• Energy efficiency• Taking into account capacity of services
– Introducing different population densities• Introducing variability of services• Considering different levels of income
– Transferable utility– Spatial justice
- One of the Cerdà’s objectives was to positioning the grid in order to get maximum sunshine and natural ventilation for housing
-More sustainable cities
-Old technique of house ventilation and natural air recycling and cooling inside the house
- He considered the streets as “aerial channels”, which had the function for the city what lungs do for humans: “Por lo que toca a salubridad, siguiendo en estaparte a los highienistas, podemos considerar las calles como canales aereos (…) que vienen a ser para las ciudades como lo que para el cuerpo humano son los pulmones.” Cerdà, 185, p. 376 (1991)
Source: Cerdà, 1855 p. 374 (1991).
Figure 14. Cerdà’s discussion about sunlight’s good influence for human health
Source: Cerdà, 1855 p. 375 (1991).
Examples of St. Petersburg and Paris: mortality rates and quantity of sunlight
Fig 2. Summer solstice, June 21rst. Passeig de Gràcia section current geographic coordinates
THE END
THANK YOU VERY MUCH
MONTSERRAT PALLARES-BARBERA
0168314,00TOTAL
27971,66Error
4490126,68Non-paying taxesLow Income class14
7320,44PoorLow Income class13
7566744,96Day laborersLow Income class12
3840,23Unemployed workers11
4880,29FarmersLow Income class10
6820,41Retired armyMiddle income class9
161979,62ArmyMiddle income class8
25681,53Employed workersMiddle income class7
11410,68ClergiesMiddle income class6
25471,51OwnersHigh income class5
122897,30IndustrialsHigh income class4
15650,93ManufacturersHigh income class3
18951,13MerchantsHigh income class2
44602,65Land ownersHigh income class1
Number% ProfessionIncome class
Table 3. Categories of population by income: high income class, medium income and lower income
Questions about spatial justice• Is this situation always possible?• Could we have transferability without any
strategic policy to guide where and who gets wellbeing?
• How does livability can be increased in cities? • Can urban policies be transformed and adjusted
to fulfill population needs? • Might mechanisms to distribute resources in
space help to achieve a more even spatial justice?
The Neolithic site of Çatalhöyük (Anatolia, Turkey)
http://www.catalhoyuk.com/history.htmlhttp://www.sfgate.com/c/pictures/2005/04/18/mn_catalhoyukgrf.jpg
http://www.felsefeekibi.com/dergi7/grafik/catalhoyuk.JPG
Çatalhöyük (Anatolia, Turkey)
Network Analyst Location-Allocation Models
• . Minimize impedance. Minimize weighted impedance (P-Median). The option solves the warehouse location problem. It chooses facilities such as the total sum of weighted impedances (demand allocated to a facility multiplied by the impedance to the facility) is minimized.
• Maximize Coverage• . This option solves the fire station location problem. It chooses facilities such that all or the
greatest amount of demands is within a specified impedance cutoff.• Maximize coverage/Minimize facilities• . This option solves the fi station location problem. It chooses the ,minimum number of facilities
needed to cover all or the greatest around of demand within a specified impedance cutoff.• Maximize attendance• . This option solves the neighborhood store location problem where the proportion of demand
allocated to the nearest chosen facility falls with increasing distance. The set of facilities that maximize the total allocated demand is chosen. Demand further than the specified impedance cutoff does not affect the chosen set of facilities.
• Maximize market share• . This option solves the competitive facility location problem. It chooses facilities to maximize
market share in the presence of competitive facilities. Gravity model concepts are used to determine the proportion of demand allocated to each facility. The set of facilities that maximizes the total allocated demand is chosen.
• Target market share• . This option solves the competitive facility location problem. It chooses facilities to reach a
specified target market share in the presence of competitive facilities. Gravity model concepts are used to determine the proportion of demand allocated to each facility. The minimum number of facilities needed to reach the specified target market share is chosen.
Parks, interval time in minutes
ArcGIS_10 ArcScene
Winter solstice
Summer solstice