La movilidad residencial en la Región Metropolitana de Barcelona: delimitación y análisis de los espacios migratorios

Medina Cruz, Antonio José; TDX (Tesis Doctorals en Xarxa)
La movilidad residencial en la Región Metropolitana de Barcelona: delimitación y análisis de los espacios migratorios

Author: Medina Cruz, Antonio José
Publisher: Universitat Autònoma de Barcelona
Year: 2015
Source: https://www.tdx.cat/bitstream/10803/298331/1/ajmc1de1.pdf
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Universitat Autònoma de Barcelona
Departament de Geografi a – Centre d’Estudis Demogr àfics

Doctorado en Demografía
Tesis Doctoral
2015

La movil idad residencial en l a Región
Metr opolitana d e Bar celona: delimitación y análisis de
los espacios migratorios

Antonio José Med ina Cruz

Directores:
Dr. Juan Antonio Módenes Cabrerizo Dr. Marc Ajenjo i Cosp

AGRADECIMIENTOS
Quisiera most rar mi profundo ag radecimiento al Centr e d’Estudi s De mogràfics y a todo
su equipo, en espec ial a su director el Doctor Albert Esteve i Palós y a su directora
honorífica la Doctora Anna Cabré i Pla, sin cu y o ap oyo financiero, docente, profesional
y personal n o hubiera si do posibl e la realiz ación de esta tesis doctoral. También dar l as
gracias, como alumno d e doctorado, al Departament de Geo grafia de la Universit at
Autònoma de Barcelona en el cual se inscribe esta tesis.
A mis dire ctores, el Doctor J uan Antoni o Módenes C abrerizo y el Doc tor Mar c Ajenjo i
Cosp, reconocerles su apo yo y sus sabios consejos que siempre han contribuido a l a
mejora de la investigación.
Por último, y no por ello menos importante, dedicar esta tesis a mi familia, a mis amigos
y a mi pa reja por su amor y comprensión.

AGRAÏMENTS
Voldria mostrar el m eu profund agraïment al Cent re d’Estudis Demogràfics i a tot el seu
equip, especialment al s eu di rector el Do ctor Alb ert Est eve i Palós i a la seva directora
honorífica la Doctora Anna Cabré i Pla, ja que sense el seu recolz ament financer,
docent, professional i personal no hauria estat possible la re alització d’aquesta tesi
doctoral. També donar les gràcies, com alu mne de doctorat, al Departament de
Geografia de la Universitat Autònom a de Barcelona en el qual s’inscriu aquesta tesi.
Als m eus directors, el Doctor J uan Antonio Módenes Cabrerizo i el Doctor Marc Ajenjo
i Cops, rec onèixer-los el seu recolzament i els seus savis consells que sempre han
contribuït a la millora de la investi gació.
Per últi m, i no men y s i mportant, dedicar aquesta t esi a la meva família, als meus amics i
a la meva parella pel seu amor i comprensió.

5

ÍNDICE
1 Introducción ....................................................................................................................... 13
1.1 Presentación, inte rés y anteceden tes personale s .......................................................... 14
1.2 Hipótesis, preg untas y ob jetivos de la investig ación ................................................... 18
1.3 Estructura de l a investigac ión ..................................................................................... 21
2 Aportaciones teóri cas al estudio de la movilidad residenc ial y de la estru ctura del
espacio urbano ........................................................................................................................... 25
2.1 I ntroducci ón ................................................................................................................ 26
2.2 Movilidad espa cial ...................................................................................................... 26
2.2.1 Movilidad res idencial en E s paña ......................................................................... 35
2.2.2 Enfoques de es tudio de la m o vilidad residencial ................................................ 37
2.3 Organización te rritorial del espacio u rbano m e tropolitano .............................. ........... 42
2.3.1 Estructura espaci al metropo litana en base a la m ovilidad ................................... 43
2.3.2 Estructura espaci al metropo litana en base a la caracte rización socioreside ncial 46
2.3.2.1 Estudios de cara cterización territo rial y m o vilidad residencial ................ ....... 50
3 Ámbito territo rial, metod ología y fuent es de infor mación ............................................ 57
3.1 I ntroducci ón ................................................................................................................ 58
3.2 Ámbito territor ial......................................................................................................... 58
3.3 Metodolog ía ................................................................................................................ 67
3.4 Fuentes de inform a ción y tr atamiento estadís tico .............................................. ......... 69
3.4.1 Censo de Pobl ación y Vivi enda 2001 .................................................................. 70
3.4.1.1 El “Censo” com o fuent e de información ......................................................... 70
3.4.1.2 Organización y tratam iento de los datos ......................................................... 71
3.4.2 Estadística de Var iaciones Residenciales y R egistros de A ltas y Ba j as de
Barcelona ......................................... .................................................................................. 104
3.4.2.1 La “EVR” com o f uente de i nformación ........................................................ 104
3.4.2.2 Organización y t ratam iento de los datos ....................................................... 105
3.4.2.3 Los Registros de A ltas y B ajas com o fuente de inform ación ........................ 108
3.4.2.4 Organización y t ratam iento de los datos ....................................................... 109
3.4.2.5 Diferencias en tre la EVR y los Reg istros de Alt as y Ba jas ........................... 112
3.4.3 Enquesta de Condi cions de Vida i Hàbits de l a Poblaci ó 2006 ......................... 113
3.4.3.1 La “ECVHP” com o f uente de in formación ................................................... 113
3.4.3.2 Organización y t ratam iento de los datos ....................................................... 115
4 Clasificación y de limitación soc ioresidencial d e la RMB ............................................. 125
4.1 I ntroducci ón .............................................................................................................. 126
4.2 Proceso de cons trucción de factores (análi sis factorial o de com ponentes principales)
127
4.2.1 Construcción de f actores a partir de l as variables de l bloque “Soci al” ............. 128
4.2.1.1 Selección de las variables .............................................................................. 128
4.2.1.2 Relación entre las variables ........................................................................... 132
4.2.1.3 Construcción y “e tiquetado ” de factores So ciales ......................................... 136
4.2.2 Construcción de f actores a partir de l as variables de l bloque “Residenc i al” .... 142
4.2.2.1 Selección de las variables .............................................................................. 143
4.2.2.2 Relación entre las variables ........................................................................... 146
4.2.2.3 Construcción y “e tiquetado ” de factores Re sidenciales ................................ 150
4.3 Proceso de cons trucción de clúster sociores idenciales (anál isis de conglom e rados) 154
4.3.1 Análisis de cong lomerados en 9 c lúster sociores idenciales .............................. 155
4.4 Etiquetado de lo s clúster so cioresidenciales ............................................................. 158
4.4.1 Jerarquización y etiquetado social d e los clúste r ............................................... 1 58

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background-color:#9e9e9e;
/* http://philbit.com/svgpatterns/#thinstripes */
background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
-webkit-transition:left 500ms;
transition:left 500ms;
}
.pf_c00001 {
margin: 13px auto;
box-shadow: 1px 1px 3px 1px #333;
/* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
border-collapse: separate;
}
.pc_c00001.opened { /* used by pdf2htmlEX.js, to show/hide pages */
-webkit-animation: fadein 100ms;
animation: fadein 100ms;
}
.loading-indicator_c00001.active {
/*
* use 0.01s instead of 0s,
* since YUI Compressor will change 0s to 0,
* which is not recognized by Firefox
*/
-webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
}
.checked_c00001 {
background: no-repeat url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
}
}
/* Fancy CSS END */

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6

4.4.2 Etiquetado res idencial de lo s clúster ................................................................. 160
4.5 Representación de los clúst er socioresidenci ales ...................................................... 163
4.5.1 Representación territorial de la clú ster sociore sidenciales en la R MB ............. 163
4.5.2 Representación e squemátic a de los clúster so cioresidenciales ......................... 165
4.6 Caracterización de los clusters soc ioresidenciales .................................................... 167
5 Movilidad residen cial y esp acios migratorios en la R MB ............................................ 1 75
5.1 I ntroducci ón .............................................................................................................. 176
5.2 La m ovili dad residenc ial en la Región Metropolita na de Barcelona en el período
2001- 2012 ............................................................................................................................. 177
5.2.1 Movilidad residen cial entre unida des locales, RMB 2 0 01- 2012 ....................... 177
5.2.2 Movilidad residen cial entre clúste r socioreside nciales, RMB 2001-2012 ........ 178
5.3 Metodolog ía y representación de l a mov ilidad residencial ....................................... 187
5.3.1 Metodolog ía o técnicas de r epresentación de f lujos m igrat orios p ara determinar
espacios 188
5.4 La m ovili dad resi dencial entre clú ster....................................................................... 191
5.4.1 La m ovili dad residenc ial entre clúster p ara el to tal de la m ovilidad (2001, 2006,
2012) 192
5.4.2 La m ovili dad residenc ial entre clúster s egún edad (200 6) ................................ 200
5.4.3 La m ovili dad residenc ial entre clúster s egún nac ionalidad (2006) ................... 204
5.4.4 Espacios m igratorios entre clúster ..................................................................... 207
5.5 La m ovili dad residenc ial entre unidade s locales ....................................................... 210
5.5.1 La m ovili dad residenc ial entre unidade s locales para el total de la m ov ili dad
(2001, 2006, 20 12) ............................................................................................................ 210
5.5.2 La m ovili dad residenc ial entre unidade s locales seg ún edad (2006) ................. 217
5.5.3 La m ovili dad residenc ial entre unidade s locales seg ún nacionalidad (2 006) .... 222
5.5.4 Espacios mig ratorios y diversidad s ocioresidenc ial (2006) .............................. 225
5.5.4.1 Espacios mig ratorios para el tota l de la mov ilidad entre unidades loc ales
(2006) 225
5.5.4.2 Diversidad socio residencial seg ún espacio mig ratorio (2006) ...................... 244
5.5.4.3 Tabla-esquem a de los espacios m igratorios según c entro y fuerza m igratoria y
según diversidad sociores idencial y nivel social ........................................................... 253
6 Análisis de los m otivos migratorio s en la RMB. Una aproximación a partir de la
ECVHP 2006 ............................................................................................................................ 257
6.1 I ntroducci ón .............................................................................................................. 258
6.2 El territorio de aná lisis: clúster y espacios m igratorios .............................. ............... 258
6.2.1 Apreciaciones y limitaciones terri toriales de la ECVH P 2006. ........................ 259
6.2.2 Clúster y espacios m igratorios seg ún la ECVHP 2006 ..................................... 260
6.3 Análisis de los m otivos de m ovilidad residencial ..................................................... 262
6.3.1 Motivos de la m ovilidad residenci al realizada, 2001- 2006 ............................... 263
6.3.2 Com paraci ón entre la mov ilidad encuestada (prev ista y/o pref erida) y la
m ovili dad real, 2006/ 2 007-2012 ....................................................................................... 275
7 CONCLU SIONES ........................................................................................................... 281
7.1 I ntroducci ón .............................................................................................................. 282
7.2 Clasificación y de limitación soc ioresidencial de la RMB ......................................... 282
7.3 Movilidad residen cial y espacios m igratorios en l a RMB......................................... 285
7.4 Análisis de los m otivos m igratorios en la RMB ........................................................ 2 89
7.5 Conclusión gene ral .................................................................................................... 291
7.6 Futuras líneas d e investigac ión ............... .................................................................. 292
Referencias y Bibliografía ...................................................................................................... 295
Anexo ........................................................................................................................................ 313

7

TABLAS
Tabla 2.1 Tipología de áreas m etropolitanas según d inám ica y complejidad. ............................ 46
Tabla 3.1 Evoluc ión de población e n la RMB y en el con junto de Cataluña. 200 1 – 2012 ........ 60
Tabla 3.2 Dim ensión demog ráfica y territorial de los p rincipales m unicipios de la R MB. 2001 62
Tabla 3.3 Dim ensión demog ráfica y territorial de los d istritos de Barcelona . 2001 ................... 6 5
Tabla 3.4 Dim ensión demog ráfica y territorial de las prim eras 20 unidades l ocales de la RMB,
2001 ............................................................................................................................................. 67
Tabla 3.5 Bases d e datos de l Censo 2001 e in formación que contienen ..................................... 74
Tabla 3.6 Variable s originales de l a base de datos “P ersonas” .................................... ............... 75
Tabla 3.7 Variable s originales de l a base de datos “ Viviendas” ............................... .................. 76
Tabla 3.8 Variable s originales de l a base de datos “E dificios” ................................................... 77
Tabla 3.9 Tipo y procedencia de las v ariables del b loque de datos “Soc ial” .............................. 79
Tabla 3.10 Valor es absolutos y relativos de las v ariables “e dad” para el con junto de la RMB .. 81
Tabla 3.11 Valor es absolutos y relativos de las v ariables “n ivel de estudios” p ara el con junto de
la RMB. I ndividuos. .................................................................................................................... 83
Tabla 3.12 Valor es absolutos y relativos de las v ariables “n acionalidad” p ara el con junto de la
RMB. I ndividuos. ........................................................................................................................ 85
Tabla 3.13 Valor es absolutos y relativos de las v ariables “c onocim iento del catalán” pa ra el
conjunto de la R MB. I ndividuos. ................................................................................................ 86
Tabla 3.14 Valor es absolutos y relativos de las v ariables “ lugar de nacim iento” para el con junto
de la RMB. I ndividuos. ............................................................................................................... 87
Tabla 3.15 Valor es absolutos y relativos de las v ariables “s ituación preferent e” para e l conjunto
de la RMB. I ndividuos. ............................................................................................................... 88
Tabla 3.16 Valor es absolutos y relativos de las v ariables “c ondición socioeconóm ica” para e l
conjunto de la R MB. I ndividuos. ................................................................................................ 89
Tabla 3.17 Valor es absolutos y relativos de las v ariables “s ituación profes ional” para el
conjunto de la R MB. I ndividuos. ................................................................................................ 90
Tabla 3.18 Valor es absolutos y relativos de las v ariables “s egunda residenc ia” para el conjunto
de la RMB. Viviendas prin cipales. .............................................................................................. 91
Tabla 3.19 Valor es absolutos y relativos de las v ariables “rég im en de te nenc ia” para el conjunto
de la RMB. Viviendas prin cipales. .............................................................................................. 92
Tabla 3.20 Valor es absolutos y relativos de las v ariables “d isponibilidad de v ehículo” p ara el
conjunto de la R MB. Viviendas p rincipales. ............................................................................... 93
Tabla 3.21 Valor es absolutos y relativos de las v ariables “e structura del hog ar” para el con junto
de la RMB. Viviendas prin cipales. .............................................................................................. 94
Tabla 3.22 Tipo y procedencia de l as variables del b loque “Reside ncial” ................................. 95
Tabla 3.23 Valor es absolutos y relativos de las v ariables “c aracterísticas del b arrio” para e l
conjunto de la R MB. Viviendas p rincipales. ............................................................................... 96
Tabla 3.24 Valor es absolutos y relativos de las v ariables “s uperficie de la v ivienda” para el
conjunto de la R MB. Viviendas p rincipales. ............................................................................... 97
Tabla 3.25 Valor es absolutos y relativos de las v ariables “c lase de vivienda” p ara el co njunto de
la RMB. Viv iendas. ..................................................................................................................... 98
Tabla 3.26 Valor es absolutos y relativos de las v ariables “ tipo de edificio” par a el con junto de la
RMB. Edificios. .......................................................................................................................... 99
Tabla 3.27 Valor es absolutos y relativos de las v ariables “núm ero de plant as” para el con junto
de la RMB. Ed ificios. .................................................................................................................. 99
Tabla 3.28 Valor es absolutos y relativos de las v ariables “a ño de construcc ión” para el con junto
de la RMB. Ed ificios. ................................................................................................................ 100
Tabla 3.29 Valor es absolutos y relativos de las v ariables “e stado del edific io” para el conjunto
de la RMB. Ed ificios. ................................................................................................................ 101

8

Tabla 3.30 Valor es absolutos y relativos de las v ariables “d isponibilidad de a scensor” para el
conjunto de la R MB. Edific ios. ................................................................................................. 102
Tabla 3.31 Valor es absolutos y relativos de las v ariables “d isponibilidad de s ervicios” para e l
conjunto de la R MB. Edific ios. ................................................................................................. 103
Tabla 3.32 Valor es absolutos y relativos de las v ariables “po rtería” para e l conjunto de la R MB.
Edificios. ................................................................................................................................... 103
Tabla 3.33 Clas ificación de las v ariables dispon ibles en los fiche ros de la EVR ..................... 10 6
Tabla 3.34 Varia bles originales y derivadas de la EVR utilizadas en el aná lisis de m ovilidad
residencial ................................................................................................................................. 108
Tabla 3.35 Com p arativa ent re los datos de la E VR y los dato s del Ayuntam i ento de Barcelon a
................................................................................................................................................... 112
Tabla 3.36 Valor es absolutos, elev ados y sin elev a r, de la variab le “grupos de eda d” para el
conjunto de la R MB .................................................................................................................. 118
Tabla 3.37 Valor es absolutos, elev ados y sin elev a r, de la variab le “mov ili dad” para el c onjunto
de la RMB ................................................................................................................................. 119
Tabla 3.38 Valor es absolutos, elev ados y sin elev a r, de la variab le “razón princip al del cam bio
de vivienda” par a el conjun to de la RMB ................................................................................. 120
Tabla 3.39 Valor es absolutos, elev ados y sin elev a r, de la variab le “razón princip al para escoger
la actual zona de r esidencia” para e l conjunto de la R MB .............................................. .......... 121
Tabla 3.40 Valor es absolutos, elev ados y sin elev a r, de la variab le “principal inco nveniente de
su vivienda” par a el conjun to de la RMB ................................................................................. 122
Tabla 3.41 Valor es absolutos, elev ados y sin elev a r, de la variab le “previsión de cam bio de
viv ienda” para el conjunto de la R MB ...................................................................................... 123
Tabla 3.42 Valor es absolutos, elev ados y sin elev a r, de la variab le “tipo de v ivienda preferido”
para el con junto de la RMB ....................................................................................................... 123
Tabla 3.43 Valor es absolutos, elev ados y sin elev a r, de la variab le “motivo princ ipal del cam bi o
de vivienda p revisto” para el co njunto de la RMB ................................................................... 124
Tabla 4.1 Va lores correspondientes a la mapifica ción de las variabl es utilizadas e n la
construcción de factores ............................................................................................................ 130
Tabla 4.2 Matriz de c orrela ciones entre las v ariables ut ilizadas ....................... ........................ 133
Tabla 4.3 Com un alidades y v a lores propios de las va riables utiliz ada después de la rotación. 138
Tabla 4.4 Saturac iones de l as variables en los factores después de la rotación ........................ 140
Tabla 4.5 Va lores correspondientes a la mapifica ción de las variabl es utilizadas e n la
construcción de factores y determ i nantes en los criter ios de selecc ión ..................................... 145
Tabla 4.6 Matriz de c orrela ciones entre las v ariables ut ilizadas ....................... ........................ 149
Tabla 4.7 Com un alidades y v a lores propios de las va riables utiliz adas después de la rotación.
................................................................................................................................................... 150
Tabla 4.8 Saturac iones de l as variables en los factores después de la rotación ........................ 152
Tabla 4.9 Va lores prom edio de cada factor del bloq ue personas p ara cada uno de l os clúster
generados................................................................................................................................... 157
Tabla 4.10 Valor es prom edio de cada factor del b loque v iviendas para cada uno de los clúster
generados................................................................................................................................... 157
Tabla 4.11 Cálcu lo del valor socia l de los clúster a través de los factores “Soc iales”. ............. 159
Tabla 4.12 Clúster socioresidenc ial según niv el social a trav és del “valor socia l” ................... 160
Tabla 4.14 Valor es prom edio de cada factor del b loque v iviendas para cada uno de los clúster
generados, ordenado s y desig nados según j e rarquia soc ial .................................. ..................... 161
Tabla 4.16 Etiquet ado según par ámetro residenc ial par a cada clúster ...................................... 1 62
Tabla 4.17 Creac ión del eti quetado social y res idencial de lo s clúster ..................................... 1 63
Tabla 5.1 Matri ces de clúst er origen y destino según propens ión a mig rar, 2001 y 2012 ........ 183
Tabla 5.2 Matriz cl úster orig en y destino según difer encias de p ropensión a m igrar entre 2001 y
2012 ........................................................................................................................................... 184
Tabla 5.3 Nivel es de inform aci ón representados en c ada una de l as metodolog ías utilizadas .. 191

9

Tabla 5.4 Diferenc ia entre 2001 y 2012 del va lor de in teracción de los f lujos migr atorios entre
clúster ........................................................................................................................................ 197
Tabla 5.5 Diferenc ia entre 2001 y 2012 del co eficiente de in teracción de lo s flujos m igratorios
entre clúster ............................................................................................................................... 199
Tabla 5.6 Esquema r e sumen de la cl asificación de lo s espacios m igratorios .......................... 228
Tabla 5.7 Tabla- e squema de la definició n y clasific ación de espacios seg ún centro y fuerzas
m i gratorias................................................................................................................................. 244
Tabla 5.8 Esquema r e sumen de la cl asificación según diversidad soci o-residencial ............... 247
Tabla 5.9 Tabla- e squema de la clasi ficación de los es pacios m igrat orios seg ún diversidad socio-
residencial y niv el social ........................................................................................................... 252
Tabla 5.10 Tabla- e squema de los esp acios mig ratorios seg ún centro y fuerza m igratoria y según
diversidad soc ioresidencia l y niv el social ................................................................................. 255
Tabla 6.1 Razón pr incipal del cam bio de vivienda seg ún cl úster de re sidencia. Tot al RMB, %.
................................................................................................................................................... 264
Tabla 6.2 Razón pr incipal del cam bio de vivienda seg ún es pacio m igratorio. Total RMB, %. 266
Tabla 6.3 Razón pr incipal para escog er la actual zona de residencia seg ún clúster de resid encia.
Total RMB, %. .......................................................................................................................... 267
Tabla 6.4 Razón pr incipal para escog er la actual zona de residencia seg ún espacio m i gratorio.
Total RMB, %. .......................................................................................................................... 269
Tabla 6.5 Principa l inconve niente de su viv ienda según clúster de residenci a. Población total.
................................................................................................................................................... 271
Tabla 6.6 Prev isión de cam bio de vivienda s egún clúst er de residenc ia. Población total. ........ 272
Tabla 6.7 Mot ivo principal del cam bio de vivienda p revisto según c lúster de resid encia.
Población to tal. .......................................................................................................................... 274
Tabla 6.8 Matri ces de flujo s de mov ilidad entre c lúster de re sidencia y clú ster de destino.
Porcentajes re ales, previsto s y preferidos .................................................................................. 276
Tabla 6.9 Matri ces con diferencias por centuales de f lujos en tre clúster de resi dencia y clúster de
destino. Diferenci as porcen tuales Real- Previsto/Preferido y Pr evisto-Preferido ... ................... 277
Tabla 8.1 Listado de toponim ia y codificación de la s unidades locales de la RMB ................. 314
Tabla 8.2 Va lores absolutos , elevados y sin elevar, de la v a riable “clúster de r esidencia” ...... 316
Tabla 8.3 Va lores absolutos , elevados y sin elevar, de la v a riable “clúster ant erior” ............... 316
Tabla 8.4 Va lores absolutos , elevados y sin elevar, de la v a riable “clúster prev isto” .............. 317
Tabla 8.5 Va lores absolutos , elevados y sin elevar, de la v a riable “clúster pre ferido” ............. 317
Tabla 8.6 Dispon ibilidad de datos según un idad territor ial .................... ................................... 318
Tabla 8.7 Matriz re al y teórica para el cálculo de prope nsiones. 2001 ..................................... 328
Tabla 8.8 Matriz re al y teórica para el cálculo de prope nsiones. 2012 ..................................... 328
Tabla 8.9 Va lor de interacc ión entre clúster. 2001- 2006-2012 ....................................... .......... 329
Tabla 8.10 Coefi ciente de i nteracción entre clúster. 2001- 2006 -2012 ...................................... 330
Tabla 8.11 Espac ios migratorio s a partir del 1 º origen. 2006.................................................... 346
Tabla 8.12 Espac ios migratorio s a partir del 1 º destino. 2006 ............................... ................... 347
Tabla 8.13 Razón p r incipal del cam bi o de vivienda seg ún clúster de resid encial. P oblación 20-
39 años. ..................................................................................................................................... 348
Tabla 8.14 Razón p r incipal del cam bi o de vivienda seg ún clúster de resid encial. P oblación 40-
59 años. ..................................................................................................................................... 348
Tabla 8.15 Razón p r incipal del cam bi o de vivienda seg ún clúster de resid encial. P oblación 60 y
m ás años. ................................................................................................................................... 349
Tabla 8.16 Razón p r incipal del cam bi o de vivienda seg ún espacio m i gratorio. Pobl ación 20-39
años. .......................................................................................................................................... 349
Tabla 8.17 Razón p r incipal del cam bi o de vivienda seg ún espacio m i gratorio. Pobl ación 40-59
años. .......................................................................................................................................... 349
Tabla 8.18 Razón p r incipal del cam bi o de vivienda seg ún espacio m i gratorio. Pobl ación 60 y
m ás años. ................................................................................................................................... 350

10

Tabla 8.19 Razón p r incipal para escog er la actua l zona de resid encia seg ún clúster de residenc ia.
Población 20- 39 años. ............................................................................................................... 350
Tabla 8.20 Razón p r incipal para escog er la actua l zona de resid encia seg ún clúster de residenc ia.
Población 40- 59 años. ............................................................................................................... 350
Tabla 8.21 Razón p r incipal para escog er la actua l zona de resid encia seg ún clúster de residenc ia.
Población 60 y m ás años. .......................................................................................................... 351
Tabla 8.22 Razón p r incipal para escog er la actua l zona de resid encia seg ún espacio m igratorio.
Población 20- 39 años. ............................................................................................................... 351
Tabla 8.23 Razón p r incipal para escog er la actua l zona de resid encia seg ún espacio m igratorio.
Población 40- 59 años. ............................................................................................................... 351
Tabla 8.24 Razón p r incipal para escog er la actua l zona de resid encia seg ún espacio m igratorio.
Población 60 y m ás años. .......................................................................................................... 352
Tabla 8.25 Prin cipal inconv eniente de su v ivienda seg ún clúster de resid encia. Población 20- 39
años. .......................................................................................................................................... 352
Tabla 8.26 Prin cipal inconv eniente de su v ivienda seg ún clúster de resid encia. Población 40- 59
años. .......................................................................................................................................... 352
Tabla 8.27 Prin cipal inconv eniente de su v ivienda seg ún clúster de resid encia. Población 60 y
m ás años. ................................................................................................................................... 353
Tabla 8.28 Prev isión de cam bio de viv ienda se gún c lúster de reside ncia. Població n 20- 39 años.
................................................................................................................................................... 353
Tabla 8.29 Prev isión de cam bio de viv ienda se gún c lúster de reside ncia. Població n 40- 59 años.
................................................................................................................................................... 354
Tabla 8.30 Prev isión de cam bio de viv ienda se gún c lúster de reside ncia. Població n 60 y m ás
años. .......................................................................................................................................... 354
Tabla 8.31 Mot ivo principa l del cambio de v ivienda pr evisto según clú ster de residencia.
Población 20- 39 años. ............................................................................................................... 355
Tabla 8.32 Mot ivo principa l del cambio de v ivienda pr evisto según clú ster de residencia.
Población 40- 59 años. ............................................................................................................... 355
Tabla 8.33 Mot ivo principa l del cambio de v ivienda pr evisto según clú ster de residencia.
Población 60 y m ás años. .......................................................................................................... 356

MAPAS
Mapa 3.1 Local ización de l a RMB (ampliada ) en el co njunto de Cataluñ a ................ ................ 59
Mapa 3.2 RMB c on delimit ación m unicipal y com arcal ............................................................. 61
Mapa 3.3 RMB s egún delim it ación territorial en un idades loc ales (municipio s y distritos de
Barcelona) ................................................................................................................................... 66
Mapa 3.4 Distribu ción de países s egún su I DH .......................................................................... 84
Mapa 4.1 Distribu ción territor ial de los clúster so ciores idenciales, según e tiqueta social y
residencial ................................................................................................................................. 164
Mapa 5.1 1º orig en de los flu j os mig ratorios entre unid ade s locales. Dat os absolutos ............. 212
Mapa 5.2 1º dest ino de los flujos mig ratorios entre unidades loc ales. Datos abso lutos............ 213
Mapa 5.3 Valor d e interacc ión de los flu j os m i gratorios entre unid ades locales ...................... 215
Mapa 5.4 Coeficien te de interacció n de los flujos m igratorios entre unidades locales ............. 216
Mapa 5.5 1º Origen d e los flujos m i gratorios entre unid ades locales según g r upos d e edad.
Datos absolutos. 20 06 ............................................................................................................... 219
Mapa 5.6 1º dest ino de los flujos mig ratorios entre unidades loc ales seg ún grupos de edad.
Datos absolutos. 20 06 ............................................................................................................... 220
Mapa 5.7 Coeficien te de interacció n de los flujos m igratorios entre unidades locales según
grupos de edad. 2 006 ................................................................................................................. 221
Mapa 5.8 1º orig en de los flu j os mig ratorios entre unid ade s locales seg ún nacionalidad. Da tos
absolutos. 2006 .......................................................................................................................... 223

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La movilidad residencial en la Región Metropolitana de Barcelona: delimitación y análisis de los espacios migratorios

Abstract

La movilidad residencial en la Región Metropolitana de Barcelona: delimitación y análisis de los espacios migratorios
