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Variaciones dialectales sobre la salud y la enfermedad

Bennink, Ashley

Published
2013-06-02
Publisher
Universidad de Oviedo
Repository
digibuo.uniovi.es
Language
sp

Abstract

En Estados Unidos existe una amplia y diversa población hispanohablante que dota al país una riqueza cultural y lingüística. Sin embargo, esta diversidad puede originar algunos problemas a la hora de proveer servicios sanitarios a tal grupo, por lo que se requieren médicos con suficiente conocimiento del español que ofrezcan servicios de calidad e interculturalmente sensibles. Estos conocimientos lingüísticos comprenden la variación dialectal, que afecta a la comunicación entre el paciente y el médico y que no se debe obviar. En este trabajo, estudiamos la población latina en el sureste de Estados Unidos y el impacto de su lengua sobre la atención médica que reciben. Después, investigamos, mediante encuestas, la variación dialectal que existe actualmente dentro del ámbito médico en esta región y la comparamos con un análisis de cursos y materiales para la enseñanza del español a los profesionales de la salud. Dada la escasa presencia de estos aspectos en dichos materiales, proponemos un método y un modelo para su integración en un curso de español para los profesionales de la salud.

Full text

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dialectales sobre la salud y la enfermedad Propuesta para la enseñanza de español en el ámbito de la medicina Universidad de Oviedo Máster en Espa ñ ol como Lengua Extranjera Autora: Ashley P . Bennink T utora: Dra. T aresa Fernández Lorences Junio de 2013 V ariaciones dialectales sobre la salud y la enfermedad Propuesta para la enseñanza de español en el ámbito de la medicina Universidad de Oviedo Máster en Espa ñ ol como Lengua Extranjera Autora: Ashley P . Bennink T utora: Dra. T aresa Fernández Lorences Junio de 2013 Fdo.: Ashley P . Bennink Fdo.: Dra. T aresa Fernández Lorences AGRADECIMIENT OS Quisiera expresar mi agradecimiento infinito a mi directora por su paciencia, apoyo y dedicación durante este trabajo. Ha sido un privilegio tener su colaboración y dirección en esta labor . T ambién ofrezco mi sincero agradecimiento a los intérpretes del Forsyth Country Health Department y del Alamance Regional Medical Center y los médicos de las clínicas de El Naranco, Pumarín y Los Prados de Oviedo (España) por su considerable colaboración. Sin ella, este trabaj o no hubiera sido posible, dado que sus respuestas eran claves para elaborar un repertorio de léxico, que era la base de la investigación. Deseo agradecer a los profesores de los cursos del español para los profesionales de la salud en los estados estudiados que hayan prestado su tiempo y su ayuda a esta labor . La información que nos ofrecieron nos orientó sobre el panorama didáctico de la región en este ámbito. T ambién me gustaría agradecer la cooperación de los otros intérpretes y médicos, tanto de los estados de estudio como de Oviedo, que se han tomado el tiempo y la molestia de rellenar el cuestionario y aportarnos datos valiosos para esta investigación. Por último, gracias a mi familia por permitirme viajar tan lejos para cursar este máster y apoyarme en lograr mis sueños. Especialmente quería agradecer a mi marido su apoyo, paciencia y comprensión durante este máster . Sin ti, ya nunca hubiera podido acabarlo. ÍNDICE 1. I NTRODUCCIÓN ................................................................................................ ! 1 1.1. La variación dialectal en la enseñanza de español con fines específicos ................ ! 1 1.2. Objetivos de este trabajo ............................................................................. ! 2 1.3. Metodología ............................................................................................ ! 3 1.4. Estructura del trabajo ................................................................................. ! 5 2. L A POBLACIÓN LA TINA EN LOS EE. UU. ................................................................. ! 7 2.1. Composición de la población latina en los EE.UU. ........................................... ! 7 2.2. La población latina en el sureste de los EE. UU. Algunos datos sociológicos ........ ! . 11 2.3. Acceso a la atención médica y calidad en las prestaciones ................................ ! 20 3. V ARIACIÓN LÉXICA SOBRE LA SALUD Y LA ENFERMEDA D ENTRE LOS INMIGRANTES MEXICANOS ............................................................................... ! 29 3.1. Rasgos dialectales de tipo general ............................................................... ! 29 3.1.1. Las variantes dialectales en México .................................................. ! 30 3.1.2. Una breve visión histórica: el desarrollo de los dialectos en el sureste de los Estados Unidos ......................................................... ! 33 3.1.3. El contacto de lenguas y el espanglish ............................................... ! 35 3.1.4. Factores migratorios y socioculturales sobre el dialecto ........................ ! 36 3.2. V ariantes léxicas entre los mexicanos en el cam po médico ............................... ! 38 4. A NÁLISIS DE LOS CURSOS Y MA TERIALES DE LOS EST ADOS ESTUDIADOS ....................... ! 56 4.1. Las variantes dialectales en los cursos para los profesionales de la salud ............. ! 56 4.2. La presencia de la variación léxica en los manuales ........................................ ! 62 5. P ROPUEST A P ARA LA ENSEÑANZA DE LA V ARIACIÓN DIALECT AL ................................. ! 69 5.1. Metodologías aplicables en el ámbito de la salud ............................................ ! 69 5.2. Formas de incorporar la variación léxica ...................................................... ! 75 5.3. La elección de las formas dialectales ........................................................... ! 81 5.4. Un modelo para el aprendizaje de la variación dialectal .................................. ! . 84 5.4.1. Integración del léxico dentro de la materia del curso. Las partes del cuerpo ................................................................................................. ! 85 5.4.2. La variación dialectal como una unidad didáctica distinta ...................... ! 90 6. C ONCLUSIONES ............................................................................................. ! 101 B IBLIOGRAFÍA A NEXOS 1 INTRODUCCIÓN 1.1. La variación dialectal en la enseñanza de español con fines específicos La enseñanza de español con fines específicos es un campo que se ha desarrollado rápidamente durante las últimas décadas para satisfacer las necesidades comunicativas de alumnos de varios sectores profesionales debido a la rápida globalización del mundo actual. Sin embar go, no todos los sectores se han desarrollado al mismo ritmo. Como sostiene Felices Lago (2005: 8), hay una «extraordinaria abundancia de libros relacionados con el español comercial y de negocios frente al resto de especialidades, cuya presencia es, en algunos casos, puramente testimonial». En el mismo sentido, se manifiesta Mendoza Puertas (2006: 2), cuando hace notar que «entre los muchos olvidados dentro del español para fines específicos encontramos el español médico, cuya escasa propuesta didáctica se pone aún más de manifiesto en el campo de nuevas tecnologías». No obstante, dado que es una especialidad dirigida a salvar y mantener la vida, merece que se le dedique mucha más atención y estudio con el fin de crear los modelos didácticos más adecuados posibles o, al menos, perfeccionar los que hay actualmente. Consideramos, por tanto, que es importante evaluar las actuaciones en el área de la enseñanza de e spañol para los profesionales de salud, y al tiempo, incluir las variaciones dialectales que aparecen entre los inmigrantes latinos que proceden de países diversos. 1 /* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */ /*! * Base CSS for pdf2htmlEX * Copyright 2012,2013 Lu Wang * https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE */ /* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */ #sidebar { /* Sidebar */ position:absolute; top:0; left:0; bottom:0; width:250px; padding:0; margin:0px; overflow:auto; } #page-container { /* PDF container */ position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */ top:0; left:0px; margin:0; padding:0; border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */ } @media screen { /* for sidebar */ #sidebar.opened + #page-container { left:250px; } #page-container { /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test) * alternatively you may set width and height */ bottom:0; right:0; overflow:auto; } .loading-indicator_c00001 { display:none; } .loading-indicator_c00001.active { display:block; position:absolute; width:64px; height:64px; top:50%; left:50%; margin-top:-32px; margin-left:-32px; } .loading-indicator_c00001 img { position:absolute; top:0; left:0; bottom:0; right:0; } } @media print { @page { margin:0; } html { margin:0; } body { margin:0; -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */ } #sidebar { display:none; } #page-container { width:auto; height:auto; overflow:visible; background-color:transparent; } .d_c00001 { display:none; } } /* Part 2: Page Elements: Modify with caution * The followings are base classes, some of which are meant to be override by PDF specific classes * So do not increase the specificity (e.g. ".classname_c00001" -> "#page-container .classname_c00001") */ .pf_c00001 { /* page */ position:relative; background-color:white; overflow: hidden; margin:0; border:0; /* required by pdf2htmlEX.js for page visibility test */ } .pc_c00001 { /* content of a page */ position:absolute; border:0; padding:0; margin:0; top:0; left:0; width:100%; height:100%; overflow:hidden; display:block; /* set transform-origin for scaling */ transform-origin:0% 0%; -ms-transform-origin:0% 0%; -webkit-transform-origin:0% 0%; } .pc_c00001.opened { /* used by pdf2htmlEX.js, to show/hide pages */ display:block; } .bf_c00001 { /* images that occupies the whole page */ position:absolute; border:0; margin:0; top:0; bottom:0; width:100%; height:100%; -ms-user-select:none; -moz-user-select:none; -webkit-user-select:none; user-select:none; } .bi_c00001 { /* images that cover only a part of the page */ position:absolute; border:0; margin:0; -ms-user-select:none; -moz-user-select:none; -webkit-user-select:none; user-select:none; } @media print { .pf_c00001 { margin:0; box-shadow:none; page-break-after:always; page-break-inside:avoid; } @-moz-document url-prefix() { /* fix page truncation for FireFox */ .pf_c00001 { overflow:visible; border:1px solid #FFFFFF; } .pc_c00001 {overflow:visible;} } } .c_c00001 { /* clip box */ position:absolute; border:0; padding:0; margin:0; overflow:hidden; display:block; } .t_c00001 { /* text line */ position:absolute; white-space:pre; font-size:1px; transform-origin:0% 100%; -ms-transform-origin:0% 100%; -webkit-transform-origin:0% 100%; unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */ -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */ } .t_c00001:after { /* webkit #35443 */ content: ''; } .t_c00001:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */ content: ''; display: inline-block; } .t_c00001 span { /* text blocks within a line */ /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */ position:relative; unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */ } .__c00001 { /* text shift */ /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. 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.x1_c00001{left:132.283467pt;} .x3_c00001{left:150.950133pt;} .x2_c00001{left:411.856667pt;} } A partir de nuestra experiencia de trabajo en el campo de la medicina 1 , hemos podido constatar la riqueza de variaciones dialectales existente entre los inmigrantes latinos asentados en la región estudiada (sureste de los EE. UU.). Esta variación, de un interés indudable desde el punto de vista de la investigación lingüística, puede llegar a convertirse en un problema que afecta a la comunicación entre médico y paciente cuando el médico solo conoce la terminología médica y el paciente solo conoce frases coloquiales o vocabulario de su dialecto. Pese a ello, se constata una carencia de materiales sobre las variaciones dialectales y coloquiales en el campo de la medicina que recojan el léxico di verso de los inmigrantes de origen hispano establecidos en el sureste del país. Por otra parte, hay una ausencia de recursos o manuales que expliquen cómo, cuándo y de qué manera se debe presentar este material en una clase cuyos objetivos consistan en enseñar español con fines específicos, y más concretamente en el ámbito de las ciencias de la salud. La comprobación de esas carencias, así como la importancia de incluir en la enseñanza de español las variantes dialectales, es lo que nos ha llevado a desarrollar esta investigación. 1.2. Objetivos de este trabajo Nos hemos propuesto, en primer lugar , recoger las variaciones léxicas sobre la salud y la enfermedad que presenta una parte de la población latina residente en el sureste de los EE. UU; concretamente, la población de origen mexicano. En segundo lugar , investigar el tratamiento que reciben estas variaciones actualmente en la enseñanza de español con fines específicos –es decir , en el ámbito de las ciencias de la salud– en esta región. Por último, hemos querido ofrecer unos modelos de cómo abordar esta enseñanza. 2 1 Esta experiencia incluye los estudios de Grado en Salud Internacional de la Universidad de Clemson (EE.UU.) y los cursos de interpretación médica de MAHEC, así como el Máster en Español como Lengua Extranjera en la Universidad de Oviedo, que se está llevando a cabo en este curso 2012/2013. En el ámbito laboral, contamos con cuatro años de trabajo y voluntariado como intérprete médica, un año de asistente de enfermería y dos años de trabajadora social y educadora sanitaria en diferentes clínicas de EE.UU. El sureste de los EE. UU. 2 ha experimentado un gran crecimiento de la población latina desde 1990, y , en respuesta, se han desarrollado muchos programas para afrontar los nuevos retos que esto conlleva, uno de los cuales es la enseñanza del español dirigida a los profesionales del ámbito de las ciencias de la salud. No obstante, no existen en la actualidad directrice s de carácter general que establezcan los cursos que deben impartirse, su c ontenido y a quién deben dirigirse. Por ello, nos parece prioritario efectuar una revisión del tipo de cursos de español que se están impartiendo en la actualidad, así como de su contenido, con el fin de determinar si resultan adecuados a la realidad que los profesiones van a afrontar . Al mismo tiempo, nos parece importante señalar que este trabajo está pensado como una investigación parcial dentro del proyecto de tesis doctoral que nos proponemos llevar a cabo en el futuro. El sureste de los EE. UU. cuenta con una elevada población de inmigrantes de América del Sur , Cuba y otros países de América Central. Por ello, resulta de indudable interés el estudio de las variaciones dialectales en el campo que nos ocupa —la salud, la enfermedad y , en general, el léxico que tiene relevancia para una comunicación eficaz entre médico y paciente— para tratar de ofrecer soluciones adecuadas que incluyan estas variables en cualquier proyecto de enseñanza de español a los profesionales de la sanidad. Sin embar go, por las limitaciones de tiempo y espacio que impone un T rabajo de Fin de Máster , nos hemos limitado aquí a seleccionar una parte de la población latina, la más numerosa en los estados estudiados: los mexicanos. En este sentido, presentaremos una visión global de la composición de la población latina en los EE. UU., aun cuando limitemos después el análisis de las variantes léxicas a la parte de población de origen mexicano. 1.3. La metodología Para identificar y caracterizar los sectores de población que constituyen el objeto de estudio de este trabajo, nos hemos servido el censo de los EE.UU. (United States 3 2 En la denominación «sureste de los EE. UU.» se incluyen habitualmente los estados de Florida, Alabama, Louisiana, G eor gia, South Carolina, T ennessee, North Carolina, V ir ginia, Kentucky y W est V irginia. Sin embargo, dadas las limitaciones inherentes a un trabajo fin de máster , a las que se suman otras de tipo sociológico (§ 2.2.1), nos centramos aquí en los estados de Georgia, South Carolina, T ennessee y North Carolina. Census Bureau 3 ). Se han utilizado también otros estudios previos (Ennis, 2010; Fortuny , 201 1; Motel, 2012; NC Center for Health Statistics, 201 1; Passel, 2004; State Center for Health Statistics, 2010 y Y oung, 2005) para obtener datos relevantes de la población estudiada, así como para demostrar la importancia del buen conocimiento del español en la comunicación con un paciente latino. Dado que la recolección del léxico constituía una parte fundamental del trabajo, hemos diseñado para este fin dos tipos de cuestionarios. El primero de ellos, estructurado en campos léxicos abiertos, trataba recoger las variantes dialectales que aparecían en las comunicaciones entre pacientes y personal o intérpretes médicos (anexo A). Se envió a distintas clínicas para que los profesionales completaran las palabras o expresiones de las que tenían constancia por su trabajo. En total, se enviaron 33 cuestionarios a clínicas médicas y 165 cuestionarios a profesionales particulares. El segundo pretendía recabar información sobre los cursos que actualmente se enseñan en EE. UU. (anexo B) y se envió a dieciocho programas: University of NC de Chapel Hill y de Charlotte, W ake University , Duke, East Carolina University , AHEC curso para los intérpretes, Chicle Language Institute, Clemson University , Medical University of South Carolin a, University of S outh Carolina , V ande rbuilt Un iversi ty , Linco ln Memorial University , University of T ennessee de Memphis, de Knoxville y de Martin, Medical College of Geor gia, Emory School of Medicine, Morehouse School of Medicine y Augusta State University . La información obtenida de estos cuestionarios se completó con varios diccionarios, libros y estudios: el Diccionario de la lengua española de la Real Academia Española en su 22.ª edición (abreviado DRAE) , el Southwestern Medical Dictionary de Margari ta Artschwager Kay , El español de España y el español de América de Antonio Molero , Dónde no hay doctor de David W erner , Atlas Lingüístico de Juan Lope Blanch, Andadura del español por el mundo de Humberto Lopez Morales, V arieties of Spanish in the United States de John Lipski, «El español coloquial en los materiales didácticos. Una propuesta para la enseñanza de ELE en México» de Nancy Altamirando Ceballo, Manual de dialectología hispánica: El 4 3 El US Census Bureau (el Instituto Nacional de Estadística de los Estados Unidos) recoge información sobre la nación y su población para varios fines, incluyendo la toma de decisiones sobre el número de congresistas para cada estado, la provisión de servicios comunitarios, la distribución de fondos gubernamentales, etc. En cuanto a nuestro trabajo, el censo y los estudios que se basan en la información de ello proveen la información más preciso sobre la población analizada. español de América de Manuel Alvar , « El español de los Estados Unidos: El llamado Espanglish» de Richardo Otheguy . Finalmente, hemos analizado algunas propuestas sobre la enseñanza de español con fines específicos, entre ellas las de Izquierda Gil (2000 y 2004), V arela Navarro (2007), Morante (2005), Chen (2006), Sala Caja (2008), Sabater (2000), Long (2003), Martín (2001), Neila González (2010), V ilà Pujol (1994), Moral Barrigüete (201 1), Morena Fernández (1999), Garcia-Carbonell (2007), Mendoza Puertas (2006) y Aguirre Beltrán (1998), así como otros documentos accesibles en los fondos del Instituto Cervantes; todo ello, con el fin de elaborar una propuesta que incluye un método y un modelo para enseñar esta variación dialectal en un curso de español destinado a los profesionales de la salud. 1.4. Estructura del trabajo En el presente trabajo, en primer lugar , damos cuenta de algunos datos sociológicos relevantes para este estudio, referidos a la población hispana en los Estados Unidos y centrados especialmente en determinados estados del sureste del país. Aunque por las limitaciones inherentes a una investigación de este tipo no pretende ser un estudio exhaustivo, puede constituir un marco suficiente para explicar las carencias constatadas y la necesidad de afrontarlas. A ello dedicamos el capítulo segundo, titulado «La población latina en los EE. UU.». Además de incluir datos relativos al origen de la población, el nivel de educación y factores sociales como la pobreza o el desempleo, se examina cómo la carencia de conocimientos de español entre los profesionales de la salud influye en el acceso a la sanidad y la calidad de atención médica que reciben los hispanohablantes, lo que revela la importancia de la enseñanza del español con fines específicos para las ciencias de salud. Por otra parte, demostramos que no basta con enseñar la terminología médica, sino que es importante incluir léxico coloquial y dialectal. Dado que los inmigrantes vienen de países distintos, cada uno con su propio dialecto, la elección de las variaciones en la enseñanza tiene que basarse en la composición de la población inmigrante y en las variantes más comunes o que presentan mayor riesgo cuando se las confundan. En el tercer capítulo, «V ariación léxica sobre la salud y la enfermedad entre los inmigrantes mexicanos», presentamos a rasgos generales el dialecto mexicano y los 5 términos de esta variación que, según las encuestas, aparecen en la clínica médica. Se ofrece un resumen general de la variación dialectal de México y de los mexicanos en la región de estudio para ubicar el habla dentro del idioma general (§ 3.1). A continuación, nos centramos en lo que existe y se oye en la clínica actualmente, según los datos recogidos (§ 3.2). Se presentan las variantes recogidas en las encuestas realizadas por el personal de las clínicas, así como su comparación con los datos que se pueden encontrar en los diccionarios, tanto los especializados en la dialectología mexicana como los que se encuandran en el estándar . A continuación, en el capítulo cuarto titulado «Análisis de los cursos y materiales de los estados estudiados», se revisan algunos cursos y los manuales de español con fines específicos que se ofrecen actualmente en esta región. Con respeto a los cursos, pretendemos estudiar específicamente la presencia de la variación léxica, las razones que han influido en la elección de los términos seleccionados, y la manera en que imparten estas variantes. T ambién analizamos los manuales utilizados en estos cursos para averiguar si ofrecen estas variaciones dialectales o si todo lo impartido sobre este tema tiene que proporcionarlo el profesor . Finalmente, en el capítulo quinto, «Propuesta para la enseñanza de la variación dialectal», se diseña una propuesta para incorporar las variantes dialectales en un curso del español con fines específicos dirigido a los profesionales de la salud en EE. UU., que integra las formas dialectales que consideramos necesarias para asegurar una competencia comunicativa eficaz entre el personal sanitario y el paciente, y cuya finalidad es tratar de evitar (o, al menos, paliar) los errores y los malentendidos que pueden originarse por una formación incompleta o deficiente. No obstante, a pesar de que este trabajo pretende centrarse en los dialectos mexicanos, incorporamos también variantes de otros países en este modelo. Por un lado, dado que en las encuestas no siempre se marcó el país de origen, opinamos que es más aprovechable incluir léxico cuya procedencia no está clara en lugar de excluirlo. Por otro lado, planeamos proseguir esta investigación en el futuro, ampliándola para incluir más variantes dialectales. De este modo, no limitamos la investigación a los dialectos mexicanos, sino que también admitimos otras variedades de interés con la esperanza de aprovecharlas en un estudio futuro. 6 [Document text truncated for crawler view.]