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Enfrentamiento a una masa cervical no tiroidea en Atención Primaria
The clinical approach to non-thyroid cervical masses in primary care has always been considered a diagnostic challenge. In the absence of specific diagnostic methods, the general practitioner must rely on clinic and general tests in order to achieve a suspected diagnosis and timely referral. On initial approach to cervical masses, one must first analyze each case according to patient age, associating an exhaustive anamnesis focused on the growth pattern and aggregate symptoms, along with a physical examination focused on signs of malignancy. Once completed, the etiology of the mass can be classified as probable congenital, inflammatory or tumoral origin. And also try to determine localization, temporality and discriminate between benign and malignant causes. Once the clinical interrogation has been completed, basic complementary tests and/or directed test according to suspicion can be requested. The foregoing allows the primary care physician a proper referral to specialist and/or initiation of appropriate treatment.
Rev Hosp Clín Univ Chile 2020; 31: 223 - 30
Tomás González A., Lucas Fuenzalida M., Patricio Gac E., Francisco Rodríguez M., Patricio Cabane T., Daniel Rappoport W.
Las masas cervicales son un motivo de consulta frecuente en Atención Primaria(1), siendo un gran desafío para el médico general y el especialista debido a la amplia variedad de diagnósticos diferenciales. Éstas se podrían definir como cualquier aumento de volumen comprendido entre el reborde mandibular, base de cráneo, manubrio esternal, clavículas y C7. Es sumamente importante reconocer patologías con carácter de malignidad, como también diagnosticar, tratar y controlar masas cervicales de curso benigno. Desde el punto de vista epidemiológico las masas cervicales se separan en tiroideas y no tiroideas: se estima que un 4-7% de la población presenta nódulos tiroideos al examen físico y hasta 67% de la población tiene nódulos tiroideos diagnosticados por técnicas ecográficas(2).
En este artículo se expondrá una manera de abordar clínicamente a un paciente con una masa cervical no tiroidea, esquematizando los diagnósticos diferenciales y cursos de acción según la sospecha clínica.
Es importante hacer mención a la anatomía de la región cervical, ya que entrega información relevante para el diagnóstico diferencial, siendo el cuello un área que se ubica entre la base del cráneo, mandíbula y apertura torácica superior. Existen hitos anatómicos relevantes como el hueso hioides y la musculatura cervical que ayudan a subdividir esta región. La primera división es entre triángulos anterior y posterior, divididos por el músculo esternocleidomastoideo (mECM). El anterior se localiza entre el borde anterior del mECM, línea media y borde inferior de la mandíbula. Esta región se subdivide en triángulo submandibular, delimitado por los dos vientres del músculo digástrico y borde inferior de la mandíbula; triángulo submentoniano, delimitado por el hueso hioides y los dos vientres anteriores del los músculos digástricos derecho e izquierdo, siendo este triángulo el único impar; triángulo carotídeo, delimitado por el borde medial del mECM, borde lateral del músculo omohioideo y borde inferior del vientre posterior del músculo digástrico, y triángulo muscular, ubicado entre el borde medial del mECM, línea media y el borde medial del vientre superior del músculo omohioideo. Por otro lado, el triángulo posterior está limitado por el borde anterior del músculo trapecio, borde posterior del mECM y clavícula. Esta región a su vez se divide en triángulo lateral y fosa supraclavicular separados por el vientre inferior del músculo omohioideo.
El paciente con una o más masas cervicales siempre será un desafío diagnóstico, especialmente para los médicos generales, quienes fuera de la ecografía cervical, deben priorizar el uso de exámenes adicionales, como nasofibroscopía o punción con aguja fina. Es por esto que a partir de una exhaustiva anamnesis y examen físico, se debe tener una sospecha diagnóstica fundada y así poder derivar oportunamente patologías complejas y/o malignas que no se pueden resolver en Atención Primaria.
ANAMNESIS
En la entrevista clínica se propone poner énfasis en estos tópicos que van a permitir dirigir la sospecha diagnóstica.
• Patrón de crecimiento: un rápido crecimiento hace sospechar procesos infecciosos como también linfomas(3). Por otro lado, masas que presentan un crecimiento de larga data, ya sea de meses o incluso años, asociado a signos inflamatorios locales y carácter fluctuante y/o fistulizada, orientan a infecciones crónicas bacterianas (tuberculosis, Bartonella henselae, sífilis), virales (VIH) o congénitas infectadas(4). En caso de enfrentarnos a una masa con crecimiento de larga data sin asociación con signos inflamatorios, debemos sospechar que nos enfrentamos a una masa de etiología neoplásica(4).
Síntomas agregados: se debe indagar respecto a síntomas respiratorios agudos, compromiso del estado general y fiebre de comienzo reciente que nos orientarán a un curso agudo y benigno de la masa cervical. Por otro lado, síntomas como baja de peso, sudoración nocturna, disfonía, disfagia, disnea, otalgia y focalidad neurológica (generalmente compromiso de pares craneanos) orientan a un proceso maligno(5).
• El dolor es un síntoma inespecífico, pudiendo corresponder a patología infecciosa aguda, como también a malignidad por compresión y/o infiltración en una masa de larga data(6).
ANAMNESIS REMOTA
Dentro de los antecedentes personales y familiares de enfermedades, es importante indagar sobre las enfermedades neoplásicas previas o concomitantes, consumo de tabaco y alcohol(4) y/o radioterapia previa en región cervical(7). Del mismo modo, es importante preguntar sobre viajes, contacto con animales y consumo de fármacos(4).
EXAMEN FÍSICO
El examen físico complementa los datos obtenidos de la anamnesis y resulta clave en la búsqueda de signos de malignidad en la masa cervical. Dentro de éstos, destacan:
• Tamaño mayor a 1,5 cms
• Adherencia a planos profundos
• Consistencia indurada(5)
Es importante determinar el número de masas, ya que, si se detecta más de una, aumenta la probabilidad de que sean adenopatías reactivas benignas(6). Sin embargo, no debemos olvidar que un cáncer eventualmente también podría dar múltiples lesiones, por lo cual siempre debemos buscar los signos clínicos descritos anteriormente.
También se debe evaluar la piel circundante, puesto que eritema, aumento de temperatura local y dolor a la palpación orientan a un proceso infeccioso, particularmente un absceso en caso de pesquisar una masa de carácter fluctuante. Esto último podría corresponder a linfonodos, como también, a masas congénitas sobreinfectadas(4).
Otras manifestaciones al examen físico, tales como pulsatilidad y movilización en sentido horizontal, pero no vertical (signo de Fontaine), es característico del glomus carotídeo. Por otro lado, movilidad únicamente en el plano vertical se asocia a schwanoma, mientras que movilidad al protruir la lengua se relaciona con quiste tirogloso(4).
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)
LA FORMA DE ENFRENTAR LAS MASAS CERVICALES DEPENDERÁ DE LA EDAD DEL PACIENTE:
En pacientes menores de 16 años, la etiología más frecuente de una masa cervical es de origen congénita (56%) seguida de inflamatoria (31%)(8,9); sin embargo, la incidencia de masas inflamatorias en la edad pediátrica están subestimadas porque la mayoría de las adenopatías reactivas son de curso autolimitado y no llegan a ser evaluados por un médico. Es importante recordar que en este rango etario las causas neoplásicas no pueden ser olvidadas, siendo más frecuentes las malignas que las benignas(3).
Entre los 16 y 40 años, las etiologías más frecuentes son las inflamatorias, seguido por las congénitas y en último lugar, los tumores(5).
En edades sobre los 40 años la patología tumoral es la más frecuente, siendo siempre necesario descartarla. Con menor frecuencia encontramos las patologías inflamatorias, y aún menos frecuentes, la etiología congénita (que si bien este tipo de masas es raro en este grupo etario, no hay que dejar de pensarlo) (5).
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)
ETIOLOGÍA
Congénitas: ¿Línea media o lateral?
El cuello es una región compleja con múltiples elementos nobles. Se extiende desde la base de cráneo hasta una línea imaginaria entre el cuerpo vertebral C7 y ambos acromiones(10). Clínicamente el cuello puede dividirse en varios triángulos, siendo los principales el anterior y posterior, limitados por el músculo esternocleidomastoideo, la mandíbula y las clavículas.
Si bien todas las etiologías pueden ser evaluadas según su ubicación anatómica, resulta conveniente dirigirlo de esta manera en las masas congénitas dada la directa relación clínica-anatómica.
Las masas congénitas se presentan con mayor frecuencia en edades pediátricas. Habitualmente son masas unilaterales de larga evolución y asintomáticas; sin embargo, pueden infectarse y evolucionar con dolor, fluctuación, fiebre y compromiso del estado general. Dentro del examen físico hay ciertas características clínicas específicas que apoyan el origen congénito de una masa cervical. Por ejemplo, una masa en línea media y que se moviliza al protruir la lengua apoya el diagnóstico de quiste tirogloso(11).
La localización anatómica es esencial para el diagnóstico diferencial. La masa cervical congénita más común en la línea media es el quiste tirogloso y en la región lateral cervical es el quiste del 2º arco branquial, como también malformaciones linfáticas o vasculares(11).
El estudio diagnóstico de elección cuando se sospecha una masa congénita es la ecografía(11).
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)
Inflamatorio- infeccioso: ¿Aguda o crónica? ¿Unilateral o bilateral?
Este tipo de masas cervicales se dan con mayor frecuencia en la edad pediátrica y adulto joven. La mayoría de este tipo de masas cervicales corresponde a adenopatías. Éstas pueden ser reactivas a procesos infecciosos virales o bacterianos, como también a procesos inflamatorios no infecciosos como sarcoidosis, enfermedad de Kawasaki, enfermedad de Castleman, entre otros(4). Se caracterizan por presentar signos y síntomas de infección como: aumento de volumen con piel circundante eritematosa, aumento de temperatura local, dolorosa a la palpación y fluctuante, si se encuentran abscedadas. Además se acompañan de síntomas generales (como fiebre o taquicardia) y síntomas específicos de la patología infecciosa propia de cabeza y/o cuello (como rinorrea, odinofagia, otalgia, odontalgia). También es importante pesquisar el antecedente de haber estado en contacto con animales, buscando al examen físico picaduras o traumas en general, como mordeduras o arañazos(5). Incluso si ninguno de estos síntomas generales están presentes al momento de la evaluación, el antecedente de haber tenido un cuadro respiratorio apoya el origen inflamatorio-infeccioso(5).
Resulta crucial determinar adecuadamente la temporalidad del cuadro al sospechar un origen inflamatorio- infeccioso de una masa cervical: se debe determinar si es aguda, subaguda o crónica. Habitualmente la adenopatía reactiva viral tiene un curso autolimitado entre una y dos semanas; sin embargo, hay situaciones en las que posteriormente a 3 semanas, las adenopatías no han regresado. En estos casos, es importante que el clínico sea proactivo en encontrar la causa, realizando exámenes o imágenes que apoyen el diagnóstico(12). Se realiza la distinción temporal de adenopatía inflamatoria: aguda menor a 2 semanas, subaguda entre 2-6 semanas y crónica mayor a 6 semanas(13).
Luego de saber el tiempo de evolución de la adenopatía, el paso siguiente es determinar si es unilateral o bilateral, ya que existen ciertas infecciones que se manifiestan como única adenopatía aumentada de tamaño, eritematosa, dolorosa y con aumento de la temperatura local, siendo más frecuente la etiología bacteriana (S. Aureus - S. Pyogenes). Por otro lado, en adenopatías inflamatorias agudas bilaterales, las causas virales son más frecuentes (adenovirus, rinovirus)(14). Además de considerar la lateralidad, la ubicación según grupos ganglionares cervicales permite identificar sitios de drenaje específicos, orientando así al lugar de origen de la infección.
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)
De esta forma, tras una adecuada anamnesis y examen físico, la correcta determinación tanto de la temporalidad como lateralidad permite esquematizar las posibles causas de linfadenopatías.
En las adenopatías bilaterales de curso agudo se propone realizar tratamiento sintomático con antiinflamatorios no esteroidales y control en 2 semanas, esperando que regresen, ya que la mayoría son de etiología viral.
Las adenopatías bilaterales de curso subagudo/crónico tienen como causas más frecuentes el virus Epstein Barr (VEB) y citomegalovirus (CMV), por lo que muchas veces se acompañan de sintomatología mononucleósica (fiebre, faringitis, hepatoesplenomegalia) (14). De todas maneras, corresponde realizar pruebas complementarias en busca de la etiología.
Si es una adenopatía unilateral con signos y síntomas inflamatorios, la etiología más probable es bacteriana. Es por esta razón que se recomienda realizar tratamiento antibiótico empírico con amoxicilina/ácido clavulánico, cefadroxilo o clindamicina durante 10 días, considerando una evaluación a los 2-3 días para ver respuesta al tratamiento. Si responde, se debe finalizar el tratamiento antibiótico(14). Siempre hay que considerar los criterios de ingreso hospitalario cuando es una adenopatía en paciente pediátrico (Tabla 4) y en 228 adultos, según sus comorbilidades y estado general al momento de la consulta para realizar tratamiento endovenoso y completar estudio.
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)
Si posterior al tratamiento indicado no hay respuesta, tanto en adenopatías unilaterales como bilaterales, o hay aumento del tamaño/cantidad de adenopatías, es necesario realizar el primer escalón de pruebas complementarias para determinar la etiología. (Tabla 5)
![](data:image/png;base64,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)
Si persisten las adenopatías sin una causa conocida y no se ha podido descartar el origen neoplásico, se debe plantear el estudio histológico de ésta.
Tumorales ¿maligno o benigno?
Las masas tumorales habitualmente se presentan en adultos y éstas pueden ser malignas o benignas. Tienen un tiempo de evolución subagudo/ crónico, de lento crecimiento, habitualmente asintomáticas(6). Dentro de las causas benignas de masa cervical están los lipomas, paragangliomas, hemangiomas, malformaciones vasculares, adenomas pleomorfos de parótida y glándulas submandibulares, etc. Dentro de las etiologías malignas, se encuentran las metástasis de cáncer de vía aéreo- digestiva superior, linfomas, cáncer de glándulas salivales, entre otros. En el caso particular del linfoma, destacan síntomas característicos como fiebre, baja de peso, sudoración nocturna, prurito y compromiso de estado general, así como las alteraciones en el hemograma, en especial una VHS elevada(17).
Dentro de los primeros exámenes diagnósticos están los expuestos en la Tabla 4, siendo de crucial importancia la ecografía como primer examen imagenológico. Con éste se puede hacer la primera aproximación diagnóstica, clasificando las masas como tiroideas o no tiroideas, permitiendo además un abordaje inicial según características inflamatorias o neoplásicas y su ubicación. En masas no tiroideas cobra mayor importancia el uso de la tomografía computada, presentando mayor utilidad en la evaluación preoperatoria de neoplasias, búsqueda de tumores primarios y procesos inflamatorios de cabeza y cuello(6). En algunas patologías, se puede proceder con una punción aspirativa con aguja fina (PAAF) o una biopsia con aguja gruesa tipo trucut, para poder descartar o confirmar el diagnóstico. Si la posibilidad de neoplasia maligna no se ha podido descartar, una biopsia excisional (resección completa del nódulo) debe ser realizada especialmente ante sospecha de linfoma, la cual se diferencia con la biopsia incisional en la que se obtiene parte del nódulo.
Lo importante del abordaje frente a este tipo de masas cervicales, es buscar dirigidamente elementos de malignidad, puesto que el 80% de las masas no tiroideas en adultos son tumorales, el 80% son malignas, el 80% son metastásicas y el 80% son escamosos(18). Es por esto que frente a masas cervicales que no tienen una historia compatible con infección, presentes por más de 2 semanas (subagudo) o con características de malignidad, se debe derivar al especialista a la brevedad(5).
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)
CONCLUSIÓN
Las masas cervicales son un motivo de consulta frecuente en Atención Primaria, siendo un gran desafío tanto para el médico general, como para el especialista. Cuando nos enfrentamos a una masa cervical es importante inicialmente agruparlas según edad del paciente y posterior a esto, con una exhaustiva anamnesis, determinar la etiología más probable. Para esto debemos agruparlas en masas congénitas, inflamatorias o tumorales, pudiendo de esta forma la gran mayoría de las veces lograr un diagnóstico sin necesidad de exámenes complementarios. Es importante recalcar que siempre hay que indagar dirigidamente sobre factores de riesgo y características al examen físico de masas sospechosas de malignidad para derivar oportunamente a especialista y/o iniciar precozmente el tratamiento adecuado.
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17. Alvi A, Johnson JT. The neck mass: A challenging differential diagnosis. Postgraduate Medicine 1995;97:87-97.
18. Neff M. Passing the general surgery oral board exam. Springer-Verlag, New York, 2006.
Correspondencia:
Dr. Daniel Rappoport Wurgaft
Unidad de Cirugía de Cabeza y Cuello, Departamento de Cirugía, HCUCH
[email protected]
562 2978 8334