![](data:image/png;base64,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)
INTRODUCCIÓN
El síndrome de dolor miofascial es un trastorno de los
músculos masticatorios que afecta el movimiento de la
mandíbula, en función o parafunción, y la replicación de
este dolor se produce con las pruebas de provocación de los
músculos masticatorios, siendo la razón principal para que
los pacientes busquen tratamiento; la limitación de apertura
bucal no siempre está presente.
1-3
Al dolor miofascial se lo
asocia frecuentemente con el estrés, que es un estado mental
o emocional que resulta de una circunstancia adversa o
exigente y que da lugar a una respuesta de tensión.
2-4
Se
cree que la presencia de estresores psicosociales, juega un
papel muy importante en el desarrollo del dolor miofascial,
ya que especialmente actúa con los músculos masticatorios
pues los pacientes comúnmente reportan que sus síntomas
aumentan en situaciones de estrés.
2,4,5-7
En la literatura se
encuentra una prevalencia del 50% al 70% de dolor miofas-
cial por cualquier razón, de esto, el 25% del dolor en los
músculos masticatorios es la principal fuente de dolor.
2,3
Las mujeres parecen tener más dolor debido a la produc-
ción de estrógenos que aumentan de la tercera a la cuarta
década de vida y por el ciclo menstrual, hormonas que
exacerban el dolor muscular y articular.
2,3
Esto se debe a las
diferencias biológicas, psicosociales y hormonales entre
los dos grupos.
2,3,6-8
La edad se puede definir como el tiempo transcurrido desde
el nacimiento de un ser vivo. A nivel local no existen datos
que proporcionen información sobre esta problemática,
esto lleva a plantearse las siguientes Hipótesis de Investiga-
ción: 1) se busca corroborar mediante una prueba de depen-
dencia bilateral significativa Chi Cuadrado la relación entre
la presencia de dolor miofascial y el nivel de estrés en
pacientes de la clínica de la Universidad de Cuenca, 2)
mediante la prueba ANOVA de un factor, se determinará si
existe diferencia significativa en las medias del nivel de
intensidad de dolor obtenida de la escala visual (EVA) por
tipo de dolor miofascial diagnosticado y 3) por prueba de
Chi Cuadrado se buscará corroborar si existe dependencia
bilateral significativa entre la presencia de dolor y el sexo y
por otro lado, si hay dependencia bilateral entre edad y
presencia de dolor.
MATERIALES Y MÉTODOS
El diseño de estudio es exploratorio transversal, se empleó el
método de muestreo probabilístico, mediante la técnica de
muestreo aleatorio simple
9
, la metodología de investigación
fue de tipo cuantitativa mediante el uso de encuestas diseñadas
para el estudio, como test DC/TMD, test de Hamilton, escala
EVA.
10-16
Las unidades de observación fueron pacientes que
Revista OACTIVA UC Cuenca. Vol. 7, N
o
3, Septiembre-Diciembre, 2022
Prevalencia del síndrome de dolor miofascial 3
acuden a la Clínica de la Facultad de Odontología de la
Universidad de Cuenca desde los 18 años en adelante que
firmaron consentimiento informado antes de la ejecución de la
encuesta, indicándoles que podían retirarse del estudio el
momento que creyeren conveniente, y se excluyeron pacientes
que consumieron alcohol un día antes de la cita odontológica o
drogas como cocaína, nicotina y heroína, uso de antidepresi-
vos por lo menos 3 meses antes, mujeres en edad fértil que
estén consumiendo anticonceptivos.
6,17,18
Para el proceso del
levantamiento de información de campo se solicitó permiso a
las autoridades de la Facultad de Odontología de la Universi-
dad Cuenca para el desarrollo de la investigación. La prepara-
ción de los investigadores para la aplicación de la encuesta fue
ejecutada y certificada por parte de profesionales especialistas
en transtornos temporomandibulares y psicología. Dentro del
aspecto bioético, el investigador demostró calidad humana,
capacidad técnica y científica, y seriedad, los resultados
obtenidos son confidenciales y únicamente fueron utilizados
para fines investigativos. El cálculo para el tamaño de la mues-
tra fue para poblaciones infinitas con una probabilidad de
éxito del 25%, nivel de confianza del 95% y un error muestral
del 3%, con ello el tamaño fue de 321 encuestas, para evitar
sesgo de información, la encuesta tenía preguntas filtro, que el
caso de identificar un paciente que no cumple con los criterios
de inclusión, no se aplicaba la encuesta. Los datos precodifica-
dos fueron introducidos en el software estadístico SPSS
versión 22 donde se realizó el correspondiente análisis.
Especificación Funcional del Modelo.
A través de un modelo regresión múltiple
19
se desea determi-
nar el impacto de la intensidad del dolor miofascial en función
de las variables, sexo, edad y nivel de estrés, como se indica en
la ecuación (1).
Y = β0 + β1X1 + β2X2 + β3X3 + β4X4 + β5X5 +
β6X6 + β7X7 + β8X8 + µ (1)
En la ecuación (1) Y es la variable explicada de la regresión
lineal múltiple que busca medir el impacto en el nivel del dolor
miofascial según escala (EVA).
Las variables explicativas son las siguientes:
β0: Es el intercepto;
X1: Es una variable de respuesta binaria (dummy), que indica
el sexo del paciente investigado, tomando como categoría base
el sexo femenino, es decir esta variable medirá el cambio de la
intensidad del dolor miofascial de sexo masculino en relación
al nivel de dolor de los pacientes de sexo femenino
X1 = 0 Mujer ; 1 Hombre
X2: Es una variable numérica que da cuenta de la edad de los
pacientes investigados.
X3: Es una variable numérica que da cuenta del nivel de estrés
de la paciente tomada de la escala de Hamilton
X4,X5,X6 Y X7: Son variables de respuesta binaria (dummy)
que da cuenta del cambio de dolor miofascial con clasificación
de dolor de mialgia, mialgia local, dolor miofascial referido,
artralgia, ausencia de dolor; cada una de ellas en relación a la
clasificación de dolor miofascial con propagación tomada
como categoría base
X4 = 0 Dolor miofascial con propagación ; 1 Mialgia
X5 = 0 Dolor miofascial con propagación ; 1 Mialgia local
X6 = 0 Dolor miofascial con propagación ; 1 Dolor miofascial referido
X7 = 0 Dolor miofascial con propagación ; 1 Artralgia
X8 = 0 Dolor miofascial con propagación ; 1 Ausencia de dolor
RESULTADOS
Los resultados revelaron que el 45,5% de pacientes investi-
gados presentaron prevalencia de dolor miofascial, o sínto-
mas de dolor en los músculos adyacentes, y/o limitación de
apertura; en relación al tipo de sexo, el porcentaje de casos
con diagnóstico clínico de presencia de dolor miofascial
fue para hombres del 47,06% y del 44,92% para mujeres.
(Tabla 1)
Wahlund et al, (2008), en su investigación para determinar
la prevalencia de dolor miofascial en adolescentes, aplica-
ron el test RDC/TMD encontrando un 90% de pacientes
con molestia de dolor con una muestra de 93 mujeres y 29
hombres.
20
Relacionando con esta investigación se puede
deducir que hay una similitud en cuanto a sexo, ya que los
resultados demuestran que hay mayor prevalencia en muje-
res y en edades adultas pero un bajo porcentaje en pacientes
adolescentes. Branco et al, (2008), en su estudio en el que
aplica el RDC/TMD para el diagnóstico de TTM, determi-
naron que la mayoría de los pacientes recibieron un
diagnóstico para el dolor representado un 40,7%, de una
muestra de 182 pacientes siendo 166 mujeres y 16
hombres, con edades que van desde los 18 hasta los 76
años.
24
Por lo que se demuestra con los resultados de este
estudio que el dolor miofascial puede desencadenarse tanto
en pacientes jóvenes como en adultos mayores.
Ferreira et al, (2014), determinaron la prevalencia del dolor
miofascial en una muestra de 201 personas (146 mujeres y
55 hombres), en edades entre los 17 y 34 años de edad, de
acuerdo al diagnóstico obtenido por la aplicación del test
RDC/TMD, un 18,4% (30 mujeres y 7 hombres) pertene-
cieron al grupo de dolor miofascial, Se asoció al dolor
miofascial con el apretamiento dental en un 42,3% y con el
bruxismo un 12,9%.
25
Sin embargo, Özkan et al, (2011), en
su investigación para relacionar los TTM con el dolor de
cabeza, determinó una prevalencia de dolor miofascial del
13% en una muestra de 40 pacientes (36 mujeres y 4
hombres) y una asociación de degeneraciones internas de la
articulación temporomandibular con dolor muscular facial
con un porcentaje del 41.6%.
26
Hay una discrepancia en
cuanto a la prevalencia del dolor miofascial con estos dos
estudios, pues el porcentaje demostrado en esta investiga-
ción es alta. Se puede deducir que un nivel de estrés leve
puede desencadenar dolor miofascial y esto parece ser
bastante común en la muestra estudiada, así como también
se presenta con mayor frecuencia en mujeres de edad adulta
joven (20 – 39 años).
También se puede afirmar que la probabilidad de desenca-
denar dolor miofascial por estrés nos ha dado un porcentaje
del 81,5%, siendo mayor en mujeres con un promedio de
72,6% en edad adulta (87%) para el total de la muestra
aproximadamente. No fue posible comparar estos resulta-
dos con otros estudios realizados en Ecuador, debido a que
no se han hecho estudios de este tipo en el País. Sin embar-
go, estas tasas de prevalencia son comparables con otros
estudios realizados. Nadendla et al, (2014), en una muestra
de 20 pacientes demostraron mayor concentración de
cortisol en la saliva de personas con estrés que presentaban
dolor miofascial en donde el 17,0 ± 2,9 ng/ml de cortisol
fue mayor en pacientes con dolor miofascial, y valor P de
0.000 y los niveles de estrés en pacientes con dolor miofas-
cial fue de 25,9 ± 4.4 con valor P <0.001.
5
Otro estudio que
evaluó a 39 pacientes, el 69% experimentó estrés, especial-
mente aquellas que trabajan y estudian, a la vez demostra-
ron cambios en los niveles de cortisol en la saliva.
27
Schmitter et al, (2010), en pacientes con dolor miofascial
demostraron que los niveles de estrés oscilan entre 39.85
ng/ml y 51,71 ng/ml y observó una gran diferencia en
mujeres que reportaban estrés por aislamiento social (50,13
ng/ml) según prueba ANOVA demostraron una diferencia
significativa (p=0,020).
21
Otro estudio con un total de 95
pacientes con una edad media de 40 años de acuerdo con
los criterios de diagnóstico DC/TMD se estableció para el
dolor miofascial un promedio de 31,9% siendo mayor para
personas con estrés severo. De Freitas et al, (2013), utiliza-
ron EVA para autoreporte de dolor por parte del paciente en
la aplicación de tratamientos para dolor miofascial.
28
Otro
estudio determinó la frecuencia del dolor miofascial en la
edad y sexo, dando como resultado una edad media de 51,2
± 16,4 años y el 75% para mujeres. En cuanto a la intensi-
dad del dolor habitual mediante EVA arrojó un promedio de
8,35 unidades.
29
Vedolin et al, 2009, aplicaron el test RDC/TMD, para deter-
minar el nivel de estrés y dolor, comprobaron que los
valores EVA fueron altos cuando los pacientes se encontra-
ban en situaciones de estrés relacionados con el tiempo de
valoraciones académicas universitarias. Para el estrés
presentó un 62,1% con estrés leve-moderado y el dolor con
un promedio de 5 a 7 puntos en EVA.
30
Otro estudio
demostró que las mujeres presentan con mayor frecuencia
dolor en promedio de 17% versus 6% en hombres. Para la
aplicación de EVA en este estudio los niveles de dolor
apuntaron a valores bajos siendo un promedio del 41% para
un dolor moderado correspondientes a 3 y 4 puntos en la
escala respectivamente.
31
En un estudio realizado por Boggero, 2016, demostró que
los pacientes reportan con mayor frecuencia el tipo de
mialgia local con una media de 24,25% seguido del dolor
miofascial con una media de 23,58%.
32
Esta investigación
corrobora hallazgos anteriormente expuestos en otras
investigaciones, la misma que nos permite tener una idea
general de la importancia que puede tener en el ambiente
clínico realizar un buen diagnóstico de los signos y sínto-
mas del dolor miofascial y lograr un adecuado y exitoso
tratamiento. La carencia de investigaciones y de conoci-
miento público relacionado a este tema ha impedido que se
pueda entender el alcance de los parámetros de esta condi-
ción de dolor. De esta investigación se desprende informa-
ción que puede ser de utilidad para todo profesional o
estudiante, con la finalidad de tener conocimiento de cómo
aqueja el dolor miofascial a las personas en la Ciudad de
Cuenca, pues muchos pacientes no tomaban importancia
hasta que luego de la aplicación de presión sobre los
músculos faciales, se daban cuenta de que tenían algún tipo
de trastorno o dolor articular y/o muscular. Es necesario
que se continúe investigando sobre el dolor miofascial en la
población para la validación de estos hallazgos.
CONCLUSIÓN
Esta investigación tuvo como objetivo principal determinar
la prevalencia de dolor miofascial en pacientes que buscan
atención odontológica en las Clínicas de la Facultad de
Odontología de la Universidad de Cuenca. La prevalencia
del dolor miofascial en los pacientes de la Facultad de
Odontología de la Universidad de Cuenca fue elevada, con
45,5%. El factor asociado más relevante para los trastornos
temporomandibulares en pacientes que acuden a las Clíni-
cas de la Facultad de Odontología de la Universidad de
Cuenca, fue el estrés. La asociación entre el factor edad con
los trastornos temporomandibulares demostró no ser
estadísticamente significativa. La relación entre el sexo y
los trastornos temporomandibulares no fue estadísticamen-
te significativa.
Contribución de los autores: Autor: Priscila Fernández
Landy. Participación en la concepción del estudio, redac-
ción del artículo y levantamiento de información, Co-autor:
Vicenta Rentería Guerrero y Omar Pinos Guillén. Partici-
pación en la redacción y revisión del estudio.
Conflicto de intereses: Los autores declaran que no existe
ningún conflicto de interés.
Financiamiento: autofinanciada
Referencias Bibliográficas
1. Peck CC, Goulet JP, Lobbezoo F, Schiffman EL,
Alster-Gren P, Anderson GC, et al. Expanding the
taxonomy of the diagnostic criteria for temporomandi-
bular disorders. Journal of Oral Rehabilitation. 2014;:
p. 2-23.Disponible en: https://doi.org/10.1111/-
joor.12132
2. Cairns BE. Pathophysiology of TMD pain – basic
mechanisms and their implications for pharmacothera-
py. Journal of Oral Rehabilitation. 2010;(37): p.
391-410. Disponible en:https://doi.or-
g/10.1111/j.1365-2842.2010.02074.x
Mediante la aplicación del test de Hamilton, el presente
estudio investigativo reveló que los niveles de estrés más
predominantes en pacientes que se diagnosticaron con
presencia de dolor van en escalas de nivel leve y moderado,
ambas suman el 63% de los casos. (Tabla 3)
3. Tjakkes GHE, Reinders JJ, Tenvergert EM, Stegenga.
B. TMD pain: The effect on health related quality of life
and the influence of pain duration. Health and Quality
of Life Outcomes. 2010; 8: p. 1-8. Doi:
10.1186/1477-7525-8-46
4. Daneri MF. Biología del Comportamiento. Disponible
en: https://www.psi.uba.ar/academica/carrerasdegra-
do/psicologia/-
sitios_catedras/electivas/090_comportamiento/material
/tp_estres.pdf
5. Nadendla LK, Meduri V, Paramkusam G, Pachava KR.
Evaluation of Salivary Cortisol and Anxiety Levels in
Miofascial Pain Dysfunction Syndrome. The Korean
Journal of Pain. 2014; 27(1): p. 30-34. Disponible en:
https://doi.org/10.3344/kjp.2014.27.1.30
6. Doepel M, Soderling E, Ekberg E, Nilner M, Bell. YL.
Salivary Cortisol and IgA levels in Patients with
Myofascial Pain Treated with Occlusal Appliances in
the short term. Journal of Oral Rehabilitation. 2009; 36:
p. 210 - 216. Disponible en: https://doi.or-
g/10.1111/j.1365-2842.2008.01923.x
7. Barraza CR, Janco S, Villanueva J, Araya I, Hans
Cheistoph L. A Systematic Review and Meta-analysis
of Visual Treatment Versus Psychosocial Interventions
in the Treatment of Myofascial Temporomandibular
Disorder Pain. Journal of Oral and Facial Pain and
Heache. 2014; 28(3): p. 205 - 222. Doi: 10.11607/o-
fph.1241
8. Manfredini D, Nardini LG, Winocur E, Piccotti F,
Ahlberg J, Lobbezoo F. Research diagnostic criteria for
temporomandibular disorders: a systematic review of
axis I epidemiologic findings. Oral Surg Oral Med Oral
Pathol Oral Radiol Endod. 2011; 112: p. 453-462. Doi:
10.1016/j.tripleo.2011.04.021
9. Malhotra N. Investigacion de Mercados Mexico:
Pearson; 2008. Disponible en: http://www.elmayorpor-
taldegerencia.com/Libros/Mercadeo/%5BP-
D%5D%20Libros%20-%20Investigacion%20de%20M
ercados.pdf
10. H&Medice. slideshare. [Online]; 2017. Disponible en:
https://www.slideshare.net/martthaleemuss/test-de-ha-
milton-ansiedad-estres-y-depresion.
11. Schiffman E, Ohrbach R, Truelove E, Look J, Anderson
G, Goulet JP, et al. Diagnostic Criteria for Temporo-
mandibular Disorders (DC/TMD) for Clinical and
Research Applications: Recommendations of the
International RDC/TMD Consortium NEtwork* and
Orofacial Pain Special Interest Group. Journal of Oral
Tabla 1. Porcentaje de presencia de dolor miofascial según el sexo.
Fuente. Formularios de Investigación
Fuente. Formularios de Investigación
Fuente. Formularios de Investigación
Tabla 3. Nivel de estrés por presencia de dolor miofascial.
& Facial Pain and Headache. 2014; 28(1): p. 6-27. Doi:
10.11607/jop.1151
12. Inform INFOPaRDM. Inform, International Network
For Orofascial Pain and Relater Disorders Methodolo-
gy. [Online]; 2020. Disponible en: https://ubwp.buffa-
lo.edu/rdc-tmdinternational/tmd-assessmentd-
iagnosis/dc-tmd/.
13. Skootsky SA, Jaeger B, Oye RK. Prevalence of
Myofascial Pain in General Internal Medicine Practice.
The Western Journal of Medicine. 1989;: p. 157-160.
Disponible en: https://www.ncbi.nlm.nih.gov/pmc/arti-
cles/PMC1026905/
14. Ayestarán MA, Gea LB, Arruabarrena EC, Gordon AB.
Guía de Práctica Clínica Sobre Cuidados Paliativos. En.
España; 2008. p. 223-224. Disponible en:
https://www.osakidetza.euskadi.eus/contenidos/infor-
macion/os-
k_publicaciones/eu_argital/adjuntos/lehen/cuidadosPal
iativos.pdf
15. Svensson P, Nielsen LA. Effects of 5 Days of Repeated
Submaximal Clenching on Masticatory Muscle Pain
And Tenderness. Journal of Orofascial Pain. 1996;
10(4): p. 330 - 338. Disponible en: http://www.quin-
tpub.com/userhome/jop/jop_10_4_svensson_6.pdf
16. Nifosi F, Violato E, Pavan C, Sigari L, Novello G,
Nardini LG, et al. Psychopathology and clinical featu-
res in an italian sample of patients with myofascial and
temporomandibular joint pain: Preliminary Data.
Journal Psychiatry in Medicine. 2007; 37(3): p. 283 -
300. Disponible en: https://doi.org/10.2190/PM.37.3.f
17. Le Resche L, Mancl L, Sherman JJ, Gandara B, Dwor-
kin SF. Changes in temporomandibular pain and other
symptoms across the menstrual cycle. International
Association for the Study of Pain. 2003; 106: p.
253-261. Doi: 10.1016/j.pain.2003.06.001
18. Shen YF, Younger J, Goddard G, Mackey S. Randomi-
zed Clinical Trial of Acupuncture for Myofascial Pain
of the Jaw Muscles. Journal of Orofacial Pain. 2009;
23(4): p. 353-359. Disponible en: https://www.ncbi.nl-
m.nih.gov/pmc/articles/PMC2894813/
19. Damodar G, Dawn P. Econometría México: Mc Graw
Hill; 2009. Disponible en: https://fvela.files.wor-
dpress.com/2012/10/econometria-damo-
dar-n-gujarati-5ta-ed.pdf
20. Wahlund K, List T, Larsson B. Treatment of temporo-
mandibular disorders among adolescents: a comparison
between occlusal appliance, relaxation training, and
brief information. Acta Odontol Scand. 2008; 61: p.
203-211. Disponible en: https://doi.or-
g/10.1080/00016350310003891
21. Schmitter M, Keller L, Giannakopoulos N, Rammels-
berg P. Chronic Stress in Myofascial Pain Patients. Clin
Oral Invest. 2010; 14: p. 593-597. Doi:
10.1007/s00784-009-0330-0
22. Pasinato F, Souza JA, Corrêa ECR, Silva AMTd.
Temporomandibular disorder and generalized joint
hypermobility: application of diagnostic criteria. Brazi-
lian Journal of Otorhinolaryngology. 2011; 77(4): p.
418-425. Disponible en: https://doi.or-
g/10.1590/S1808-86942011000400003
23. Christidi N, Doepel M, Ekberg EC, Ernberg M, Le Bell
Y, Nilner M. Effectiveness of a Prefabricated Occlusal
Appliance in Pacients with Temporomandibular Joint
Pain: A Ramdomised Controlled Multicenter Study.
Journal of Oral & Facial Pain and Headache. 2014;
28(2): p. 128-137. Doi: 10.11607/ofph.1216
24. Branco RS, Branco CS, Tesch RdS, Rapoport. A.
Frequencia de relatos de parafuncoes nos subgrupos
diagnosticos de DTM de acordo com os criterios
diagnosticos para pesquisa em disfungoes temporoman-
dibuiares (RDC/TMD). R Dental Press Ortodon Ortop
Facial. 2008; 13(2): p. 61-69. Disponible en: https://-
doi.org/10.1590/S1415-54192008000200008
25. Ferreira FM, Simamoto. Júnior PC, Novais VR, Tavares
M, Neto AJF. Correlation between temporomandibular
disorders, occlusal factors and oral parafunction in
undergraduate students. Brazil Journal of Oral Science.
2014; 13(4): p. 281-287. Disponible en: https://doi.or-
g/10.1590/1677-3225v13n4a08
26. Özcan NÇ, Özcan F. The relationship of temporomandi-
bular disorders with headaches: a retrospective analy-
sis. Klinik Çalisma - Clinical Trials. 2011; 23(1): p.
13-17. Doi: 10.5505/agri.2011.48615
•
27. De Tommaso M. Pain Perception During Menstrual
Cycle. Current Pain and Headache Reports. 2011; 15: p.
400-406. Doi: 10.1007/s11916-011-0207-1
28. De Freitas RFCP, Ferreira MAF, Barbosa GAS, Calde-
ron PS. Counselling and self-management therapies for
temporomandibular disorders: a systematic review.
Journal of Oral Rehabilitation. 2013; 40: p. 864-874.
Disponible en: https://doi.org/10.1111/joor.12098
29. Khan M, Khan A, Hussain U. Prevalence Of Temporo-
mandibular Dysfunction (Tmd) Among University
Los tipos de dolor miofascial más frecuentes observados en
pacientes investigados correspondieron a mialgia local con
el 34%, seguido de dolor miofascial propiamente dicho con
categoría moderada, con el 33%, asimismo el estudio da
cuenta que los pacientes que presentaron dolor, tuvieron
una media de 4,51/10 según la escala visual (EVA) de otro
lado, se evidencio que los pacientes que fueron diagnosti-
cados con dolor miofascial propagado y referido tuvieron
una media más alta de intensidad de dolor según escala
visual (EVA) respecto al resto de tipos de dolor diagnosti-
cados. (Figura 1)
Mediante la prueba ANOVA de una vía se pudo determinar
además que existe diferencia significativa, medido a través
de la escala visual (EVA) en las medias obtenidas por tipo
de clasificación de dolor, en el cual el valor de significancia
p al 5% fue menor a 0,05 con ello se aceptando la hipótesis
alternativa de no igualdad en las medias de cada una de
ellas.
Asimismo, al aplicar la prueba chi-cuadrado para determi-
nar la dependencia bilateral entre la edad del paciente y la
prevalencia de dolor miofascial, concluyendo mediante la
prueba Chi Cuadrado que no hay dependencia significativa
entre la edad del paciente y la presencia de dolor miofas-
cial. (Tabla 5)
DISCUSIÓN
La investigación tuvo como propósito identificar la preva-
lencia del dolor miofascial que influye en las actividades
diarias en pacientes mayores de 18 años y que acudieron a
la Clínica de la Facultad de Odontología de la Universidad
de Cuenca. Se pretendió identificar el tipo y la intensidad
del dolor miofascial y su relación con el nivel de estrés,
edad y sexo en que se presenta con mayor frecuencia. A
continuación, se discutirán los principales hallazgos. Se
puede concluir que en la categorización de los pacientes que
acuden a la clínica odontológica generalmente son personas
de sexo femenino (73,5%) en edades entre adultos jóvenes
de 20 a 39 años (49,5%) y adultos de 40 a 64 años (38,0%),
estos resultados son comparados con investigaciones
realizadas por Wahlund et al, (2008) con una muestra de 93
mujeres y 29 hombres.
20
Shmitter et al, (2010) realizaron la
investigación en una muestra aleatorizada de 150 pacientes
(104 de sexo femenino y 46 de sexo masculino).
21
Según los análisis que se han recolectado en este estudio se
puede determinar que hay una prevalencia significativa de
dolor miofascial con un 45,5%, el mismo que se puede
comparar con un estudio realizado por Pasinato et al,
(2011), en una muestra de 34 mujeres encontraron una
prevalencia de dolor miofascial sin restricción de apertura
bucal en personas con hiperlaxitud de un 81,82% y perso-
nas con dolor miofascial sin hiperlaxitud con un 58,33%.
22
Otro estudio en el que Tjakkes et al, (2010), utilizando el
test RDC/TMD en una población de 95 pacientes (90 muje-
res y 5 hombres) diagnosticó una prevalencia del 31,9%
para el grupo I correspondiente al grupo de dolor miofas-
cial, seguido por el grupo III con un 3,2% correspondiente
a artralgia y para el grupo II de desplazamiento discal un
44,4%.
3
Christidis et al, (2014), en su estudio aleatorizado,
multicéntrico controlado con 48 pacientes determinaron
una prevalencia de dolor miofascial del 64,58% en los que
aplicaron tratamiento con férulas prefabricadas y férulas de
estabilización.
23
Students. Pakistan Oral & Dental Journal. 2015; 35(3):
p. 382-385. Disponible en: http://podj.com.pk/archi-
ve/Sep_2015/PODJ-8.pdf
30. Vedolin GM, Lobato VV, Conti PCR, Lauris. JRP. The
impact of stress ans anxiety on the pressure pain thres-
hold of myofascial pain patients. Journal of Oral Reha-
bilitation. 2009; 36: p. 313-321. Disponible en: https://-
doi.org/10.1111/j.1365-2842.2008.01932.x
31. Vojdani M, Bahrani F, Ghadiri P. The study of relations-
hip between reported temporomandibular symptoms
and clinical dysfunction index among university
students in Shiraz. Dental Research Journal. 2012; 9(2):
p. 221-225. Doi: 10.4103/1735-3327.95240
32. Boggero IA, Ramirez MR, Leeuw Rd, Carlson CR.
Satisfaction with Life in Orofacial Pain Disorders:
Associations and Theorical Implications. Journal of
Oral &FAcial Pain and Haedache. 2016; 30: p. 99-106.
Doi: 10.11607/ofph.1526
Recibido: 24 junio 2022
Aceptado: 26 agosto 2022
Tabla 2. Presencia de dolor miofascial por rangos de edad y tipo de sexo
Por rangos de edad la prevalencia de dolor miofascial en el
sexo femenino es más frecuente en edades de los 30 a 40
años, en el caso de los hombres este trastorno se evidenció
más en edades de los 19 a 29 años. (Tabla 2)
Elaborado por Priscila Fernández L.
Fuente. Formularios de Investigación
Tabla 4. Relación de dependencia bilateral entre dolor miofascial
y nivel de estrés.
Figura 1. Media del nivel de intensidad de dolor miofascial según
tipo de dolor diagnosticado.
Mediante la prueba de Chi Cuadrado se evidencia que
existe una correlación positiva de dependencia bilateral
entre la presencia de dolor en los pacientes con el nivel de
estrés que estos tienen, en el cual el nivel de significancia p
valué al 5% fue menor a 0,05 con ello se aceptó la hipótesis
alternativa del investigador. (Tabla 4)
El modelo econométrico da cuenta que las variables edad,
sexo, estrés y tipo de dolor diagnosticado clínicamente
explican en un 79,5% el nivel de intensidad de dolor
miofascial según escala visual (EVA), indicador obtenido
del R2 de la bondad de ajuste del modelo, de otro lado, se
explica que por el hecho de ser hombre el nivel de intensi-
dad disminuye el dolor en 0,23 veces en relación a las
mujeres, que en incremento de un año en la edad de un
paciente no explica que el nivel de dolor aumente en los
pacientes, asimismo de acuerdo al test de Hamilton se
evidencia estadísticamente que el estrés si es un factor que
puede aumentar al nivel de dolor de un paciente, de lo cual
si el nivel de acuerdo a esta escala sube en una unidad
provocará que el nivel de dolor aumente en 0,04 veces más,
se evidencia además que si al paciente se diagnostica con
mialgia local, mialgia y artralgia, cada uno de ellos tendrán
un nivel de dolor de -1,61; -0,89; -2,71 veces menos que
aquellos pacientes diagnosticados con dolor miofascial
propagado, en contraste un paciente con diagnóstico de
dolor miofascial referido, tendrá en efecto un mayor nivel
de dolor de 0,312 veces más que los pacientes diagnostica-
dos con dolor miofascial propagado. Finalmente, un
paciente que no presente un diagnóstico de dolor tendrá
alrededor de -4,89 veces menor nivel de dolor en compara-
ción con pacientes con diagnóstico de dolor miofascial
propagado. (Tabla 6)