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Análisis microestructural y diseño de cigüeñal y biela de un motor mono cilíndrico d= e 4 tiempos

 

Microstructural analysis and crankshaft and connec= ting rod design of a 4-stroke cylindrical mono engine

=  

Celin Padilla Padilla.[1], Bolivar Cuaical Angulo. [2] & Luis Buenaño Moyano.[3]

 

Recibido: 18-10-2018 / Revisado: 28-1= 1-2018 /Aceptado: 15-12-2018/ Publicado: 05-01-2019

 

 Abstract.                               DOI: https://doi.org/10.33262/cienciadigital.v= 3i1.293

In this project, the crankshaft and connecting rod= of a four-stroke engine of a motorcycle are characterized. We analyzed the eff= orts to which the crankshaft - connecting rod assembly is subjected by Finite Element Methods. In addition, the characterization of the connecting rod and crankshaft was carried out through microstructure tests, with which the material of each element was specified. The results obtained from the tests= of the material that makes up the crankshaft - connecting rod assembly are the AISI 5120 and AISI 1050 steels, said materials do not exist in the country because they are exclusive steels for these elements, so it is recommended = to use AISI steel 1045 and AISI 304 steel because their mechanical and chemical properties are similar. In the thermodynamic calculation it was determined that: the minimum force is 257.71 N, the maximum force is 16 128.23 N and t= he effective average force is 6 402.01 N. Later these forces are used in the analysis for obtaining maximum and minimum effort, these being 1.10x108 Pa = and 57.69 Pa respectively, with a maximum safety coefficient of 15 and a minimu= m of 3.36.

Keywords: Crankshaft, Connecting Rod, Crankshaft-Connecting = Rod Set, Motorcycle.

Resumen.

En este proyecto se caracteriza el cigüeñal y la biela de un motor de cuatro tiempos de una motocicleta. Se analizó los esfuerzos a los que está sometid= o el conjunto cigüeñal – biela mediante Métodos de Elementos Finitos. Además, se realizó la caracterización de la biela y cigüeñal mediante pruebas de microestructura, con lo que se especificó el material de cada uno los elementos. Los resultados obtenidos de las pruebas del material que conform= a el conjunto cigüeñal – biela son los aceros AISI 5120 y AISI 1050, dichos materiales no existen en el país debido a que son aceros exclusivos para es= tos elementos, por lo que se recomienda utilizar el acero AISI 1045 y el acero = AISI 304 debido a que sus propiedades mecánicas y químicas son similares. En el cálculo termodinámico se determinó que: la fuerza mínima es de 257,71 N, la fuerza máxima es de 16 128,23 N y la fuerza media efectiva es de 6 402,01 N. Posteriormente estas fuerzas son utilizadas en el análisis para la obtención del esfuerzo máximo y mínimo siendo estos de 1,10x108 Pa y 57,69 Pa respectivamente, con un coeficiente de seguridad máximo de 15 y mínimo de 3= ,36

Palabras claves: Cigüeñal, Biela, Conjunto Biela Manivela, Motocicleta

Introducción.

En los últi= mos años se ha realizado un impulso al desarrollo de la matriz productiva en diferentes ámbitos de la producción, en donde se pide la creación de partes= y piezas en gran cantidad. Por lo que es relevante la caracterización y diseñ= o de diferentes partes de diferentes vehículos y motocucletas. En nuestro país se están ensamblando motocicletas, pero no se está implementando elementos de producción nacional, debido a la falta de recursos económicos, conocimiento, inversionistas, etc. (Villena Izurieta, 2015)

 =

Los element= os que conforman el conjunto biela-manivela como es el cigüeñal, la biela y la muñequilla, estos elementos están sometidos a cargas de compresión, tracció= n, flexión, y torsión por lo que el material del que están construidos debe es= tar diseñadas para resistir dichas cargas a altas revoluciones. Una de las prim= eras acciones que se debe hacer para poder producir partes y piezas automotrices= en nuestro medio es la de partir de los elementos que ya están diseñados, y realizar una ingeniería inversa, la cual está encaminado al estudio, diseño= y caracterización, específicamente del cigüeñal y la biela de un motor de 4 tiempos y 125 cc de una motocicleta. (Rovira & Muñoz, 2015)

<= span lang=3DES style=3D'font-size:12.0pt;line-height:115%;font-family:"Times New= Roman",serif; color:windowtext'>Metodología

 =

La metodología de este estudio se basó en la aplicación de la ingeniería inver= sa, por medio del desarrollo del estado de arte se determinó el funcionamiento = y la interacción de cada componente que conforma el conjunto cigüeñal - biela. <= /span>= (Hernández Sampieri, Fernández Collado, & Baptista Lucio, 2010)<= !--[if supportFields]>

 

Se realizó = in modelado y diseño del conjunto cigüeñal – biela, ya que se debe realizar un análisis de esfuerzos, se utilizó un software CAD en el que se puede operar= a través de una interfaz gráfica y generar un modelo en tres dimensiones de g= ran precisión. (SolidWorks Corporation, 2017)

 =

Para el modelado del cigüeñal se tomó en cuenta los contrapesos ya que estos no son iguales debido a que cumplen diferentes funciones. Este elemento está forma= do por un piñón para la transmisión del movimiento hacia la cadena, en cambio = el contrapeso que tienen un acople para la muñequilla y el eje esta acoplada c= on un rodamiento que evita vibraciones hacia la cadena. (Fuentes, 2011)

 

Figura 1. Contrap= esos del cigüeñal

 =

Para el modelado de la biela, se determina que es de perfil doble T que evita el pa= ndeo que se puede provocar las fuerzas de tracción y compresión que está sometido este elemento. Además, se debe tener en cuenta los orificios de lubricación= con el bulón del pistón. El pie de biela se acopla a la muñequilla formando el conjunto cigüeñal – biela. (Barbieri, Bruno, Luchi, & Rotini, 2009)

Figura 2. Biela<= /p>

En el diseñ= o de la muñequilla del cigüeñal, se dibujó de forma cilíndrica para facilitar la transformación del movimiento rectilíneo a giratorio de todo el conjunto. E= ste elemento se acopla con los contrapesos del cigüeñal y ensamblado con la bie= la y el cojinete. (Funes, 2010)

Figura 3. Muñequi= lla del cigüeñal

 

 

Al realizar= el ensamble del conjunto cigüeñal – biela, se tomó en cuenta las respectivas restricciones como es la coincidencia entre planos, operaciones concéntrica= s y tangenciales, manteniendo una orientación correcta de las partes y piezas, evitando conflictos geométricos y mecánicos. (Lewis Roland W, 2004)

Figura 4. Ensamble del conjunto cigüeñal - biela

 

Las condici= ones de frontera y el material de los diferentes elementos del conjunto cigüeñal= - biela que se asignó para el análisis en el software CAE, fueron creados ya = que en la base de datos no existe el Acero AISI 1050 y AISI 5120. Se ingreso las características de estos materiales. (MAHMUD, Suhail : WISSAM, Mohamad., 2013)<= !--[if supportFields]>

 =

Se realizó = un mallado del mecanismo enfocado a que se comporte de forma real bajo las condiciones asignadas. Este debe ser uniforme en todas las superficies de l= os elementos. (Barbieri, Bruno, Luchi, & Rotini, 2009)

Figura 5. Mallado= del conjunto cigüeñal – biela

En el análi= sis de esfuerzos se basó en la teoría de elementos finitos para estructuras y la teoría de volúmenes dinitos para liquidos. Para el mecanismo cigüeñal – bie= la se aplicó la fuerza media efectiva que fue calculada y datos generales obtenidos del catalogo de la motocicleta. (STOLARSKI, 2006)

Figura 6. Fuerza aplicada en la cabeza del pistón

 =

Resu= ltados

Según el análisis metalográfico se ha podido determinar los materiales de construcción de los elementos del conjunto cigüeñal - biela. En la tabla 1 se expone un resumen= de los materiales que s= on aceros de bajo y medio carbono.  CITATION ASK98 \l 3082 (ASKELAND,D., 1998)

Tabla 1. Materia= les de los elementos del conjunto cigüeñal - biela

 

CONJUNTO CIGÜEÑAL - BIELA

ELEMENTO

MATERIAL

Contrapesa uno

AISI 1050

Contrapesa dos

AISI 1050

Biela

AISI 5120

Muñequilla

= AISI 5120

Elaborado por: Grupo de Investigación

Análisis microestructural contrapesa y eje

Se diferencian dos microestructuras. En la contrapesa es martensita revenida, mientras que en = el eje del cigüeñal está conformada por dos microestructuras en la parte centr= al es Perlita y Ferrita y en su borde es martensita revenida. (Pérez , 2010)

Figura 7. Microestructura de la contrapesa

Figura 8. Microestructura del eje d= el cigüeñal resaltando el cambio de fases

Dureza de los elementos

Se determinó la dureza= en la contrapesa en la escala Rockwell B y en el eje del cigüeñal en la escala Rocwell C. (ASKELAND,D., 1998)

Tabla 2. Dureza de las partes de la contrapesa

DUREZA

ELEMENTO

ESCALA

RESULTADO

Contrapesa

B

63HRB

Centro del eje

C

30HRC

Borde del eje

C

= 50HRC

Elaborado por: Grupo de Investigación

Espectrometría de la contrapesa<= /b>

Los datos más relevant= es en la composición química de la contrapesa y del eje se encuentra en porcen= tajes de: Carbono 0,50, Silicio 0,22, Manganeso 0,68 y Cromo 0,15.

Análisis microestruct= ural de la biela

En la biela se puede observar una composición de martensita revenida.

Figura 9. Microestructura de la biela

 =

Se determinó que la du= reza en la biela es de 41 unidades en la escala Rockwell C.

En la espectrometría p= ara la biela se encuentra la composición química en porcentajes de: Carbono 0,1= 7, Silicio 0,24, Manganeso 0,63 y Cromo 0,95.

Análisis microestruct= ural de la muñequilla

El análisis microestructura de la muñequilla del cigüeñal determina que está compuesta = por martensita revenida.

=  SEQ Figura \* = ARABIC 10. Microestructura de la muñequilla del cigüeñal

Se determinó que la du= reza en la muñequilla es de 50 unidades en la escala Rockwell C.

En la espectrometría p= ara la muñequilla del cigüeñal se encuentra la composición química en porcentaj= es de: Carbono 0.17, Silicio 0.62, Manganeso 0.62 y Cromo 0.96.

Análisis de esfuerzos=

Análisis Termodinámico del ciclo Otto.

Se realizará el anális= is termodinámico del motor de una motocicleta mono cilíndrica de cuatro tiempo= s, teniendo como datos las dimensiones del cilindro. (Aparicio, Vera, & Días, 2001)

I =3D 1

D =3D 0,057 m

L =3D 0,048 9 m

Z =3D 4

=  =3D 80 ºC

=3D 101 kPa

<= span lang=3DES style=3D'font-size:11.0pt;line-height:115%;font-family:"Calibri",= sans-serif; mso-ascii-theme-font:minor-latin;mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast;mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman";mso-bidi-theme-font:minor-bidi; position:relative;top:5.5pt;mso-text-raise:-5.5pt;mso-ansi-language:ES; mso-fareast-language:ES;mso-bidi-language:AR-SA'>  = =3D 2,8K =3D 1,4

<= span lang=3DES style=3D'font-size:11.0pt;line-height:115%;font-family:"Calibri",= sans-serif; mso-ascii-theme-font:minor-latin;mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast;mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman";mso-bidi-theme-font:minor-bidi; position:relative;top:5.5pt;mso-text-raise:-5.5pt;mso-ansi-language:ES; mso-fareast-language:ES;mso-bidi-language:AR-SA'>  = =3D 9,2:1

Desde las dimensiones del cilindro = se debe calcular la cilindrada parcial.                                                =                                                                            =                                                                            =                                      

= l)                                  (1)=

El mismo que multiplicamos por el número de cilindros= y da como resultado la cilindrada total.

                                  (2)

 = =3D

La relación de compresión en los motores = a gasolina varía de 6 a 10, donde se ha escogido una relación de 9,5.  A partir de la relación de compresión se obtiene el volumen uno o volumen total del cilindro. (Francisco Payri, 2011)                                                =                                          

                                     (3)<= o:p>

                                     (4)<= o:p>

=3D =

Volumen de la cámara =  =3D

                                   (5)

=

Proceso Adiabático Isentrópico de Compresión.   <= /o:p>

                                    (6)

                                 <= /i>  (7)

Al tener la temperatura uno, que es la temperatura a la que trabaja el motor en condiciones normales, se puede determinar la temperatura dos. (KINDL= ER, 1986)

=                                    (8)

=

Proceso de suministro de calor a V=3Dcte.  = La relación de compresión a volumen contante (grado de elevación de la presión) puede variar de 2,8 a 4,2, por lo que se ha escogido un valor de 2,8 para p= oder sacar la presión 3 y la temperatura 3. (Borja Martínez & Navas Gallegos, 2013)

                                      (9)=

 =                                     (10)<= /span>=

 =                                    (11)=

Proceso adiabático Isentrópico de expansión. 

 =   =                                    (12)

=                                     (13)<= /span>

=                                  (14)

Una vez obtenidas todas presiones en cada ciclo del motor, calculamos las fuerzas.

=

=                                    (17)

=                                    (18)

Calcular la fuerza máxim= a a la que está sometido el pistón. <= o:p>

                                    (19)

Calcular la fuerza mínima a la que está sometido= el pistón.<= /p>

                                    (20)

Análisis de esfuerzos mediante software.

Aquí se puede apreciar el esfuerzo máximo y mínimo de 1,1x108 Pa y 57= ,69 Pa correspondientemente. Mediante un código de colores se puede diferenciar= los resultados de las cargas a los que está sometido el conjunto. El color azul= que recubre las diferentes superficies significa que están soportando cargas mínimas, mientras que las superficies que son recubiertas por diferentes colores hasta llegar al color rojo significa que están soportando mayores cargas hasta llegar a la carga máxima. (Rao , 2005)

Figura 11. Esfuerzo máximo del conj= unto cigüeñal – biela

Se observa los result= ados mediante un código de colores. El color rojo que recubre las superficies del conjunto nos indica que no puede soportar más cargas de las aplicadas anteriormente con un valor de 3,36 como mínimo y como máximo 15, el color a= zul que recubre la mayor parte de las piezas nos indica que pueden soportar las cargas mencionadas y también cargas adicionales. Con estos valores podemos determinar que el conjunto puede soportar mayores revoluciones y mayores esfuerzos. (STOLARSKI, 2006)

Figura 12. Coeficiente de seguridad= del conjunto cigüeñal – biela

<= o:p> 

<= span lang=3DES style=3D'font-size:12.0pt;line-height:115%;font-family:"Times New= Roman",serif; color:windowtext'>Discusión

 =

En este proyec= to se realizó el estudio de cada una de las piezas del conjunto cigüeñal-biela= , en donde se determinó que los materiales de dichas piezas son de acero de medi= o y bajo carbono, estos aceros no se producen dentro del país. En el caso de pi= ezas sinterizadas el costo de fabricación seria alto por el requerimiento de maquinaria especializada. (Conesa, 2011)

 En la espectrometría para el cigüeñal se encuentra la composición química porcentajes de: Carbono 0,50, Silicio 0,22, Manganeso 0,68 y Cromo 0,15. Se determinó la dureza en la contrapesa de 63 unidades en la escala Rockwell B y en el eje del cigüeñal la dureza es de 50 unidades en la escala Rocwell C. El análisis microestructural se observa qu= e el cigüeñal a pesar de ser del mismo material se diferencia por sus tratamient= os térmicos, en la contrapesa y en el eje. La contrapesa del cigüeñal tiene una microestructura de martensita revenida, mientras que en el eje del cigüeñal está conformada por Perlita y Ferrita.

Las pruebas qu= e se realizaron al cigüeñal determinan que el material es un acero AISI 1050, pe= ro dicho material no es comercial dentro del Ecuador. En la espectrometría par= a la biela se encuentra la composición química en porcentajes de: Carbono 0,17, Silicio 0,24, Manganeso 0,63 y Cromo 0,95.

Se determinó q= ue la dureza en la biela es de 41 unidades en la escala Rockwell C. El análisis microestructural de la biela se determina que está compuesta por martensita revenida. En la espectrometría para la muñequilla del cigüeñal se encuentra= la composición química en porcentajes de: Carbono 0.17, Silicio 0.62, Manganeso 0.62 y Cromo 0.96. Por lo que se determina que es un acero AISI 5120 de bajo carbono.

Se determinó q= ue la dureza en la muñequilla del cigüeñal es de 50 unidades en la escala Rock= well C. El análisis microestructura de la muñequilla del cigüeñal determina que = está compuesta por martensita revenida.

En las pruebas realizadas, se determinó que el material de la biela y de la muñequilla del cigüeñal es un Acero AISI 5120, pero dicho material no es comercial dentro = del Ecuador.

Conclusiones.

·      =    Los aceros AISI 1050 Y AISI 5120, son materiales que se utilizan para la fabricación específicamente de ejes, cigüeñales y bielas, = en el Ecuador no existen fábricas de dichas partes y piezas, razón por la cual= no hay la necesidad de comerciarlo dentro del país.

·      =    Se ha realizado el análisis del conjunto cigüeñal – biela= en el Software ANSYS, en donde se ha obtenido un esfuerzo máximo de 1,895x Pa y un mínimo de 28,74 Pa, y un coeficiente de seguridad máximo de 1= 5 y mínimo de 1,035 a partir de dichos datos se determina que el esfuerzo máxim= o y el coeficiente de seguridad al que está sometido dicho conjunto están dentr= o de los parámetros permisibles para el diseño.

·         El cálculo termodinámico determina que la fuerza mínima e= s de 257,71 N, fuerza máxima de 16 128,23 N y la fuerza media efectiva de 6 402,= 01 N.

Referencias bibliográficas.

Aparicio, F., Vera, C., & Días, V. (2001). = Teoría de los vehículos automóviles (Segunda ed.). Madrid, España: Sección de publicaciones de la Escuela Técnica Superior de Ingenieros Industriales.

Askeland, D. (1998). Ciencia e Ingenieria de materiales. Mexico: International Thomson.

Barbieri, L., Bruno, F., Luchi, = M., & Rotini, F. (2009). Design of automotive components using advanced CAE systems. 21st European Modeling and Simulation Symposium.

Bazela, C. (2012). moto.com.b= r. Recuperado el 2015, de http://www.moto.com.br/acontece/conteudo/moto_guzzi_v7_tres_versoes_em_um_= mesmo_modelo-49849.html

Borja Martínez, L., & Navas Gallegos, R. (2013). Eficiencia y transformación energética: modificación = de una motocicleta de combustión interna a energía eléctrica. (Bachelor's thesis, Universidad San Francisco de quito). Quito.<= /p>

Conesa, J. (2011). Motor de Combustión Interna.

Francisco Payri, J. M. (2011). <= i>Motores de Combustión Interna Alternativos (Primera ed., Vol. I). España: Reve= rte.

Fuentes, L. (2011). El método de= los elementos finitos. (Bachelor's thesis, Univwersidad de Salamanca).<= o:p>

Funes, C. A. (2010). Motores = para Competición: Diseño y Preparación (Primera ed., Vol. 1). Córdova, Córd= ova, Argentina.

Hernández Sampieri, R., Fernández Collado, C., & Baptista Lucio, P. (2010). Metodología de la investigación.

Kindler, H. (1986). Matemátic= a aplicada para la técnica del automóvil (Octava ed.). (J. Company, Trad.) Barcel= ona, España: Reverté.

Lewis Roland W, N. P. (2004). Fundamentals of the Finite Eleme= nt Method for Heat and Fluid Flow. United Kindong: Wiley.

Mahmud, Suhail : WISSAM, Mohamad. (2013). Introduction to Ansys Workbench. Emiratos Arabes: Aviation College. Retrieved from http://inside.mines.edu/~apetrell/ENME442/Labs/1301_ENME442_lab2.1.pdf

Martínez, D. H. (s.f.). Manual Practico del Automóvil, Reparación, Mantenimiento y Prácticas.

Pérez , V. (2010). Evaluación no destructiva de materiales mediante métodos de reconstrucción tomográfica basados en redes neuronales de base radial. España.

Rao , S. (2005). The Finite Element Method in Engineering (Vol. Cuarta Edición). EEUU.: Elsevier Inc. doi:978-0-7506-7828-5

Rovira, J., & Muñoz, M. (201= 5). Motores de combustión interna. UNED.

SolidWorks Corporation. (2017). = SolidWorks. (D. Systemes, Editor) Retrieved from https://www.solidworks.es/sw/products= /simulation/finite-element-analysis.htm

Stolarski, T. :. (2006). Engi= neering analysis with ansys software. Ams= terdam: Elsevier.

Suzuki Motor de Colombia. (17 de Enero de 2016). www.suzuki.com.co. Obtenido de www.suzuki.com.co: https://www.suzuki.com.co/motocicletas/gn-125-326

Villena Izurieta, N. P. (2015). = El Ecuador y el proceso de cambio de la matriz productiva: consideraciones pa= ra el desarrollo y equilibrio de la balanza comercial. Observatorio de la Economía Latinoamericana.

 

 

 

 

 


 

Para citar el artículo indexado.=

 

=  

Padilla C, Cuaical B. & Buena= ño L. (2019). Análisis microestructural y diseño de cigüeñal y biela de un motor mono cilíndrico d= e 4 tiempos. Revista electrónica Ciencia Digital 3(1), 298-312. Recuperado desde: http://cienciadigital.org/revistacienc= iadigital2/index.php/CienciaDigital/article/view/293/697<= /span>

 


 

 

 

El artículo que se publica es de exclusiva responsabilidad de los autores y no necesariamente reflejan el pensamiento de la Revi= sta Ciencia Digital.

 

El artículo queda en propiedad de la revista y, por tanto, su publicación parc= ial y/o total en otro medio tiene que ser autorizado por el director de la Revista Ciencia Digital.

 

 

 

 



[1] Escuela Superior Politécnica de Chimborazo, Facultad de Mecánica, Chimborazo, Ecuador, c_padilla= @espoch.edu.ec<= /p>

[2] Escuela Supe= rior Politécnica de Chimborazo, Facultad de Mecánica, Chimborazo, Ecuador, bcuaical@espoch.edu.ec<= /p>

[3] Escuela Supe= rior Politécnica de Chimborazo, Facultad de Mecánica, Chimborazo, Ecuador, lfbuenanio@espoch.edu.ec<= /p>

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                                                 =                           Vol. 3, N°1, p. 298-312, = enero - marzo, 201 9

CONOCIMIEN= TO GLOBAL               =                                                                  =                                    Página 15 de 15

 

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