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Simulación de vuelco con ansys y ls-dyna de una superestructura de un autobús = y su incidencia en el área de supervivencia.

 

Simulation of overturning with ansys and ls-dyna of a superstructure of a bus and its incidence in the area of ​​survival.

=  

Cesar Hernán Arroba Arroba.[1], Manolo Alexander Córdova Suárez.[2], Cristian German Santiana Espín.3,  Gustavo Efraín Carrera Oña.4

 

 

Recibido: 12-09-2019 / Revisado: 06-10-2019 /Aceptado: 07-11-2019/ Publicado<= /span>: 05-12-2019<= span style=3D'mso-bookmark:_Toc440896899'>

 

Abstract                  =                        DOI https://doi.org/10.33262/cienciadigital.v3i4.2.1010


Survival space was studied in a section of the superstructure of the Interprovincial Service Bus manufactured by Miral Autobuses through software, Ansys and Ls-Dyna undergoing a rollover test. First, the material used by Miral Autobuses was characterized in the manufacture of the bus superstructure, determining mechanical properties that are necessary for the Ls-Dyna software. Validati= on of results issued by Ls-Dyna was performed simulating the tensile, flexural, and flexural tests of a section of the gantry and comparing with the result= s of physical tests performed on the universal machine.=

Methods: The study begins with the identification of the m=
aterials required by the manufacturer according to the norm Ecuadorian Tech=
nical Standard NTE INEN 1323: 2009 first revision “Automotive Vehicles. Bus=
 Body Requirements”and then the rollover simulation was car=
ried out with the Ansys and Ls-Dyna software of a section of the bus supers=
tructure to determine if the survival space is invaded, finding improvement=
 opportunities and subsequently performing a redesign of the superstructure=
 and comply with Regulation No. 66 of the United Nations Economic Commissio=
n for Europe for the rollover test requirements prior to bus manufacturing<=
/span>

Results: From the simulation of the rollover test of the superstructure section of the Miral Infiniti interprovincial bus in the initial Hin= o Ak chassis, it resulted in the survival space being invaded by 20.78mm. When making the modification of the superstructure of: the height of the floor, occupant capacity, distance between seats and dimension and location of the skylights, the second simulation determines: an impact speed of: 7.18 m / s= ; an angular impact velocity of 3.78 rad / s; distance between the survival space and the superstructure with a maximum of 350mm at the start of the test does not invade the survival space.

Conclution: With a modificati=
on of the superstructure and an expense of USD 3920, the superstructure with 4033 kg of total live load, an<=
span
style=3D'mso-bookmark:_Toc440896899'> aerodynamic drag of 251,015 kg,=
 and a braking load of 4186 kg proposed for the Miral brand Infiniti model bus for Hino chassis Ak in=
 the case of overturning resists without invading the survival space guaran=
teeing the safety of the occupants.

            Keywords: Ansys, simulation, survival space, safety<= /p>

 

Resumen

 =

Se estudió el esp= acio de supervivencia en una sección de la superestructura del Autobús de servic= io interprovincial fabricado por Miral Autobuses mediante el software, Ansys y Ls-Dyna sometido a un ensayo de vuelco. Primero se caracterizó el material que util= iza Miral Autobuses en la fabricación de la superestructu= ra del autobús determinando propiedades mecánicas que son necesarios para el softw= are Ls-Dyna. Se realizó una validación de resultados emit= idos por Ls-Dyna simulando los ensayos de tracción, flexión, y flexión de una sección del pórtico y comparando con los resultad= os de ensayos físicos realizados en la maquina universal. <= /span>

Métodos: El estudio inicia con la identificación de los materiales requeridos por el fabricante según la normativa Norma técnica ecuatoriana NTE INEN 1323:2009 primera revisión “Vehículos Automotores. Carrocerías de Buses Requisitos” y luego se efectuó= la simulación de vuelco con el software Ansys y Ls-Dyna  de u= na sección de la superestructura del autobús para determinar si el espacio de supervivencia es invadido, encontrando oportunidades de mejora y posteriorm= ente  realizar un rediseño de la superestructura y cumplir el Reglamento 66 d= e la Comisión Económica de las Naciones Unidas para Europa para los  requerimientos del ensayo de vuelco pre= vios a la fabricación del autobús.

Resultados:<= /span> De la simulación del ensayo de vuelco de la sección de la superestructura del autobús interprovincial marca Mira= l Infiniti en chasis Hino Ak= inicial dio como resultado que el espacio de supervivencia es invadido en 20.78mm. Al realizar la modificación de la superestructura de: la altura del piso, capacidad de ocupantes, distancia entre asientos y dimensión y ubicac= ión de las claraboyas, la segunda simulación determina: una velocidad de impact= o de: 7,18 m/s; una velocidad angular de impacto de 3,78 rad/s; distancia entre e= l espacio de supervivencia y la superestructura con un máximo de 350mm al inicio del ensayo no invade el espacio de supervivencia.

Conclusión: Con una modificación de= la superestructura y un gasto de USD 3920, la superestructura con 4033 kg de c= arga total en vivo, una resistencia aerodinámica de 251,015 kg y una carga de frenado de 4186 kg propuesta para el modelo de bus Inf= initi de la marca Miral para el chasis Hino Ak en el caso de un vuelco resiste sin invadir el esp= acio de supervivencia garantizando la seguridad de los ocupantes.

            Palabras Claves: A= nsys , simulación, espacio de supervivencia, seguridad<= /p>

Introducción.

Las actividades de transporte de personas determinan el uso de autobuses interprovinciales que comúnmente sufren accidentes de tránsito con consecuencias catastróficas para los usuarios (Robert Sentís, 2016). Es por esto que las normati= vas de construcción de las estructuras de los autobuses incluyen aparte del cumpli= miento de las normas de materiales el cumplimiento de ensayos de simulación para p= oder homologar las estructuras antes de salir al mercado y que son controlados p= or organismos competentes a nivel nacional e internacional(Mayanza Balla y Tuquinga Sagñay, 2018). Uno de esos ensayos es el e= nsayo de vuelco (Alcalá Fazio, 1997).

En los países de la Comunidad Europea, fue España uno de los primeros países en establecer  la obligatoriedad del e= nsayo de vuelco (Gómez, 2009) en la actualidad Ecuador también ha visto la necesidad de realizar esta prueba en nuestro país. El ensayo de vuelco cons= iste en someter una volcadura del autobús en condiciones controladas para esto n= o es necesario que  el autobús no esté totalmente terminado, será representativo de la producción de vehículos en cuanto a su masa en vacío en orden de marcha, centro de gravedad y distribu= ción de masas. El área de impacto será de cemento u otro material rígido = (Donaire, 2016).(López Ortiz, 2016)

Actualmente está apareciendo reglamentación que impone requisitos a las estructuras y sistemas de retención de los autobuses y autocares para garantizar la segur= idad de sus ocupantes. Este hecho está marcando de forma importante la evolución= de la seguridad pasiva de este tipo de vehículos. La reglamentación Europea es= tá consiguiendo que en los últimos años se hayan realizado numerosos avances en seguridad que han conllevado la necesidad de estudios de investigación para determinar los requisitos a imponer sobre los mismos (Gonzalez, 2010).

El acondicionamiento del habitáculo resulta vital para garantizar la seguridad= de los ocupantes. Entre las medidas técnicas que suelen utilizar los fabricant= es para aumentar la capacidad de seguridad pasiva del habitáculo pueden citars= e: la concepción estructural que permita un amplio margen de supervivencia (Gomez y Navarro, 2011), el equipamiento de los sistemas apropiados para = la sujeción de los ocupantes, la funcionalidad plena después del accidente, de= los elementos y conjuntos para la liberación de los ocupantes,  la protección contra incendios,  el sistema de fijación del parabrisas y= la Anti-intrusión de piezas de la carrocería por el para= brisas y luna trasera.

El espacio de supervivencia  debe qued= ar en el compartimento de viajeros mientras se somete la superestructura a uno de= los ensayos de  vuelco  y después de dicho ensayo, también se denomina  el volumen que se obtiene= n en el compartimento de ocupantes desplazando en línea recta el plano vertical y transversal.  El espacio de supervi= vencia entre el plano más atrasado y el más adelantado del compartimento o compartimentos de viajeros, del personal y del conductor es continuo y se determina desplazando, por toda la longitud del vehículo, a lo largo de lín= eas rectas y a través de los puntos de Para simular el peor caso en un grupo de tipos de vehículo y permitir futuros avances de diseño, el fabricante podrá definir un espacio de supervivencia mayor de lo necesario para una disposic= ión de asiento determinada(Liu et al., 2018).

Este trabajo contempla la determinación de los factores preponderantes de la superestructura, su mejora y la verificación de la invasión de la estructura mejorada en el área de supervivencia utilizando el software Ansys y Ls-Dyna (Ding et al., 201= 2).  

 

MATERIALES Y MÉTODO

Comportamiento mecánico<= /o:p>

El estudio  del comportamiento mecánic= o de una sección de  la superestructura = del autobús interprovincial se realizó siguiendo el  diagrama de flujo del esquema 1.

 

 

 

 


Figura 1.   Estudio del comportamiento mec= ánico de un autobús interprovincial


 

Materiales de la superestructura<= /o:p>

La superestructura del autobús está constituida de varios elementos, de difere= nte geometría, y sección destinada a soportar las diferentes cargas que actúan sobre el autobús en su normal funcionamiento y en caso de un accidente (López Ortiz, 2016)

 

Capa= cidad de carga del autobús

La capacidad = de carga se determinó según la norma INEN 1323, 2009 ANEXO B. Según la regulac= ión nacional de transporte de pasajeros para  el  servicio interprovincial= no es permitido transportar pasajero de pie y se considera  el peso estimado por pasajero y el equip= aje de mano (Andrade García et al., 2012).

 

Determinación de la distribución de m= asas en puntos de apoyo del autobús

La distribución de pesos en vacío que es soportado en cada uno de los neumátic= os que se consideran puntos de apoyo del autobús fabricado en chasis marca Hin= o Ak y con carrocería Modelo Infiniti de la cooperativa Santo Domingo, se realiz= ó en las instalaciones de BIOALIMENTAR en la balanza que se muestra utilizada pa= ra la recepción y despacho de productos destinados a la alimentación de animal= es domésticos.

 

Calculo de la ubicación del centro de gravedad del autobús

La posic= ión del centro de gravedad del vehículo se determinará en condición de masa en orden de marcha(Reglamento_n°_66_(CEPE/ONU), 2007= ).  Se entenderá por masa en orden de marcha la masa del vehículo, sin ocupantes ni carga, la masa del combustible correspondiente al 90 % de la capacidad del depósito especificada por el fabricante y en su caso, la masa= del refrigerante, el lubricante, las herramientas y la rueda de repuesto.<= /o:p>

Posición longitudinal del centro de gravedad

La posición longitudinal (l1) del centro de gravedad se determina con la siguiente ecuación:

                   =                 (EC. 1)

&nb= sp;

Donde: <= o:p>

l1 =3D posición longitudinal del= centro de gravedad.

L1=3D distancia entre ejes del autobús.

l1=3D es la posición del centro = de gravedad en la posición longitudinal.

Posición transversal del centro de gravedad del autobús

La posición transversal (t) del centro de gravedad del vehículo en relación con su plano central longitudin= al vertical

 <= /span>

Se determina con la siguiente ecuación:

         =          (EC. 2)

Donde:

t =3D posición transversal del c= entro de gravedad

T1 =3D la distancia entre los ce= ntros de la rueda a cada extremo del primer eje.

T2 =3D la distancia entre los ce= ntros de la rueda a cada extremo del segundo eje.

 

Altura del transversal del centro de gravedad

La altura del centro de gravedad (h0) se determina= rá basculando el vehículo en sentido longitudinal y midiendo la carga en los dos ejes. El ángulo de inclinación del ensayo de basculamiento se determinará mediante la ecuación 3.

         =                                       (EC. 3.)

Donde:

H =3D la diferencia de altura en= tre los dibujos de las ruedas del primer y segundo eje.

 Angulo formado entre el plano horizontal= y la línea horizontal que se forma entre el eje delantero y posterior.

 

Verificamos la masa del vehículo= de acuerdo a la ecuación 4.

         =                   (EC. 4.)

Donde:

F1 =3D reacción de la carga bajo= la rueda izquierda del primer eje.

F2 =3D reacción de la carga bajo= la rueda derecha del primer eje.

F3 =3D reacción de la carga bajo= las ruedas izquierdas del segundo eje.

F4 =3D reacción de la carga bajo= las ruedas derechas del segundo eje.

=3D Peso= total del autobús =3D Ptotal.

 

La altura del centro de gravedad= del vehículo viene dada por:

 

         =                          (EC. 5.)

Donde:

r =3D la altura del centro de la= rueda en el eje delantero por encima de la superficie de la balanza. 

 

Delimitación del espacio de supervivencia

El espacio de supervivencia se determinó acuerdo c= on el Reglamento n°66 CEPE/ONU, Homologación de vehículos de gran capacidad pa= ra el transporte de personas respecto a la resistencia mecánica de su superestructura, define el perímetro del espacio de supervivencia del vehíc= ulo se determinará creando en el interior del autobús. El punto de referencia (= Sr) está situado en el respaldo de cada asiento exterior orientado hacia adelan= te o hacia atrás y a 150 mm de la superficie interior de la pared lateral. 

Simulación del ensayo de vuelco de la sección de la estructura 

El análisis se inicia dibujando la geometría de la sección de la superestructu= ra tomando en cuento todos los elementos que contribuyen en la resistencia de = la superestructura.

Para determinar  el centro de gravedad de la sección de = la superestructura se utiliza un software CAD. El ensayo en el banco se inicia se realizara desde cuando la sección de la superestructura = comienza a impactar con el piso. El mallado y la calidad de la malla mostrada en la =

Figura 4. 

 

 

 

Figura = 4.  Malla de la sección de la estructu= ra (Fuente: El Autor)


RESULTADOS

Condiciones de la superestructura

Se determinó los siguientes parámetros de la superestructura luego de los cálc= ulos correspondientes utilizando las ecuaciones descritas.

 

Tabla 1. Condiciones superestructura

Parámetro=

Valor <= /span>

Peso total (kg)

1100,00

Posición longitudinal del centro de gravedad (mm)

2990 ,00

Posición transversal del centro de gravedad (mm)

37,56

Altura del transversal del centro de gravedad (mm)

200,00

Carga uniformemente distribuida (kg/mm)

0,60

Mataerial superestructura

 Acero estructural ASTM A 500

 <= /p>

Simulación con Solver de Ls-Dyna  de vuelco de= una sección de la superestructura

Los resultados de la simulaci= ón de vuelco se observan en la figura 5.

 

t=3D0.0000s

t=3D0.0089s

t=3D0.017s

= t=3D0.026s

= <= o:p>

= t=3D0.035s

= <= o:p>

= t=3D0.044s

= <= o:p>

= t=3D0.054s

= <= o:p>

= t=3D0.063s= <= o:p>

= t=3D0.071s=

= t=3D0.081s= <= o:p>

= t=3D0.089s=

=  =

= t=3D0.099s=

=  =

= t=3D0.108<= span lang=3DES-EC style=3D'mso-ansi-language:ES-EC;mso-fareast-language:ES-E= C; mso-no-proof:yes'>

=  =

= t=3D0.117s

= <= o:p>

= t=3D0.126s

= <= o:p>

= t=3D0.135s=

=  =

= t=3D0.144s

=

= t=3D0.153s

=

= t=3D0.162s=

= t=3D0.171s

=

= t=3D0.180s

=

= t=3D0.198s=

=  =

=  =

Invade la Superestructura del autobús el espacio de supervivencia  =

SI

Figura 5.  Resultados de simulación condic= iones iniciales

Según el Solver de Ls-Dyna para el ensayo de vuelco de una sección dela superestructura, muestra la distancia que existe entre el espa= cio de supervivencia y la superestructura con un maximo de 350mm al inicio del ensayo y luego es invadido por la superestrcutura en   20.78 mm cuando la superestuctura impa= cta al piso y sufre su mayor deformación, invadiendo el espacio de supervivencia.<= /span>

Simulación con Solver de Ls-Dyna  de vuelco de= una sección de la superestructura modificada

Luego de modificar la secciones de color verde que se mue= stra en la figura 5. Se realizó la nueva simulación determinando los valores de la  figura 6. Se consideró una estr= uctura con las siguientes características generales de fabricación. La estructura = de piso fabricado en tubería estructural cuadrado de 50x50x3mm correspondiente= a los tubos de que conectan el anclaje del chasis con el piso de la carrocerí= a, tubos cuadrados de 50x50X2mm que se utilizan en la parte intermedia del piso entre los tubos de 50x50x3mm y canal u de 50x25x2mm correspondiente al teji= do del piso.

Las estructuras de laterales construidas en tubo cuadrado= de 50x50x3mm y reticulado con tubo de 50x50x2mm y tubo de 40x40x2mm. El techo = en perfil cuadrado de 50x50x2mm, con y reticulado con perfil Z. La estructura = del frente y respaldo en tubería estructural cuadrada de 40x40x2mm 50x50x2mm, 25x25x2mm, elementos de refuerzo en perfiles de acero de 2mm de espesor. El anclaje de la superestructura al chasis por medio de un arreglo perfil L 80x70x6mm y doble tubo 100x50x3mm, cada conexión con pernos de ½ in de diám= etro grado 8.

Figura 6. Área de supervivencia y secciones del b= us quepueden ser modificadas. (Fuente:= El Autor)

 

RESULTADOS DEL ENSAYO

t=3D0.0000s

 

t=3D0.0089s

t=3D0.017s

= t=3D0.026s

= <= o:p>

= t=3D0.035s

= <= o:p>

= t=3D0.044s

= <= o:p>

= t=3D0.054s

= <= o:p>

= t=3D0.063s

= <= o:p>

= t=3D0.071s

= <= o:p>

=  =

=  =

= t=3D0.081s

= <= o:p>

= t=3D0.089s

= <= o:p>

= t=3D0.099s

= <= o:p>

= t=3D0.108

= <= o:p>

= t=3D0.117s

= <= o:p>

= t=3D0.126s

= <= o:p>

= t=3D0.135s

=

= t=3D0.144s

=

= t=3D0.153s

=

= t=3D0.162s

=

= t=3D0.171s

=

= t=3D0.180s

=

= t=3D0.198s

=

=  =

=  =

Invade la Superestructura del autobús el espacio de supervivencia  =

NO

 =

Discusión.

La simulación requiere mucho tiempo y de una computadora con un procesador sofisticado para resultados rápidos.

Conclusiones

·      =    La modifica= ción que se realizó en la superestructura ha mejorado el comportamiento de la mi= sma cumpliendo de manera satisfactoria el ensayo de vuelco, aumentado la seguri= dad del autobús. Los resultados muestran la distancia que existe entre el espac= io de supervivencia y la superestructura con un máximo de 350mm al inicio del ensayo y un mínimo de 20.61mm cuando la superestructura impacta al piso y s= ufre su mayor deformación, sin invadir el espacio de supervivencia. EL costo total de la impleme= ntación determina un valor de 3920 USD.

 

Referencias Bibliográficas=

Alcalá Fazio, E. (1997). Optimización de las superestructuras de autobuses y autocares somet= idos al vuelco lateral. Industriales.  

Andrade García, L. E= ., Canchig, M. y  Xavier, P. (2012). Estudio del diseño de una carrocería c= on análisis de esfuerzos estáticos y dinámicos de un autobús de la marca Patri= cio Cepeda calificada con norma ISO 9001-2008 mediante la aplicación de un soft= ware para el cálculo de las fuerzas. LATACUNGA/ESP= E/2012.  

Ding, F., Bian-you, T., Yong-xin, Y., = Li, W. y  Hong, Z. (2012). Study on shock = of toothed electromagnetic clutch based on ANSYS/LS-DYNA software [J]. = Journal of Machine Design, 2.

Donaire, J. (2016). Comparativa de modelos de simulación de vuelco de autobuses segun los procedimientos del reglamento 66. E= spaña: Universidad Politécnica de Madrid.

Gómez, S. (2009). Simulaci= ón De Un Ensayo De Impacto Con Péndulo Sobre Un Autobús Mediante Ls-Dyna. Universi= dad Carlos III

Gomez, T. y  = 2011). Estructu= ra del Vehículo (Seguda E= dicion ed.):= Gonzalez, P. (2010).= Modelacion y Analisis de la Superestrc= utura de un Autobus y Diapress Mediante  Elementos Finitos. Carlos III

Liu, L., Fang, C., Y= ang, J., Zhang, H., Huang, Y., Xuan, C., Wang, Y., Li, S., Sha, J., Zha, M. y  Guo, M. (2018). The effect of noise exposure on insulin sensitivity in mice may be mediated by = the JNK/IRS1 pathway. Environmental Hea= lth and Preventive Medicine, 23(1). doi: 10.1186/s12199-018-0694-3

López Ortiz, S. A. (2016). = Determinación de configuraciones estructural= es de un frente de autobús interprovincial y su incidencia en la resistencia al impacto frontal mediante el método de elementos finitos.<= span style=3D'mso-bookmark:_ENREF_9'> Unive= rsidad Técnica de Ambato. Facultad de Ingeniería Civil y Mecánica ….  

Mayanza Balla, J. A= . y  Tuquinga Sagñay, G. P. (2018). Análisis del comportamiento termomecán= ico de la junta soldada tipo k, aplicada en la fabricación de carrocería de autobu= ses interprovinciales. Escuela Superior Politécnica de Chimborazo.  

Reglamento_n°_66_(C= EPE/ONU). (2007). Prescripciones técnicas uniformes relativas a la homologación de vehículos de grandes dimensiones para el transporte de pasajeros por lo que respecta a la resistencia de su superestructura Reglamento n° 66 de la Comisión Económica de las Naciones Unidas pa= ra Europa (CEPE/ONU).=

Robert Sentís, L. (= 2016). Salud laboral en conductores profesion= ales del transporte por carretera. Universitat Rovira i Virgili.  

 

 

 

 

 

 

 

 

 

 

 

 

PARA CITAR EL ARTÍCULO INDEXADO.

 

 

Cañarte Alcivar, J., Jiménez García, V., Muñoz Puertas, J., L= uzardo Robles, A., & Delgado Villafuerte, J. (2019). Inmu= nopatogenia del psoriasis, evolución de la enfermedad, presentación clínica y tratamien= to. Ciencia Digital, 3(4.2), 73-85. https://doi.or= g/10.33262/cienciadigital.v3i4.2.1010


 

 

 

 

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

 

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

 

 



[1]G+ Energy-Risks & Engineering Group, Department of Food Science and Engineering, Technic= al University of Ambato, Ecuador, ma.cordova@uta.edu.ec

2 Faculty of Mechanical Engineering, Technical University of Ambato,&nbs= p;Ecuador, ch.arroba@uta.edu.ec

<= span lang=3DEN-US style=3D'font-family:"Times New Roman",serif;color:black;mso-c= olor-alt: windowtext;background:white;mso-ansi-language:EN-US'>3Factulty of Animal Sciences, Chimborazo Polytechnic High School, Riobamba-Ecuador, cristian.sa= ntiana@espoch.edu.ec

<= span lang=3DEN-US style=3D'font-family:"Times New Roman",serif;color:black;mso-c= olor-alt: windowtext;background:white;mso-ansi-language:EN-US'>4Factulty of Animal Sciences, Chimborazo Polytechnic High School, Riobamba-Ecuador, gcarr= era@espoch.edu.ec, = leardosanchez@uti.edu.ec

 

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                                                 =                                                                       ISSN: 2602-8085

                  =       Vol. 3, N°4.2, p. 86-99, diciembre, 2019

Ciencia Renovada                                                =                                                             =                                Página 1

 

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