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Evaluación estructural ante la acción sísmica de l= as pilas del puente Puerto Real de Portoviejo

Structural evaluation of the pie= rs of the Puerto Real Bridge in Portoviejo 1under seismic action

 =


1=

Fredy Randolfo Barahona Escoto

 

https://orcid.org//0009-0009-3376-3526

 =

Facultad de Postgrado. Universidad Técnica de Manabí. Portoviejo, Ecuador.

chinobares3@gmail.com

2=

Pablo Julio Lindao Tomalá

 

https://orcid.org//0009-0002-1144-5518

 =

Facultad de Ciencias Matemáticas y Físicas. Universidad de Guayaquil. Guayaquil, Ecuador.

pjlindao@yahoo.com

3

Armando Douglas Reyes Pilay

 

https://orcid.org//0009-0007-5717-5695

 =

Subdirección de Estudios y Diseños. = Gobierno Autónomo descentralizado de la Provincia de Manabí. Portoviejo, Ecuador.<= o:p>

icardp@hot= mail.com

 =

 

=  

=  

=  

=  

=  

=  

 

 

Artículo de Investigación Científ= ica y Tecnológica

Enviado: 11/06/2024

Revisado: 08/07/2024

Aceptado: 16/08/2024

Publicado:25/08/2024

DOI: https://doi.org/10.33262/concienciadigital.v7= i3.1.3147    

 

= &nbs= p;

 

Cítese:

 

 

Barahona Escoto, F. R., Lindao Tomalá, P. J., & Reyes Pilay, A. D. (2024). Evaluación estructural an= te la acción sísmica de las pilas del puente Puerto Real de Portoviejo. ConcienciaDigital, 7(3.1), 128-150. https://doi.org/10.33262/concienciadigital.v7i3.1.3147

 

 

 

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La revista es editada por la Editorial Ciencia Digital (Editorial de prestig= io registrada en la Cámara Ecuatoriana de Libro con No de Afiliación 663) www.celibro.org.ec

 

 

 

= Esta revista está protegida bajo = una licencia Creative Commons AttributionNonCommercialNoDerivatives 4.0 International. Copia de la licencia: http://creativecommons.org/licenses/by-nc-nd/4.0/

 

Palabras claves: Evaluación, Puente

Vigas, Pilas, Pilotes

 

Resumen

Introducción: La infraestructura de puentes son una parte fundamental de la vialidad, los puentes en la actualidad sirv= en para la interconexión de puntos geográficos que no pueden ser alcanzados = por vía sólida. El Ecuador, al ser un territorio con un peligro sís= mico alto requiere un análisis bajo cargas laterales provenientes de la acción sísmica. En el presente caso de estudio se abordará la capacidad estructu= ral y el nivel de desempeño de la infraestructura del puente Puerto Real, mis= mo que comprenderá el análisis a flexión y a cortante de las vigas cabezales= , el análisis a flexo-compresión y a cortante de las pilas y pilotes, además d= e la evaluación del desempeño de las pilas tipo pórticos. Objetivo: Eva= luar el comportamiento estructural y el nivel de desempeño sísmico de las Pilas del puente Puerto Real ubicado en la ciudad de Portoviejo, ante la acción= de las cargas verticales y las cargas laterales provenientes de la acción sísmica, mediante la elaboración de un modelo matemático en el programa C= SI Bridge y aplicando la normativa vigente de la AASHTO LRFD, para la formulación de posibles estrategias de mejora estructural en las pilas del puente. Metodología: Revisión de los planos y especificaciones del puente existente, evaluación de las cargas actuantes en la infraestructur= a. Elaboración del modelo matemático de la estructura del puente Puer= to Real en el programa CSI Bridge. Elaboración de un Análisis estático no-li= neal al pórtico del puente conformado por pilas y viga cabezal, con el propósi= to de obtener el desempeño sísmico del sistema estructural existente del pue= nte. Resultados: Las vigas cabezales 1 y 2 demuestran un comportamiento apropiado, = es decir dentro del rango elástico para momento negativo con una relación demanda/capacidad crítica de 0.72 y 0.72 respectivamente. El diseño a cortante es satisfactorio, la viga cabezal 1 tiene una relación demanda/capacidad de 0.41 y la viga cabezal 2 de 0.30. Las pilas cumplen = con la capacidad a flexo-compresión requerida, la demanda/capacidad crítica d= e 0.484 para la pila 1 y 0.465 para la pila 2, mientras que la relación demanda/c= apacidad a cortante es de 0.52 para la pila 1 y 0.47 para la pila 2, comprobando a= sí que estos elementos disponen de un buen confinamiento para el sismo AASHTO con Tr=3D1000 yr. Los pilotes tienen un adecuado comportamiento a flexo-compresión con una relación demanda/capacidad crítica de 0.756 en l= os pilotes de la pila 1 y en los pilotes de la pila 2 es de 0.945, mientras = que la relación demanda/capacidad a cortante es de 1.23 para los pilotes de la pila 1 y 0.91 para los pilotes de la pila 2. Respecto al nivel de desempe= ño sísmico, para el Pórtico Y-Y de la Pila 1 está en Daño Severo (Sd3) con un punto de desempeño de Sa=3D0.66g, Δ=3D14.60 cm, para el Pórtico X-X = de la Pila 1 está en Daño Severo (Sd3) con un punto de desempeño de Sa=3D0.384g, Δ=3D21.60 cm.  Por otra part= e, al nivel de desempeño sísmico, para el Pórtico Y-Y de la Pila 2 está en Daño= Moderado (Sd2) con un punto de desempeño de Sa=3D0.63g, Δ=3D4.70 cm, para el = Pórtico X-X de la Pila 2 está en Daño Severo (Sd3) con un punto de desempeño de Sa=3D0.50g, Δ=3D20.80 cm.  <= b>Conclusión: El análisis de cargas permitió obtener la condición más crítica y desfavorable para la infraestructura del puente, de esta forma se determi= naron las máximas demandas del puente Puerto Real a través del modelo numérico tridimensional en CSI Bridge. Las vigas cabezales están diseñadas a flexi= ón correctamente de manera elástica para un R=3D1 para momento negativo y mo= mento positivo, Las columnas disponen de la resistencia a flexo-compresión necesaria, además poseen un adecuado confinamiento que garantizara la inc= ursión al rango inelástico. = La propuesta de pilotes para el puente Puerto Real cumple con la relación de= manda/capacidad a flexo-compresión y a cortante. Área de estudio general: Ingeniería Civil y Mecánica. Área de estudio específica: Estructuras de Hormigón Armado. Tipo de artículo: = Artículo original.

 

 

Keywords:

Evaluation, Bridge

Beams, Steel, Diaphragms

 

Abstract<= /p>

Introduction: Bridge infrastructure is a fundamental part of the road system; bridges are currently used for the interconnection of geographical points that cannot be reached by solid road. Ecuador, being a territory with a h= igh seismic hazard, requires an analysis under lateral loads coming from seis= mic action. This case study will address the structural capacity and performa= nce level of the Puerto Real bridge infrastructure, including the flexural and shear analysis of the header beams, the flexural-compression and shear analysis of the piers and piles, as well as the evaluation of the perform= ance of the portal piers. Objective: Evaluate the structural behavior a= nd seismic performance level of the piers of the Puerto Real bridge located = in the city of Portoviejo, under the action of vertical loads and lateral lo= ads from seismic action, through the development of a mathematical model in t= he CSI Bridge program and applying the current AASHTO LRFD standards, for the formulation of possible structural improvement strategies in the bridge piers. Methodology: Review of the drawings and specifications of t= he existing bridge, evaluation of the loads acting on the infrastructure. Elaboration of the mathematical model of the Puerto Real bridge structure= in the CSI Bridge program. Development of a non-linear static analysis of the bridge gantry consisting of piers and header beam, to obtain the seismic performance of the existing structural system of the bridge. Results: = Header beams 1 and 2 demonstrate appropriate behavior, i.e. within the elastic r= ange for negative moment with a critical demand/capacity ratio of 0.72 and 0.72 respectively. The shear design is satisfactory, head beam 1 has a demand/capacity ratio of 0.41 and head beam 2 of 0.30. The piles comply w= ith the required flexural compression capacity, the critical demand/capacity = of 0.484 for pile 1 and 0.465 for pile 2, while the shear demand/capacity ra= tio is 0.52 for pile 1 and 0.47 for pile 2, proving that these elements have a good confinement for the AASHTO earthquake with Tr=3D1000 yr. The piles h= ave an adequate flexural-compression behavior with a critical demand/capacity ra= tio of 0.756 for piles in pile 1 and 0.945 for piles in pile 2, while the she= ar demand/capacity ratio is 1.23 for piles in pile 1 and 0.91 for piles in p= ile 2. Regarding the seismic performance level, for Pile 1 Y-Y portal is at Severe Damage (Sd3) with a performance point of Sa=3D0.66g, Δ=3D14.6= 0 cm, for Pile 1 X-X portal is at Severe Damage (Sd3) with a performance point = of Sa=3D0.384g, Δ=3D21.60 cm. On the other hand, at the seismic perform= ance level, for the Y-Y Gantry of Stack 2 is in Moderate Damage (Sd2) with a performance point of Sa=3D0.63g, Δ=3D4.70 cm, for the X-X Gantry of = Stack 2 is in Severe Damage (Sd3) with a performance point of Sa=3D0.63g, Δ= =3D4.70 cm, for the X-X Gantry of Stack 1 is in Severe Damage (Sd3) with a performance point of Sa=3D0.384g, Δ=3D21.60 cm.  Conclusion: The load analysis a= llowed obtaining the most critical and unfavorable condition for the bridge infrastructure, thus determining the maximum demands of the Puerto Real bridge through the three-dimensional numerical model in CSI Bridge. The h= ead girders are designed to flex correctly in an elastic manner for an R=3D1 = for negative moment and positive moment. The columns have the necessary flexu= ral and compressive strength, as well as an adequate confinement that will guarantee the incursion into the inelastic range. The pile proposal for t= he Puerto Real Bridge complies with the demand/capacity ratio at flexo-compression and shear. Type of article: original.=

 

 

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Introducción

Una parte fundamental de la vialidad es la edificación de puentes que sirven pa= ra la interconexión de puntos geográficos que no pueden ser alcanzados por vía= solida; los puentes entrelazan y acortan las distancias, así como también posibilit= an el cuidado de las fuentes hídricas (Rodríguez, 2022). Como menciona Moran (2023), estos puentes producen desarrollo, pro= greso, fortalecimiento económico y de infraestructura a nivel mundial. Según Jiménez & Carreño (2023), se ha evidenciado las pérdidas de vidas generadas po= r el colapso parcial o completo de un puente durante los efectos de un sismo, ra= zón por la cual la evaluación de estructuras de este tipo es de suma importancia debido a que nuestro país está en una zona de alta sismicidad. Además, Chuq= uipoma (2020), menciona que en los puent= es son la respuesta estructural a la seguridad peatonal que entra en armonía con l= as estructuras viales y el desarrollo.

 La evaluación estructural del puente Puerto Real= se realizará mediante el análisis de un modelo matemático de la estructura uti= lizando el programa CSI Bridge. Como menciona Mañueco (2018), CSi Bridge es uno de los programas más utilizados en la actualidad, = programa con una alta capacidad de modelado, análisis y dimensionamiento de este tip= o de estructuras. Con respecto al presente caso de estudio se abordará la evaluación del comportamiento sísmico-estructural de la infraestructura del Puente Puerto Real, el cual consiste en: viga cabezal, pilas, pilotes.

Metodología

La metodología empleada será el método cuantitativ= o, el cual se caracteriza por la medición numérica de resultados, cuyo tipo de diseño es no experimental descriptivo mismo que está basado en la observaci= ón, el cual no pretende intervenir con el entorno, por otra parte, se utilizará= el método deductivo, método que se caracteriza de demostrar, comprender y expl= icar los aspectos particulares de la realidad. El procedimiento para el caso de estudio será el siguiente:

·         Determinar los fundamentos teóricos-conceptuales sobre la pila como elemento estructural fundamental p= ara edificación y sismo resistencia de los puentes.

·         Revisión de los planos y especificaciones del puente existente, relevamiento estructural de los elementos que componen el puente Puerto Real, así como la evaluación de las cargas actuantes en la infraestructura.

·         Elaboración del modelo matemático del puente Puerto Real en el programa CSI Bridge, con la finalid= ad de reflejar el comportamiento real de la estructura para obtener la relación demanda/capacidad más crítica de los elementos estructurales, los cuales se= rán: viga cabezal, pilas y pilotes.

·         Realizar un Análisis estát= ico no-lineal al pórtico del puente conformado por pilas y viga cabezal, con el propósito de obtener el nivel de desempeño sísmico del sistema de resistenc= ia sísmica.

Elementos analizados que conforman la infraestructura

Los elementos analizados en la infraestructura del puente Puerto Real son las pilas 1 y 2, los cuales están conformados por vi= ga cabezal, pilas y pilotes, estos se muestran en la figura 1 y 2, además los cortes transversales de las pilas se muestran en la figura 3 y 4.

Figura 1

Viga cabezal y columnas de pila 1

 

 

 

 

 

 

Figura 2

Viga cabezal y columnas de pila 2

Figura 3

Cortes transversales pila 1 y 2 del Puente Puerto Real

 

 

 

Figura 4

Planta de pilotes de pila 1 y 2

Por otra parte, las secciones de los pilotes p= ara la pila 1 y 2 se muestran en la figura 5.

Figura 5

Sección de pilotes de pila 1 y 2

Materiales y resistencias utilizadas

Pa= ra el análisis del Puente Puerto Real se consideraron los materiales mostrados en= la tabla 1.

 

 

Tabla 1

Materiales empleados

Elemento

Tipo

Resistencia

Losa ts=3D18 cm

Hormigón Armado

f'c =3D 350 kgf/cm²

Viga Longitudinales

Hormigón Presforzado

f'c =3D 420 kgf/cm²

Viga Cabezal, Pilas, Zapatas, Pilotes

Hormigón Armado

f'c =3D 250 kgf/cm²

Cargas muertas

Las cargas utilizadas en el modelo numérico son las descritas en la tabla 2.

Tabla 2

Cargas muertas

Elemento=

Espesor (m)

P. Específico (ton/= m³)

Carga Uniforme (ton= /m²)

Tipo

Losa

0.2

2.4

0.48

DC

Aceras

0.2

2.4

0.48

DC

Asfalto<= /span>

0.075

2.2

0.165

DW

Instalaciones<= /o:p>

-

-

0.05

DW

Barandas=

-

-

0.088

DC

Carga viva vehicular

Co= mo se muestra en la figura 6, el vehículo de diseño considerado fue el HL-93Además, se consideró una carga viva peatonal de 0.366 ton/m².

Figura 6

C= amión de Diseño

 

 

 

 

 


Carga sísmica

La carga sísmica fue definida como un espectro de diseño de aceleraciones para un período de retorno de Tr=3D1000 años con un factor z=3D0.75g, un suelo tipo D, tal como está establecido en la norma NEC-SE-DS (Norma Ecuatoriana de la Construccion [NEC], 20= 14). Con respecto al factor de modificación de respuesta sísmica R, se consideró= un R=3D1 para la viga cabezal, R=3D3 para las pilas y R=3D1.5 para pilotes de = acuerdo con lo indicado en la norma (American Association of State Highway and Transportation Officials [AASHTO], 2020).

Los espectros para el puente del Puerto Real se muestran en la figura 7.

Figura 7

Espectros de Diseño Provincia de Portoviejo=

Suelo D

z=3D0.75g (Para Tr=3D1000yr)=

Fa=3D1.12

Fd=3D1.11

Fs=3D1.4

r=3D1

η<= /span>=3D1.43 (Para Tr=3D1000yr)

Combinaciones de diseño

Las máximas fuerzas internas fueron analizadas para las combinaciones de la normativa AASHTO LRFD.

·         Servicio 1:                  DC + DW + LL + IM + PL<= span style=3D'mso-spacerun:yes'>                               (1)

·         Resistencia 1:             1.25DC + 1.5DW + 1.75(LL+IM += PL)            (2)

·   &nb= sp;     Evento Extremo 1:      1.25DC + 1.5DW + 0.5(LL+IM+PL) + EQ     (3)

Modelo matemático tridimensional del puente Puerto Real

El modelo matemático de la estructura realizado en el programa CSI Bridge perm= itió obtener el comportamiento más realista de la estructura. El modelo matemáti= co está conformado por 3 tramos simplemente apoyados cuyas luces son de 16 m, = 16 m, 36 m, se disponen de 10 vigas longitudinales y la separación de estas es= de 1.55 m. El modelo matemático se puede visualizar en la figura 8.=

 

Figura 8

Modelo numérico tridimensional del Puente Puerto Real

Pila 2

Pila 1

L=3D36m

L=3D16m

L=3D16m

Relación demanda/capacidad en viga cabezal

La viga cabezal fue verificada para las distintas combinaciones de diseño de acuerdo con (AASHTO, 2020), siendo las más predominantes las siguientes, Servicio, Resistencia y Evento Extremo, dicho elemento fue verificado para que trabaje de manera elástica (R=3D1). Los mo= mentos flexionantes deben ser menor a los momentos resistentes (Peña & Yunapanta, 2022).=

A continuación en la figura 9 se muestran los máxi= mos momentos flectores que se presentan en la viga cabezal 1 y 2:

Figura 9

Envolvente DMF – cabezal 1 y cabezal 2

Se utilizaron las siguientes expresiones matemátic= as para obtener la capacidad de diseño a flexión de acuerdo con AASHTO LRFD= 9th Ed.

Mcr: Momento de Agrietamiento, capítulo 5, sección 5.6.3.3.

fr: Módulo de Ruptura, capítulo 5, Sección 5.4.2.6.

Ø: Factor de Reducción, capítulo 5, Sección 5.5.4.2.

(4)

Se compararon los máximos momentos con la capacida= d a flexión de las vigas cabezales, obteniendo así las relaciones demanda/capac= idad a flexión, los mismos que se muestran en la tabla 3, verificando así el buen comportamiento a flexión de estos elementos, tal como menciona Lombeida (2023), estas vigas deben tener un comportamiento elástico.

Tabla 3

Ratios a flexión - vigas cabezales

Elemento=

Dimensiones

Momento<= /span>

Mu (ton-m)

Armado

φMn (ton-m)

Mu/φMn

Viga Cabezal 1=

100x80

(+)

68.27

12φ20

97.29

0.70

Viga Cabezal 1=

100x80

(-)

70.29

12φ20

97.29

0.72

Viga Cabezal 2=

150x120

(+)

221.19

12φ25

301.42

0.73

Viga Cabezal 2=

150x120

(-)

216.76

12φ25

301.42

0.72

Se utilizaron las siguientes expresiones para obtener la capacidad de diseño a cortante para vigas de acuerdo con la norma AASHTO LRFD 9th Ed.<= /span>

Vn =3D Vc+Vn: Resistencia nominal a corte, = capítulo 5, sección 5.7.3.3.

Vc: Resistencia nominal del concreto a corte, capítulo 5, sección 5.7.3.4.1 pro= ceso simplificado.

dv: Altura efectiva de corte, capítulo 5, sección 5.7.2.8.

Smax: Refuerzo transversal, capítulo 5, Sección 5.7.2.5.

(5)

A continuación en la figura 10 se muestran los cortantes que se presentan en la viga cabezal 1 y 2:

Figura 10

Envolvente DFC – Cabezal 1 y 2=

Se compararon los máximos cortantes con la capacid= ad a cortante de las vigas cabezales, obteniendo así las relaciones demanda/capacidad a cortante, mismos que se muestran en la tabla 4.

Tabla 4

Ratios a Cortante - Vigas Cabezales

Elemento=

Dimensiones

Vu (ton)=

Armado

φVn (ton)=

Vu/φVn

Viga Cabezal 1=

100x80

58.78

4 Ramales φ10/c10cm

145

0.41

Viga Cabezal 2=

150x120

161.05

6 Ramales φ14/c10cm

592.23

0.30

Relación Demanda/Capacidad a flexo compresión en Pilas

Las demandas para las columnas circulares fueron obtenidas a partir de la raíz = de la suma de los cuadrados de sus solicitaciones en las dos direcciones (Brav= o, 2021).

(6)

     

En la figura 11 se muestran estas relaciones deman= da/capacidad para las pilas 1 y 2, siendo estos resultados satisfactorios para el anális= is del puente puerto real.

Figura 11

Ratios P-M-M, Pilas 1 y 2 =

Los diagramas de interacción de estas pilas circulares se muestran en la figura= 12 y 13.

Figura 12

Diagrama de Interacción Pila 1 – D=3D90cm=

ρ=3D1.85%

 

 

 

Figura 13

Diagrama de Interacción Pila 2 – D=3D110cm

ρ=3D2.2%

Estos diagramas de interacción permitieron verific= ar el comportamiento a flexo compresión de las columnas de las pilas y los result= ados muestran que las demandas están por debajo del punto de balance, demostrando así el comportamiento dúctil de las mismas (Huerta, 2022). Y tal como menciona Quispe, J. (2023) las pilas resultan en ser los principales element= os en disipar la energía en puentes.

Po= r otra parte, también se verificó el cortante de las columnas de las pilas 1 y 2 p= ara el cortante elástico utilizando R=3D1, de tal manera que se garantiza el confinamiento en la incursión al rango inelástico (<= /span>Salcedo, 2021). En la tabla 5 se muestran las relaciones demanda/capacidad a cortante de las pilas.

Tabla 5

Relación demanda/capacidad a Cortante - Pilas

Elemento=

Dimensiones

Vu (R=3D1) (ton)

Zuncho

φVn (ton)=

Vu/φVn

Pila 1

D=3D90 cm

41.96

210 c/10

81.22

0.52

Pila 2

D=3D110 cm

90.51

210 c/10

192.82

0.47

Capacidad en pilotes

Los diagramas de interacción de los pilotes 1 y 2 se muestran en la figura 14. = Los resultados demuestran un comportamiento satisfactorio.

Figura 14

Diagrama de interacción pilote de pila 1 y 2 – D=3D60cm

ρ=3D1.44%

Los ratios P-M-M de los pilotes se muestran en la figura 15.<= /span>

Figura 15

Ratios P-M-M, pilotes de pilas 1 y 2<= /span>

A = su vez se verificó el confinamiento de los pilotes de las pilas 1 y 2, en la tabla= 6 se muestran los ratios a cortante de los pilotes.<= /p>

 

Tabla 6

Ratios a cortante - pilotes

Elemento=

Dimensiones

Vu (R=3D1) (ton)

Zuncho (cm)

φVn (ton)=

Vu/φVn

Pilote de Pila 1

D=3D60 cm

31.02

110 c/10

25.19

1.23

Pilote de Pila 2

D=3D60 cm

23.04

110 c/10

25.19

0.91

Nivel de desempeño sísmico

Se realizó un análisis estático no lineal en el software Sap2000, de acuerdo c= on el Department of Homeland Security Federal Emergency Management Agency <= /span>(2005), este procedimiento es un análisis inelásti= co que permite timar la respuesta de la estructura ante un sismo Blas & So= sa (2019), por otra parte, los niveles de desempeño se obtuvieron de acuerdo c= on el proyecto europeo RISK-UE (Milutinovic & Trendafiloski, 2003). <= /o:p>

Ta= l como menciona Aguiar (2003), este es uno de los métodos no lineales más práctico= s y eficientes para la obtención de niveles de desempeño. Evaluar la capacidad = de una estructura ante un sismo es crucial para garantizar las vidas de las personas (Zambrano, 2023).

Se analizó el sentido longitudinal de las pilas (Y-Y) y el sentido transversal (X-X), el análisis de los dos sentidos es crucial tal como lo menciona Varg= as (2017), debido a que tienen comportamientos distintos.

Co= mo menciona Pierre & Hidayat (2020), en= este tipo de análisis es importante representar la carga sísmica monotónica que = hará que la estructura incursione al rango inelástico y obteniendo un nivel de desempeño para cada elemento.

Los resultados son presentados en las figuras 16, 17, 18 y 19.

 

 

 

 

 

 

 

 

Figura 16

= Punto Desempeño

= V=3D353.6 ton, 0.66 g

= ΔNivel de desempeño pórtico Y-Y (pila 1)

Nivel Desempeño:

Daño Severo

Figura 17

Nivel de desempeño pórtico X-X (pila 1)

Nivel Desempeño:

Daño Severo

= Punto Desempeño

= V=3D203.77 ton, 0.384 g

= Δ

 

 

 

 

 

 

 

Figura 18

Nivel de desempeño pórtico Y-Y (pila 2)

Nivel Desempeño:

Daño Moderado

= Punto Desempeño

= V=3D548.29 ton, 0.63 g

= Δ

Figura 19

Nivel de desempeño pórtico X-X (pila 2)

Nivel Desempeño:

Daño Severo

= Punto Desempeño

= V=3D434 ton, 0.50 g

= Δ

Conclusiones

·         Se determinó los fundament= os teórico-conceptuales de las pilas lo cual permitió el análisis de dicho elemento y obtener resultados consistentes.

·         Con la definición de las cargas actuantes se estableció la condición más crítica para cargas gravitatorias considerando los pesos muertos y carga sísmica considerando su efecto como un espectro de aceleración de acuerdo con NEC-15.

·      =    Se elaboró el modelo matem= ático del puente Puerto Real en el programa CSI Bridge, esto permitió obtener el comportamiento más realista del puente, el Análisis Estructural permitió obtener las máximas demandas para los cabezales, pilas y pilotes, los cabez= ales trabajan de manera elástica (R=3D1).

·         La relación demanda/capaci= dad crítica a flexión en la viga cabezal 1 y 2 para momento negativo es de 0.72= , la relación demanda/capacidad a cortante es 0.41 para la viga cabezal 1 y 0.30 para la viga cabezal 2. Comportamiento satisfactorio.

·      =    Las columnas de las pilas tienen demandas P-M-M por debajo de la zona balanceada lo cual es un indica= tivo de la ductilidad de estos elementos, de esta forma se verificó que el diseñ= o es satisfactorio.

·         La relación demanda/capaci= dad crítica P-M-M para la pila 1 es de 0.484 y en la pila 2 es de 0.465, la relación demanda/capacidad a cortante crítica es de 0.52 en la pila 1 y 0.4= 7 en la pila 2, esto es un indicativo de que el confinamiento es el adecuado para que las pilas incursionen al rango inelástico.

·      =    Mientras que los pilotes d= e la pila 1 tienen una relación demanda/capacidad crítica P-M-M de 0.756 y en los pilotes de la pila 2 es de 0.945, además de una relación demanda/capacidad a cortante de 1.23 para los pilotes de la pila 1 y 0.91 para los pilotes de la pila 2.

·         Se realizó el Análisis estático no lineal a ambas pilas y se obtuvo el punto de desempeño bajo la metodología FEMA-440, la pila 1 en sentido longitudinal y en sentido transversal desarrollan un punto de desempeño por encima del Daño Severo (S= d3), para la pila 2 en sentido transversal desarrolla un punto de desempeño por encima del Daño Moderado (Sd2) y en el sentido longitudinal por encima del = Daño Severo (Sd3).

Conf= licto de intereses 

El autor declara que no existe conflicto de intere= ses en relación con el artículo presentado.

Referencias Bibliográficas

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Aguiar Falconi, R. (2003). Análisis sísmico por desem= peño (1ra edición). Publisher: Centro de Investigaciones Científicas. Escue= la Politécnica del Ejército. Editor: EDIESPE. https://www.researchgate.net/publication/280627456_Analisis_Sismico_por_De= sempeno

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Zambrano de la Cruz, O. (2023). Vulnerabilidad Sísmica del Puente Malcas-Condebamba-Cajabamba-Cajamarca [Tesis de pregrado, Univerdidad Nacional de Cajamarca, Perú]. https://repositorio.unc.e= du.pe/handle/20.500.14074/5570

 

 

 

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


 =

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

 

 

 

 

 


 

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www= .concienciadigital.org

= ISSN: 2600-58= 59

= Vol. 7 No. 3.1, = pp. = 128= 150, agosto 2024

 

 

 

 

                                      Física del conocimiento           Página 128