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Esta web es parte del proyecto de I+D+i PID2019-104799GB-I00, financiado por MCIN/AEI/10.13039/501100011033
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ARTÍCULOS EN REVISTAS
[/fusion_title][/fusion_builder_column][/fusion_builder_row][/fusion_builder_container][fusion_builder_container admin_label=»Listado» type=»flex» hundred_percent=»yes» hundred_percent_height=»yes» min_height_medium=»» min_height_small=»» min_height=»» hundred_percent_height_scroll=»yes» align_content=»stretch» flex_align_items=»flex-start» flex_justify_content=»flex-start» flex_wrap_medium=»» flex_wrap_small=»» flex_wrap=»wrap» flex_column_spacing=»» hundred_percent_height_center_content=»yes» equal_height_columns=»no» container_tag=»div» menu_anchor=»» hide_on_mobile=»small-visibility,medium-visibility,large-visibility» status=»published» publish_date=»» class=»» id=»» margin_top_medium=»» margin_bottom_medium=»» margin_top_small=»» margin_bottom_small=»» margin_top=»10px» margin_bottom=»» padding_top_medium=»» padding_right_medium=»» padding_bottom_medium=»» padding_left_medium=»» padding_top_small=»» padding_right_small=»» padding_bottom_small=»» padding_left_small=»» 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title_type=»text» marquee_direction=»left» marquee_speed=»15000″ rotation_effect=»bounceIn» display_time=»1200″ highlight_effect=»circle» loop_animation=»off» highlight_width=»5″ highlight_top_margin=»0″ before_text=»» rotation_text=»» highlight_text=»» after_text=»» title_link=»on» link_url=»» link_target=»_self» hide_on_mobile=»small-visibility,medium-visibility,large-visibility» sticky_display=»normal,sticky» class=»» id=»» content_align_medium=»» content_align_small=»» content_align=»center» size=»p» animated_font_size=»» fusion_font_family_title_font=»» fusion_font_variant_title_font=»» font_size=»» line_height=»» letter_spacing=»-0.3px» text_transform=»» text_color=»» hue=»» saturation=»» lightness=»» alpha=»» animated_text_color=»» text_shadow=»no» text_shadow_vertical=»» text_shadow_horizontal=»» text_shadow_blur=»0″ text_shadow_color=»» text_stroke=»no» text_stroke_size=»1″ text_stroke_color=»» text_overflow=»none» margin_top_medium=»» margin_right_medium=»» margin_bottom_medium=»» margin_left_medium=»» margin_top_small=»» margin_right_small=»» margin_bottom_small=»» margin_left_small=»» margin_top=»» margin_right=»» margin_bottom=»» margin_left=»» margin_top_mobile=»» margin_bottom_mobile=»» gradient_font=»no» gradient_start_color=»» gradient_end_color=»» gradient_start_position=»0″ gradient_end_position=»100″ gradient_type=»linear» radial_direction=»center center» linear_angle=»180″ highlight_color=»» style_type=»default» sep_color=»» link_color=»» link_hover_color=»» animation_type=»» animation_direction=»left» animation_color=»» animation_speed=»0.3″ animation_delay=»0″ animation_offset=»»]
Identification of cracks in low-speed rotating slender cracked beams using frequencies and artificial rabbit algorithm
LATIN AMERICAN JOURNAL OF SOLIDS AND STRUCTRURES 21(2), e530, 2024.
DOI: https://doi.org/10.1590/1679-78257954
[/fusion_title][fusion_title title_type=»text» marquee_direction=»left» marquee_speed=»15000″ rotation_effect=»bounceIn» display_time=»1200″ highlight_effect=»circle» loop_animation=»off» highlight_width=»5″ highlight_top_margin=»0″ before_text=»» rotation_text=»» highlight_text=»» after_text=»» title_link=»on» link_url=»» link_target=»_self» hide_on_mobile=»small-visibility,medium-visibility,large-visibility» sticky_display=»normal,sticky» class=»» id=»» content_align_medium=»» content_align_small=»» content_align=»center» size=»p» animated_font_size=»» fusion_font_family_title_font=»» fusion_font_variant_title_font=»» font_size=»» line_height=»» letter_spacing=»-0.3px» text_transform=»» text_color=»» hue=»» saturation=»» lightness=»» alpha=»» animated_text_color=»» text_shadow=»no» text_shadow_vertical=»» text_shadow_horizontal=»» text_shadow_blur=»0″ text_shadow_color=»» text_stroke=»no» text_stroke_size=»1″ text_stroke_color=»» text_overflow=»none» margin_top_medium=»» margin_right_medium=»» margin_bottom_medium=»» margin_left_medium=»» margin_top_small=»» margin_right_small=»» margin_bottom_small=»» margin_left_small=»» margin_top=»» margin_right=»» margin_bottom=»» margin_left=»» margin_top_mobile=»» margin_bottom_mobile=»» gradient_font=»no» gradient_start_color=»» gradient_end_color=»» gradient_start_position=»0″ gradient_end_position=»100″ gradient_type=»linear» radial_direction=»center center» linear_angle=»180″ highlight_color=»» style_type=»default» sep_color=»» link_color=»» link_hover_color=»» animation_type=»» animation_direction=»left» animation_color=»» animation_speed=»0.3″ animation_delay=»0″ animation_offset=»»]
Two-stage crack identification in an Euler-Bernoulli rotating beam using modal parameters and Genetic Algorithm
SMART, STRUCTRURES & SYTEMS, AN INTERNATIONAL JOURNAL 33(2), pp. 165-175, 2024.
DOI: https://doi.org/10.12989/sss.2024.33.2.165
[/fusion_title][fusion_title title_type=»text» marquee_direction=»left» marquee_speed=»15000″ rotation_effect=»bounceIn» display_time=»1200″ highlight_effect=»circle» loop_animation=»off» highlight_width=»5″ highlight_top_margin=»0″ before_text=»» rotation_text=»» highlight_text=»» after_text=»» title_link=»on» link_url=»» link_target=»_self» hide_on_mobile=»small-visibility,medium-visibility,large-visibility» sticky_display=»normal,sticky» class=»» id=»» content_align_medium=»» content_align_small=»» content_align=»center» size=»p» animated_font_size=»» fusion_font_family_title_font=»» fusion_font_variant_title_font=»» font_size=»» line_height=»» letter_spacing=»-0.3px» text_transform=»» text_color=»» hue=»» saturation=»» lightness=»» alpha=»» animated_text_color=»» text_shadow=»no» text_shadow_vertical=»» text_shadow_horizontal=»» text_shadow_blur=»0″ text_shadow_color=»» text_stroke=»no» text_stroke_size=»1″ text_stroke_color=»» text_overflow=»none» margin_top_medium=»» margin_right_medium=»» margin_bottom_medium=»» margin_left_medium=»» margin_top_small=»» margin_right_small=»» margin_bottom_small=»» margin_left_small=»» margin_top=»» margin_right=»» margin_bottom=»» margin_left=»» margin_top_mobile=»» margin_bottom_mobile=»» gradient_font=»no» gradient_start_color=»» gradient_end_color=»» gradient_start_position=»0″ gradient_end_position=»100″ gradient_type=»linear» radial_direction=»center center» linear_angle=»180″ highlight_color=»» style_type=»default» sep_color=»» link_color=»» link_hover_color=»» animation_type=»» animation_direction=»left» animation_color=»» animation_speed=»0.3″ animation_delay=»0″ animation_offset=»»]Detección e identificación de fisuras en vigas rotatorias esbeltas a baja velocidad mediante parámetros modales y redes neuronales artificiales
REVISTA IBEROAMERICANA DE INGENIERÍA MECÁNICA 27(2), pp. 61-73, 2023.[/fusion_title][fusion_title title_type=»text» marquee_direction=»left» marquee_speed=»15000″ rotation_effect=»bounceIn» display_time=»1200″ highlight_effect=»circle» loop_animation=»off» highlight_width=»5″ highlight_top_margin=»0″ before_text=»» rotation_text=»» highlight_text=»» after_text=»» title_link=»on» link_url=»» link_target=»_self» hide_on_mobile=»small-visibility,medium-visibility,large-visibility» sticky_display=»normal,sticky» class=»» id=»» content_align_medium=»» content_align_small=»» content_align=»center» size=»p» animated_font_size=»» fusion_font_family_title_font=»» fusion_font_variant_title_font=»» font_size=»» line_height=»» letter_spacing=»-0.3px» text_transform=»» text_color=»» hue=»» saturation=»» lightness=»» alpha=»» animated_text_color=»» text_shadow=»no» text_shadow_vertical=»» text_shadow_horizontal=»» text_shadow_blur=»0″ text_shadow_color=»» text_stroke=»no» text_stroke_size=»1″ text_stroke_color=»» text_overflow=»none» margin_top_medium=»» margin_right_medium=»» margin_bottom_medium=»» margin_left_medium=»» margin_top_small=»» margin_right_small=»» margin_bottom_small=»» margin_left_small=»» margin_top=»» margin_right=»» margin_bottom=»» margin_left=»» margin_top_mobile=»» margin_bottom_mobile=»» gradient_font=»no» gradient_start_color=»» gradient_end_color=»» gradient_start_position=»0″ gradient_end_position=»100″ gradient_type=»linear» radial_direction=»center center» linear_angle=»180″ highlight_color=»» style_type=»default» sep_color=»» link_color=»» link_hover_color=»» animation_type=»» animation_direction=»left» animation_color=»» animation_speed=»0.3″ animation_delay=»0″ animation_offset=»»]
Closed-Form Solution for the Natural Frequencies of Low-Speed Cracked Euler–Bernoulli Rotating Beams
MATHEMATICS 10(4), 4742, 2022.
DOI: https://doi.org/10.3390/math10244742
[/fusion_title][fusion_title title_type=»text» marquee_direction=»left» marquee_speed=»15000″ rotation_effect=»bounceIn» display_time=»1200″ highlight_effect=»circle» loop_animation=»off» highlight_width=»5″ highlight_top_margin=»0″ before_text=»» rotation_text=»» highlight_text=»» after_text=»» title_link=»on» link_url=»» link_target=»_self» hide_on_mobile=»small-visibility,medium-visibility,large-visibility» sticky_display=»normal,sticky» class=»» id=»» content_align_medium=»» content_align_small=»» content_align=»center» size=»p» animated_font_size=»» fusion_font_family_title_font=»» fusion_font_variant_title_font=»» font_size=»» line_height=»» letter_spacing=»-0.3px» text_transform=»» text_color=»» hue=»» saturation=»» lightness=»» alpha=»» animated_text_color=»» text_shadow=»no» text_shadow_vertical=»» text_shadow_horizontal=»» text_shadow_blur=»0″ text_shadow_color=»» text_stroke=»no» text_stroke_size=»1″ text_stroke_color=»» text_overflow=»none» margin_top_medium=»» margin_right_medium=»» margin_bottom_medium=»» margin_left_medium=»» margin_top_small=»» margin_right_small=»» margin_bottom_small=»» margin_left_small=»» margin_top=»» margin_right=»» margin_bottom=»» margin_left=»» margin_top_mobile=»» margin_bottom_mobile=»» gradient_font=»no» gradient_start_color=»» gradient_end_color=»» gradient_start_position=»0″ gradient_end_position=»100″ gradient_type=»linear» radial_direction=»center center» linear_angle=»180″ highlight_color=»» style_type=»default» sep_color=»» link_color=»» link_hover_color=»» animation_type=»» animation_direction=»left» animation_color=»» animation_speed=»0.3″ animation_delay=»0″ animation_offset=»»]
Influence of the rotation speed on the dynamic behaviour of a cracked rotating beam
THEORETICAL AND APPLIED FRACTURE MECHANICS 117, 103209, 2022.
DOI: https://doi.org/10.1016/j.tafmec.2021.103209
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