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BEGIN:VEVENT
DTSTART:20251104T130000Z
DTEND:20251104T151500Z
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SUMMARY:MNSEA Monthly Meeting: Mastering Masonry Shear Walls: Design & Analysis with FEA (11/4/2025)
DESCRIPTION:Presentation: Mastering Masonry Shear Walls: Design & Analysis with FEA\n\n \n\nDescription: In structural engineering\, shear walls are critical in resisting lateral forces typically caused by wind and seismic loads. Perforated shear walls\, or shear walls with openings\, present unique challenges and opportunities in design. We'll cover the design and optimization of perforated masonry shear walls\, highlighting how finite element analysis (FEA) software can streamline and enhance structural design. Discover how tools like RAM Elements and RISA 3D empower engineers to create efficient masonry wall designs through real-world case studies.\n\n\n\nImage by FORSE Consulting\n\nLearning Objectives:\n\n\n	Identify types of masonry shear walls and explain their role in resisting lateral forces in structural systems.\n	Evaluate strategies to improve the performance and effectiveness of masonry shear walls\, including reinforcement and design optimization techniques.\n	Discuss finite element analysis (FEA) software\, such as RAM Elements and RISA 3D\, to analyze and design perforated masonry shear walls.\n	Analyze case studies demonstrating the successful application of FEA software in designing efficient and code-compliant masonry shear walls.\n\n\n\n\n \n\nPresenters\n\nSam Rubenzer\, PE\, SE\n\nStructural Engineer\, FORSE Consulting\n\n\n\nSam started FORSE in 2010\, were he works as a delegated designer for other structural engineers on designs involving steel\, concrete\, PT concrete\, masonry\, and wood construction. He often speaks on the topics of software use and best practices in masonry design.\n\nSam has over 20 years of experience and is a licensed structural engineer (SE) and a professional engineer (PE) in many of the Midwestern states. He has also been a consultant to IMI for the past 10 years.
X-ALT-DESC;FMTTYPE=text/html:<p><span style="font-size:18px\;"><span style="font-family:arial\;"><strong>Presentation:&nbsp\;</strong></span><strong><span style="font-family:aptos\,sans-serif\;">Mastering Masonry Shear Walls: Design &amp\; Analysis with FEA</span></strong></span><br />\n<span style="font-size:14px\;"><span style="font-family:arial\;">&nbsp\;<br />\n<span style="font-size:16px\;"><strong>Description: </strong>In structural engineering\, shear walls are critical in resisting lateral forces typically caused by wind and seismic loads. Perforated shear walls\, or shear walls with openings\, present unique challenges and opportunities in design. We&rsquo\;ll cover the design and optimization of perforated masonry shear walls\, highlighting how finite element analysis (FEA) software can streamline and enhance structural design. Discover how tools like RAM Elements and RISA 3D empower engineers to create efficient masonry wall designs through real-world case studies.</span></span></span><br />\n<strong><img alt="08062025" height="378" 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" width="624" /></strong><br />\n<span style="font-size:16px\;"><em>Image by FORSE Consulting</em><br />\n<strong>Learning Objectives:</strong></span></p>\n\n<ul>\n	<li><span style="font-size:16px\;"><span style="font-family:arial\;">Identify types of masonry shear walls and explain their role in resisting lateral forces in structural systems.</span></span></li>\n	<li><span style="font-size:16px\;"><span style="font-family:arial\;">Evaluate strategies to improve the performance and effectiveness of masonry shear walls\, including reinforcement and design optimization techniques.</span></span></li>\n	<li><span style="font-size:16px\;"><span style="font-family:arial\;">Discuss finite element analysis (FEA) software\, such as RAM Elements and RISA 3D\, to analyze and design perforated masonry shear walls.</span></span></li>\n	<li><span style="font-size:16px\;"><span style="font-family:arial\;">Analyze case studies demonstrating the successful application of FEA software in designing efficient and code-compliant masonry shear walls.</span></span></li>\n</ul>\n\n<p><br />\n<span style="font-size:14px\;"><span style="font-family:arial\;">&nbsp\;<br />\n<strong><span style="font-size:18px\;">Presenters</span><br />\n<span style="font-size:16px\;">Sam Rubenzer\, PE\, SE</span></strong><br />\n<span style="font-size:16px\;">Structural Engineer\, FORSE Consulting</span></span></span><br />\n<strong><img alt="Sam" height="300" 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" width="300" /></strong><br />\n<span style="font-size:16px\;"><span style="font-family:arial\;">Sam started FORSE in 2010\, were he works as a delegated designer for other structural engineers on designs involving steel\, concrete\, PT concrete\, masonry\, and wood construction. He often speaks on the topics of software use and best practices in masonry design.<br />\nSam has over 20 years of experience and is a licensed structural engineer (SE) and a professional engineer (PE) in many of the Midwestern states. He has also been a consultant to IMI for the past 10 years.</span></span></p>\n
LOCATION:MNCPA SouthPoint Office Center - 6th Floor 1650 West 82nd Street\, Suite 600\, Bloomington\, MN 55431
UID:e.9128.1867
SEQUENCE:3
DTSTAMP:20260411T185641Z
URL:http://cecm.memberzone.com/events/details/mnsea-monthly-meeting-mastering-masonry-shear-walls-design-analysis-with-fea-11-4-2025-1867
END:VEVENT

END:VCALENDAR
