Cutting-Edge Techniques for Complex Geometry Modeling

Jun 29, 2025

180 likes | 281 Vues

Explore innovative methods to model intricate structures like walls, floors, roofs, and beams with precision and efficiency. Discover advanced strategies and tools to enhance your design process and create stunning architectural masterpieces.

Share Presentation

Embed Code

lindley

Télécharger la présentation

Cutting-Edge Techniques for Complex Geometry Modeling

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

Exciting New Methods to Model Complex Geometry: Walls, Floors, Roofs and Beams

Statistics of Anatomic Geometry: Information Theory and Automatic Model Building

Statistics of Anatomic Geometry: Information Theory and Automatic Model Building Carole Twining Imaging Science and Biomedical Engineering (ISBE) University of Manchester, UK Contributions from: Rhodri Davies, Stephen Marsland, Tim Cootes, Vlad Petrovic, Roy Schestowitz, & Chris Taylor

1.01k views • 46 slides

Lecture 16 – Design(T-Beams)

Lecture 16 – Design(T-Beams). February 21, 2003 CVEN 444. Lecture Goals. Design of T-Beams Known section dimensions. Design Procedure for section dimensions are unknown (T- Reinforced Beams).

1.79k views • 51 slides

FORCIBLE ENTRY

FORCIBLE ENTRY. OBJECTIVES. The Student will be able to demonstrate the proper method of entry through locks, doors, windows, floors, walls, and roofs. The Student will identify what tools are needed for these entries.

3.22k views • 32 slides

By: Prof Dr. Akhtar Naeem Khan chairciv@nwfpuet.edu.pk

Lecture 10: Beams . By: Prof Dr. Akhtar Naeem Khan chairciv@nwfpuet.edu.pk. Beam. A beam is generally considered to be any member subjected principally to transverse gravity or vertical loading. Beam. Beam. Types of Beams. Girders usually the most important beams.

1.33k views • 84 slides

CST Geometry Released Questions

CST Geometry Released Questions. Logic and Geometric Proofs . Volume and Area Formulas . Angle Relationships, Constructions, and Lines. Trigonometry . Standards. Questions taken from the CST Released Test Questions. Geometry 1 . Geometry 1 . Geometry 1 . Geometry 2 . Geometry 2 .

1.38k views • 102 slides

GPU Computational Geometry

By Shawn Brown - April 3 rd , 2007, CS790-058. GPU Computational Geometry. Introduction to Computational Geometry 3 Papers in the area. Overview. Where am I? How do I get there? mapping Where is the closest post office? Nearest neighbor search

1.05k views • 82 slides

Triangles in Geometry Click anywhere to start!

Triangles in Geometry Click anywhere to start!. By: Samantha Alberts. Audience. 9 th -10 th graders Middle class suburban community Students who are studying for a test over triangles in geometry. Visual and kinesthetic learners

167 views • 0 slides

Geometry

Geometry. concerned with questions of shape, size, relative position of figures, and the properties of space. Geometry originated as a practical science concerned with surveying, measurements, areas, and volumes. Under Euclid worked from point, line, plane and space. In Euclid's time…

935 views • 66 slides

AMCS/CS 340: Data Mining

Clustering II. AMCS/CS 340: Data Mining. Xiangliang Zhang King Abdullah University of Science and Technology. Cluster Analysis. What is Cluster Analysis? Partitioning Methods Hierarchical Methods Density-Based Methods Grid-Based Methods Model-Based Methods

1.26k views • 97 slides

Lateral Earth Pressure and Retaining Walls

Lateral Earth Pressure and Retaining Walls. Vertical or near-vertical slopes of soil are supported by retaining walls, cantilever sheet-pile walls, sheet-pile bulkheads, braced cuts and other similar structures.

2.05k views • 80 slides

Deflection of Beams

9. Deflection of Beams. Deflection of Beams. Deformation of a Beam Under Transverse Loading Equation of the Elastic Curve Direct Determination of the Elastic Curve From the Load Di... Statically Indeterminate Beams Sample Problem 9.1 Sample Problem 9.3 Method of Superposition

3.75k views • 21 slides

Osmosis and Gap Junctions in Spreading Depression: A Mathematical Model

Osmosis and Gap Junctions in Spreading Depression: A Mathematical Model. Bruce E Shapiro Department of Biomathematics UCLA School of Medicine. Organization. Background. Methods. Results. Summary. Background Methods Results Discussion. What is SD? Induction Clinical significance

1.19k views • 102 slides

Geometry 1 Unit 6

Geometry 1 Unit 6. Quadrilaterals. Geometry 1 Unit 6. 6.1 Polygons. Polygons. Polygon A closed figure in a plane Formed by connecting line segments endpoint to endpoint Each segment intersects exactly 2 others Classified by the number of sides they have

1.33k views • 98 slides

The Geometry of Three Dimensions

Geometry Chap 11. The Geometry of Three Dimensions. Eleanor Roosevelt High School Chin-Sung Lin. ERHS Math Geometry. The Geometry of Three Dimensions. The geometry of three dimensions is called solid geometry. Mr. Chin-Sung Lin. ERHS Math Geometry. Points, Lines, and Planes.

1.82k views • 123 slides

Chapter 2 Theoretical foundations of CAC

Chapter 2 Theoretical foundations of CAC. Contents ：. 2.1 Primary geometry and algorithm 2.2 graph theory 2.3 computational geometry 2.4 basic approaches of image processing 2.5 digital earth model. 2.1 primary geometry and algorithm. Relations between CAC geometry elements ：. 点. 点.

1.13k views • 91 slides

Beams

Beams. WORKSHEET 8. to answer just click on the button or image related to the answer. let's go !!. 1.2 m 2. 12 m 2. 1,200,000 mm 2. a. b. c. Question 1. floor joists are at 600mm centres and span 2.0m between bearers, draw the configuration. what is the tributary area for one joist?.

2.07k views • 126 slides

Object Model

Object Model. OOAD. Foundations of the Object Model. Structured Design Methods evolved For Developer (who build complex systems) Using Procedural PL Using algorithms as their fundamental building blocks (Algorithmic Abstraction) Object-Oriented Design Methods evolved

2.21k views • 102 slides

Geometry at Work: Open Issues Encountered in Real Applications using BRL-CAD TM

4th CGC Workshop on Computational Geometry. Geometry at Work: Open Issues Encountered in Real Applications using BRL-CAD TM. Michael John Muuss The U. S. Army Research Laboratory. Why We Model. Storytellers communicate feelings to people. “Skin-deep” models are fine for movies.

1.08k views • 74 slides

Zhangang Han Beijing Normal University BNU Complex Systems Summer School July 21, 2011

The Bottom Up Approach. Zhangang Han Beijing Normal University BNU Complex Systems Summer School July 21, 2011. Complexity. Problems Representation/Model Results. Simple Simple Simple Simple Complex Complex

1.19k views • 85 slides

Introduction to Model Order Reduction II.2 The Projection Framework Methods

Introduction to Model Order Reduction II.2 The Projection Framework Methods. Luca Daniel Massachusetts Institute of Technology with contributions from: Alessandra Nardi, Joel Phillips, Jacob White. Projection Framework: Non invertible Change of Coordinates. Note: q << N. reduced state.

1.15k views • 88 slides

Geometry 1 Unit 1: Basics of Geometry

Geometry 1 Unit 1: Basics of Geometry. Geometry 1 Unit 1. 1.1 Patterns and Inductive Reasoning. Describe how to sketch the fourth figure in the pattern. Then sketch the fourth figure. Each circle is divided into twice as many equal regions as the figure number.

1.5k views • 107 slides

More Related