Sketching, Line Types, and Types of Views
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Bio 219 Biomedical Imaging and Scientific Visualization
Bio 219 Biomedical Imaging and Scientific Visualization Ch. Zollikofer M. Ponce de León Organization • OLAT: – course scripts (pdf) • website: www.aim.uzh.ch/morpho/wiki/Teaching/SciVis – course scripts (pdf); passwd: scivisdocs – link collection (tutorials, applets, software/data downloads, ...) • book (background information): Zollikofer & Ponce de León, Virtual Reconstruction. A Primer in Computer-assisted Paleontology and Biomedicine (NY: Wiley, 2005) CHF 55 • final exam – Monday, 26. May 2014, 1015-1100 BioMedImg & SciVis • at the intersection between – theory/practice of image data acquisition – computer graphics – medical diagnostics – computer-assisted paleoanthropology Grotte Chauvet, France Biomedical Imaging • acquisition • processing • analysis • visualization ... of biomedical data Scientific Visualization visual... • representation (cf. data presentation) • exploration • analysis ...of scientific data aims of this course • provide theoretical (and practical) foundations of – image data acquisition, storage, retrieval – image data processing and analysis – image data visualization/rendering • establish links between – real-life vision and computer vision – computer science and biomedical sciences – theory and practice of handling biomedical data contents • real-life vision • computers and data representation • 2D image data acquisition • 3D image data acquisition • biomedical image processing in 2D and 3D • biomedical image data visualization and interaction biomedical data types of data data flow humans and computers facts and data • facts exist by definition (±independent of the observer): – females and males – humans and Neanderthals – dogs and wolves • data are generated through observation: – number of living human species: 1 – proportion of females to males at birth: 49/51 – nr. of wolves per square km biomedical data: general • physical/physiological data about the human body: – density – temperature – pressure – mass – chemical composition biomedical data: space and time • spatial – 1D – 2D – 3D • temporal • spatiotemporal (4D) .. -
CHAPTER 6 PICTORIAL SKETCHING 6-1Four Types of Projections
CHAPTER 6 PICTORIAL SKETCHING 6-1Four Types of Projections Types of Projections 6-2 Axonometric Projection As shown in figure below, axonometric projections are classified as isometric projection (all axes equally foreshortened), dimetric projection (two axes equally shortened), and trimetric projection (all three axes foreshortened differently, requiring different scales for each axis). (cont) Figures below show the contrast between an isometric sketch (i.e., drawing) and an isometric projection. The isometric projection is about 25% larger than the isometric projection, but the pictorial value is obviously the same. When you create isometric sketches, you do not always have to make accurate measurements locating each point in the sketch exactly. Instead, keep your sketch in proportion. Isometric pictorials are great for showing piping layouts and structural designs. Step by Step 6.1. Isometric Sketching 6-4 Normal and Inclined Surfaces in Isometric View Making an isometric sketch of an object having normal surfaces is shown in figure below. Notice that all measurements are made parallel to the main edges of the enclosing box – that is, parallel to the isometric axes. (cont) Making an isometric sketch of an object that has inclined surfaces (and oblique edges) is shown below. Notice that inclined surfaces are located by offset, or coordinate measurements along the isometric lines. For example, distances E and F are used to locate the inclined surface M, and distances A and B are used to locate surface N. 6-5 Oblique Surfaces in Isometric View Oblique surfaces in isometric view may be drawn by finding the intersections of the oblique surfaces with isometric planes. -
Alvar Aalto's Associative Geometries
Alvar Aalto Researchers’ Network Seminar – Why Aalto? 9-10 June 2017, Jyväskylä, Finland Alvar Aalto’s associative geometries Holger Hoffmann Prof. Dipl.-Ing., Architekt BDA Fay Jones School of Architecture and Design Why Aalto?, 3rd Alvar Aalto Researchers Network Seminar, Jyväskylä 2017 Prof. Holger Hoffmann, Bergische Universität Wuppertal, April 30th, 2017 Paper Proposal ALVAR AALTO‘S ASSOCIATIVE GEOMETRIES This paper, written from a practitioner’s point of view, aims at describing Alvar Aalto’s use of associative geometries as an inspiration for contemporary computational design techniques and his potential influence on a place-specific version of today’s digital modernism. In architecture the introduction of digital design and communication techniques during the 1990s has established a global discourse on complexity and the relation between the universal and the specific. And however the great potential of computer technology lies in the differentiation and specification of architectural solutions, ‘place’ and especially ‘place-form’ has not been of greatest interest since. Therefore I will try to build a narrative that describes the possibilities of Aalto’s “elastic standardization” as a method of well-structured differentiation in relation to historical and contemporary methods of constructing complexity. I will then use a brief geometrical analysis of Aalto’s “Neue Vahr”-building to hint at a potential relation of his work to the concept of ‘difference and repetition’ that is one of the cornerstones of contemporary ‘parametric design’. With the help of two projects (one academic, one professional) I will furthermore try to show the capability of such an approach to open the merely generic formal vocabulary of so-called “parametricism” to contextual or regional necessities in a ‘beyond-digital’ way. -
Three-Dimensional Thematic Map Imaging of the Yacht Port on the Example of the Polish National Sailing Centre Marina in Gda ´Nsk
applied sciences Article Three-Dimensional Thematic Map Imaging of the Yacht Port on the Example of the Polish National Sailing Centre Marina in Gda ´nsk Pawel S. Dabrowski 1 , Cezary Specht 1,* , Mariusz Specht 2 and Artur Makar 3 1 Department of Geodesy and Oceanography, Gdynia Maritime University, 81-347 Gdynia, Poland; [email protected] 2 Department of Transport and Logistics, Gdynia Maritime University, 81-225 Gdynia, Poland; [email protected] 3 Department of Navigation and Hydrography, Polish Naval Academy, 81-127 Gdynia, Poland; [email protected] * Correspondence: [email protected] Abstract: The theory of cartographic projections is a tool which can present the convex surface of the Earth on the plane. Of the many types of maps, thematic maps perform an important function due to the wide possibilities of adapting their content to current needs. The limitation of classic maps is their two-dimensional nature. In the era of rapidly growing methods of mass acquisition of spatial data, the use of flat images is often not enough to reveal the level of complexity of certain objects. In this case, it is necessary to use visualization in three-dimensional space. The motivation to conduct the study was the use of cartographic projections methods, spatial transformations, and the possibilities offered by thematic maps to create thematic three-dimensional map imaging (T3DMI). The authors presented a practical verification of the adopted methodology to create a T3DMI visualization of Citation: Dabrowski, P.S.; Specht, C.; Specht, M.; Makar, A. the marina of the National Sailing Centre of the Gda´nskUniversity of Physical Education and Sport Three-Dimensional Thematic Map (Poland). -
Axonometric (Isometric Projection)
AXONOMETRIC (ISOMETRIC PROJECTION) Representation Systems Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Elevation Profile Plan Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Isometric Into the ISOMETRIC PERSPECTIVE, the isometric axes form a 120º angle between one another Front View Technical Drawing Name and Surname: Axonometric System Draw the AXONOMETRIC PERSPECTIVE of these pieces. -
Viewing in 3D
Viewing in 3D Viewing in 3D Foley & Van Dam, Chapter 6 • Transformation Pipeline • Viewing Plane • Viewing Coordinate System • Projections • Orthographic • Perspective OpenGL Transformation Pipeline Viewing Coordinate System Homogeneous coordinates in World System zw world yw ModelViewModelView Matrix Matrix xw Tractor Viewing System Viewer Coordinates System ProjectionProjection Matrix Matrix Clip y Coordinates v Front- xv ClippingClipping Wheel System P0 zv ViewportViewport Transformation Transformation ne pla ing Window Coordinates View Specifying the Viewing Coordinates Specifying the Viewing Coordinates • Viewing Coordinates system, [xv, yv, zv], describes 3D objects with respect to a viewer zw y v P v xv •A viewing plane (projection plane) is set up N P0 zv perpendicular to zv and aligned with (xv,yv) yw xw ne pla ing • In order to specify a viewing plane we have View to specify: •P0=(x0,y0,z0) is the point where a camera is located •a vector N normal to the plane • P is a point to look-at •N=(P-P)/|P -P| is the view-plane normal vector •a viewing-up vector V 0 0 •V=zw is the view up vector, whose projection onto • a point on the viewing plane the view-plane is directed up Viewing Coordinate System Projections V u N z N ; x ; y z u x • Viewing 3D objects on a 2D display requires a v v V u N v v v mapping from 3D to 2D • The transformation M, from world-coordinate into viewing-coordinates is: • A projection is formed by the intersection of certain lines (projectors) with the view plane 1 2 3 ª x v x v x v 0 º ª 1 0 0 x 0 º « » « -
Technical Drawing School of Art, Design and Architecture Sarah Adeel | Nust – Spring 2011 the Ability to ’Document Imagination’
technical drawing school of art, design and architecture sarah adeel | nust – spring 2011 the ability to ’document imagination’. a mean to design reasoning spring 2011 perspective drawings technical drawing - perspective What is perspective drawing? Perspective originally comes from Latin word per meaning “through” and specere which means “to look.” These are combined to mean “to look through” or “to look at.” Intro to technical drawing perspective technical drawing - perspective What is perspective drawing? The “art definition” of perspective specifically describes creating the appearance of distance into our art. With time, the most typical “art definition” of perspective has evolved into “the technique of representing a three-dimensional image on a two-dimensional Intro to technical drawing surface.” perspective technical drawing - perspective What is perspective drawing? Perspective is about establishing “an eye” in art through which the audience sees. By introducing a sense of depth, space and an extension of reality into art is created, enhancing audience’s participation with it. When things appear more real, they become real to the senses. Intro to technical drawing perspective technical drawing - perspective What are the ingredients of perspective drawing? Any form consists of only three basic things: • it has size or amount • it covers distance • it extends in different directions Intro to technical drawing perspective technical drawing - perspective Everyday examples of perspective drawing Photography is an example of perspectives. In photos scenes are captured having depth, height and distance. Intro to technical drawing perspective technical drawing - perspective What is linear perspective drawing? Linear Perspective: Based on the way the human eye sees the world. -
'The "Perfyt Scyens" of the Map; a Study of the Meaning and Interpretation of Local Maps in Early Tudor England 1509-1547'
'The "Perfyt Scyens" of the Map; a Study of the Meaning and Interpretation of Local Maps in Early Tudor England 1509-1547' Lewis John Kaye Roberts Queen Mary, University of London 70,056 words (excluding bibliography) This work was supported by the AHRC (BGP award reference: 0673) A thesis submitted in fulfilment of the requirements for the degree of Doctor of Philosophy, University of London 1 Statement of Originality. I, Lewis Roberts, confirm that the research included within this thesis is my own work or that where it has been carried out in collaboration with, or supported by others, that this is duly acknowledged below and my contribution indicated. Previously published material is also acknowledged below. I attest that I have exercised reasonable care to ensure that the work is original, and does not to the best of my knowledge break any UK law, infringe any third party’s copyright or other Intellectual Property Right, or contain any confidential material. I accept that the College has the right to use plagiarism detection software to check the electronic version of the thesis. I confirm that this thesis has not been previously submitted for the award of a degree by this or any other university. The copyright of this thesis rests with the author and no quotation from it or information derived from it may be published without the prior written consent of the author. Signature: Date: 16th January 2014 2 Abstract. This thesis begins by examining an unexplored contextual background for sixteenth century local maps. It argues that the architectural drawing techniques developed by master masons in the late twelfth century continued to be taught to the King’s masons well into the sixteenth, and that these drawing techniques lie behind the innovations in sixteenth century topographical mapping. -
Members | Diagnostic Imaging Tests
Types of Diagnostic Imaging Tests There are several types of diagnostic imaging tests. Each type is used based on what the provider is looking for. Radiography: A quick, painless test that takes a picture of the inside of your body. These tests are also known as X-rays and mammograms. This test uses low doses of radiation. Fluoroscopy: Uses many X-ray images that are shown on a screen. It is like an X-ray “movie.” To make images clear, providers use a contrast agent (dye) that is put into your body. These tests can result in high doses of radiation. This often happens during procedures that take a long time (such as placing stents or other devices inside your body). Tests include: Barium X-rays and enemas Cardiac catheterization Upper GI endoscopy Angiogram Magnetic Resonance Imaging (MRI) and Magnetic Resonance Angiography (MRA): Use magnets and radio waves to create pictures of your body. An MRA is a type of MRI that looks at blood vessels. Neither an MRI nor an MRA uses radiation, so there is no exposure. Ultrasound: Uses sound waves to make pictures of the inside of your body. This test does not use radiation, so there is no exposure. Computed Tomography (CT) Scan: Uses a detector that moves around your body and records many X- ray images. A computer then builds pictures or “slices” of organs and tissues. A CT scan uses more radiation than other imaging tests. A CT scan is often used to answer, “What does it look like?” Nuclear Medicine Imaging: Uses a radioactive tracer to produce pictures of your body. -
Orthographic and Perspective Projection—Part 1 Drawing As
I N T R O D U C T I O N T O C O M P U T E R G R A P H I C S I N T R O D U C T I O N T O C O M P U T E R G R A P H I C S From 3D to 2D: Orthographic and Perspective Projection—Part 1 •History • Geometrical Constructions 3D Viewing I • Types of Projection • Projection in Computer Graphics Andries van Dam September 15, 2005 3D Viewing I Andries van Dam September 15, 2005 3D Viewing I 1/38 I N T R O D U C T I O N T O C O M P U T E R G R A P H I C S I N T R O D U C T I O N T O C O M P U T E R G R A P H I C S Drawing as Projection Early Examples of Projection • Plan view (orthographic projection) from Mesopotamia, 2150 BC: earliest known technical • Painting based on mythical tale as told by Pliny the drawing in existence Elder: Corinthian man traces shadow of departing lover Carlbom Fig. 1-1 • Greek vases from late 6th century BC show perspective(!) detail from The Invention of Drawing, 1830: Karl Friedrich • Roman architect Vitruvius published specifications of plan / elevation drawings, perspective. Illustrations Schinkle (Mitchell p.1) for these writings have been lost Andries van Dam September 15, 2005 3D Viewing I 2/38 Andries van Dam September 15, 2005 3D Viewing I 3/38 1 I N T R O D U C T I O N T O C O M P U T E R G R A P H I C S I N T R O D U C T I O N T O C O M P U T E R G R A P H I C S Most Striking Features of Linear Early Perspective Perspective • Ways of invoking three dimensional space: shading • || lines converge (in 1, 2, or 3 axes) to vanishing point suggests rounded, volumetric forms; converging lines suggest spatial depth -
Basic Engineering Drawings
Today’s Thoughts The thing that’s so wonderful about using beautiful, appropriate [CAD] tools is that they become an extension of you, your body, you fingertips, and your mind. They get out of the way and let you directly interact with the problem you are solving. Everyone’s tried to remove a screw without a screwdriver; a task quickly becomes impossible that otherwise would be trivial. — Luke Crawford Here is one of the few effective keys to the design problem — the ability of the designer to recognize as many of the constraints as possible — his willingness and enthusiasm for working within these constraints. Constraints of price, of size, of strength, of balance, of surface, of time and so forth. — Charles Eames Section Views ME 172 Outline • Full Section • Half Section • Offset Section • Broken-out Section • Revolved Section • Removed Section • Sectioning Problems • Sectioning Quiz A Section View Technical Drawing– by Giesecke Visualizing a Section View Technical Drawing– by Giesecke Visualizing a Section View Technical Drawing– by Giesecke A Cut Plane Line Technical Drawing– by Giesecke Full Section View Blueprint Reading Basics – by Warren Hammer Full Section View Technical Drawing– by Giesecke Correct Full Section View Technical Drawing– by Giesecke Correct Full Section View Technical Drawing– by Giesecke Correct Full Section View Technical Drawing– by Giesecke Sectioning Symbols Technical Drawing– by Giesecke Correct Sectioning Lines Technical Drawing– by Giesecke ProblemAligned Full with Section a Full Section Blueprint Reading -
(NSPM) Content Outline and Exam Blueprint Effective Through 2020
Nonsurgical Pain Management (NSPM) Content Outline and Exam Blueprint Effective through 2020 The NSPM subspecialty examination will assess a nurse anesthetist’s competence of needle placement in three anatomical approaches (i.e., midline, lateral, peripheral) and four anatomical regions (i.e., cervical, thoracic, lumbar, and sacral), as well as assess knowledge related to the NSPM certification examination content outline as listed below: Domain I. Physiology and Pathophysiology of Pain (13%) I.A. Applicable anatomy and physiology of pain I.B. Nociception: transduction, transmission, perception and modulation of pain I.C. Factors influencing pain I.D. Cellular response to pain and treatment I.E. Pain classifications I.F. Evidence based principles I.G. Pathophysiology I.G.1. Neurotransmitters I.G.2. Inflammatory mediators I.G.3. Pain pathways Domain II. Imaging Safety (8%) II.A. Evaluation of equipment II.B. Equipment safety II.C. Radiation safety II.D. Safe practices with imaging equipment II.E. Provider and Staff safety II.F. Patient safety Domain III. Assessment/Diagnosis/Integration/Referral (24%) III.A. Physical examination III.B. Pain generators III.C. Health history III.D. Diagnostic studies III.D.1. MRI III.D.2. CT III.D.3. EMG III.D.4. X-ray III.D.5. Discogram III.E. Documentation III.F. Data interpretation III.G. Treatment plan III.H. Imaging strategies III.I. Clinical judgment III.J. Multidisciplinary collaboration 1 Nonsurgical Pain Management (NSPM) Content Outline and Exam Blueprint Effective through 2020 Domain IV. Pharmacological Treatment (15%) IV.A. Pharmacology and pain IV.A.1. NSAIDS IV.A.2. Opioids IV.A.3.