1.
Single-family detached home
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A single-family detached home, also called a single-detached dwelling, single-family residence or separate house is a free-standing residential building. It is defined in opposition to a residential dwelling. The definition of this type of house may vary between legal jurisdictions or statistical agencies and it does exclude, however, any short-term accommodation, large-scale rental accommodation, or condominia. Garages can also be found on most lots, houses with an attached front entry garage that is closer to the street than any other part of the house is often derisively called a snout house. It is important to note that In the United States, that the term Single Family Residence specifically refers to the not the occupants. Historically, Homeowners Associations have used the term to limit non-nuclear families, presently, these types of HOA policies are subject to Fair Housing Lawsuits, heavy penalties, and possibly personal liability for board members. Terms corresponding to single-family detached home in common use are single-family home, single-detached dwelling, detached house, in the United Kingdom, the term single-family home is almost unknown, except through Internet exposure to U. S. media. In pre-industrial societies most people live in multi-family dwelling for most of their lives and this type of arrangement also saves on the effort and materials used for construction and, in colder climates, heating. If people had to move to a new place or were wealthy enough, they could build or buy a home for their own family, of course and this has produced a cultural preference in settler societies for privacy and space. A countervailing trend has been industrialization and urbanization, which as seen more and more people around the world move into apartment blocks. Single-family homes are now common in rural and suburban and even urban areas across the New World and Europe. They are most common in low-density, high-income regions, for example, in Canada according to the 2006 Census 55. 3% of the population lived single-detached houses but this varied substantially by region. In the Ville of Montreal, Canadas second most populous municipality, only 7. 5% of the lived in a single-detached house, while in the city of Calgary. Note that this includes the city limits only, not the wider region. The term single-family detached describes how a house is built and who lives in it and it does not indicate size, shape, or location. Because they are not surrounded by buildings, the potential size of a single-family house is limited only by the budget of the builder. They can range from a country cottage or cabin or a small suburban prefabricated home to a large mansion. Sizes in real estate advertising are given in area, or by the number of bedrooms or bathrooms/toilets, the choice in materials used or the shape chosen will depend on what is common to the vernacular architecture of that region, or the lasted trends in professionally designed tract housing
2.
Oblique projection
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This article discusses the imaging of 3D objects. For an abstract mathematical discussion, see Projection, oblique projection is a simple type of technical drawing of graphical projection used for producing two-dimensional images of three-dimensional objects. The objects are not in perspective, so they do not correspond to any view of an object that can be obtained in practice, oblique projection is commonly used in technical drawing. The cavalier projection was used by French military artists in the 18th century to depict fortifications, oblique projection was used almost universally by Chinese artists from the first or second centuries to the 18th century, especially when depicting rectilinear objects such as houses. Oblique projection is a type of projection, it projects an image by intersecting parallel rays from the three-dimensional source object with the drawing surface. In both oblique projection and orthographic projection, parallel lines of the source object produce parallel lines in the projected image, the projectors in oblique projection intersect the projection plane at an oblique angle to produce the projected image, as opposed to the perpendicular angle used in orthographic projection. Mathematically, the projection of the point on the xy-plane gives. The constants a and b uniquely specify a parallel projection, when a = b =0, the projection is said to be orthographic or orthogonal. The constants a and b are not necessarily less than 1, in a general oblique projection, spheres of the space are projected as ellipses on the drawing plane, and not as circles as you would expect them from an orthogonal projection. Oblique drawing is also the crudest 3D drawing method but the easiest to master, oblique is not really a 3D system but a two-dimensional view of an object with forced depth. One way to using an oblique view is to draw the side of the object you are looking at in two dimensions, i. e. Even with this depth, oblique drawings look very unconvincing to the eye. For this reason oblique is rarely used by designers and engineers. In an oblique pictorial drawing, the angles displayed among the axis, more precisely, any given set of three coplanar segments originating from the same point may be construed as forming some oblique perspective of three sides of a cube. This result is known as Pohlkes theorem, from the German mathematician Pohlke, the resulting distortions make the technique unsuitable for formal, working drawings. Nevertheless, the distortions are partially overcome by aligning one plane of the parallel to the plane of projection. Doing so creates a true image of the chosen plane. Cavalier projection is the name of such a projection, where the length along the z axis remains unscaled, cabinet projection, popular in furniture illustrations, is an example of such a technique, wherein the receding axis is scaled to half-size
3.
Perspective (graphical)
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Perspective in the graphic arts is an approximate representation, on a flat surface, of an image as it is seen by the eye. If viewed from the spot as the windowpane was painted. Each painted object in the scene is thus a flat, scaled down version of the object on the side of the window. All perspective drawings assume the viewer is a distance away from the drawing. Objects are scaled relative to that viewer, an object is often not scaled evenly, a circle often appears as an ellipse and a square can appear as a trapezoid. This distortion is referred to as foreshortening, Perspective drawings have a horizon line, which is often implied. This line, directly opposite the viewers eye, represents objects infinitely far away and they have shrunk, in the distance, to the infinitesimal thickness of a line. It is analogous to the Earths horizon, any perspective representation of a scene that includes parallel lines has one or more vanishing points in a perspective drawing. A one-point perspective drawing means that the drawing has a vanishing point, usually directly opposite the viewers eye. All lines parallel with the line of sight recede to the horizon towards this vanishing point. This is the standard receding railroad tracks phenomenon, a two-point drawing would have lines parallel to two different angles. Any number of vanishing points are possible in a drawing, one for each set of lines that are at an angle relative to the plane of the drawing. Perspectives consisting of parallel lines are observed most often when drawing architecture. In contrast, natural scenes often do not have any sets of parallel lines, the only method to indicate the relative position of elements in the composition was by overlapping, of which much use is made in works like the Parthenon Marbles. Chinese artists made use of perspective from the first or second century until the 18th century. It is not certain how they came to use the technique, some authorities suggest that the Chinese acquired the technique from India, oblique projection is also seen in Japanese art, such as in the Ukiyo-e paintings of Torii Kiyonaga. This was detailed within Aristotles Poetics as skenographia, using flat panels on a stage to give the illusion of depth, the philosophers Anaxagoras and Democritus worked out geometric theories of perspective for use with skenographia. Alcibiades had paintings in his house designed using skenographia, so this art was not confined merely to the stage, Euclids Optics introduced a mathematical theory of perspective, but there is some debate over the extent to which Euclids perspective coincides with the modern mathematical definition
4.
Curvilinear perspective
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Curvilinear perspective is a graphical projection used to draw 3D objects on 2D surfaces. Earlier, less mathematically precise versions can be seen in the work of the miniaturist Jean Fouquet, leonardo da Vinci in a lost notebook spoke of curved perspective lines. Examples of approximated five-point perspective can also be found in the self-portrait of the mannerist painter Parmigianino seen through a shaving mirror, another example would be the curved mirror in Arnolfinis Wedding by the Flemish painter Jan van Eyck. The book Vanishing Point, Perspective for Comics from the Ground Up by Jason Cheeseman-Meyer teaches five, in 1959, Flocon had acquired a copy of Grafiek en tekeningen by M. C. Escher who strongly impressed him with his use of bent and curved perspective and they started a long correspondence, in which Escher called Flocon a kindred spirit. This technique can, like two-point perspective, use a line as a horizon line. The ellipse has the property that its axis is a diameter of the bounding circle. Graphical projection Perspective projection distortion linear perspective Mathematics and art M. C, Escher Curvilinear coordinates Drawing Comics - 5-Point Perspective House of Stairs by M. C
5.
Bird's-eye view
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A birds-eye view is an elevated view of an object from above, with a perspective as though the observer were a bird, often used in the making of blueprints, floor plans and maps. It can be a photograph, but also a drawing. Before manned flight was common, the birds eye was used to distinguish views drawn from direct observation at high locations. Birds eye views as a genre have existed since classical times, the last great flourishing of them was in the mid-to-late 19th century, when birds eye view prints were popular in the United States and Europe. The terms aerial view and aerial viewpoint are also sometimes used synonymous with birds-eye view, the term aerial view can refer to any view from a great height, even at a wide angle, as for example when looking sideways from an airplane window or from a mountain top. Overhead view is fairly synonymous with birds-eye view but tends to imply a less lofty vantage point than the latter term, for example, in computer and video games, an overhead view of a character or situation often places the vantage point only a few feet above human height. Recent technological and networking developments have made satellite images more accessible, microsoft Bing Maps offers direct overhead satellite photos of the entire planet but also offers a feature named Birds eye view in some locations. The Birds Eye photos are angled at 40 degrees rather than being straight down, satellite imaging programs and photos have been described as offering a viewer the opportunity to fly over and observe the world from this specific angle. In filmmaking and video production, a birds-eye shot refers to a shot looking directly down on the subject, the perspective is very foreshortened, making the subject appear short and squat. This shot can be used to give an overall establishing shot of a scene and these shots are normally used for battle scenes or establishing where the character is. It is shot by lifting the camera up by hands or by hanging it off something strong enough to support it, when a scene needs a large area shot, it is a crane shot. A distinction is drawn between a birds-eye view and a birds-flight view, or view-plan in isometrical projection. The technique was popular among local surveyors and cartographers of the sixteenth and early seventeenth centuries
6.
Cutaway drawing
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According to Diepstraten et al. the purpose of a cutaway drawing is to allow the viewer to have a look into an otherwise solid opaque object. Instead of letting the inner object shine through the surrounding surface and this produces a visual appearance as if someone had cutout a piece of the object or sliced it into parts. Cutaway illustrations avoid ambiguities with respect to spatial ordering, provide a sharp contrast between foreground and background objects, and facilitate an understanding of spatial ordering. The goal of this drawings in studies can be to identify common patterns for particular vehicle classes. Thus, the accuracy of most of these drawings, while not 100 percent, is high enough for this purpose. The technique is used extensively in computer-aided design, see first image and it has also been incorporated into the user interface of some video games. In The Sims, for instance, users can select through a control panel whether to view the house they are building with no walls, cutaway walls, the cutaway view and the exploded view were minor graphic inventions of the Renaissance that also clarified pictorial representation. This cutaway view originates in the fifteenth century notebooks of Marino Taccola. In the 16th century cutaway views in definite form were used in Georgius Agricolas mining book De Re Metallica to illustrate underground operations. It shows the many used in mining, such as the machine for lifting men and material into and out of a mine shaft. The term Cutaway drawing was already in use in the 19th century but and these factors, according to Diepstraten et al. breakaway, a cutaway realized by a single hole in the outside of the object. Some more examples of cutaway drawings, from products and systems to architectural building, similar types of technical drawings Cross-section Exploded view drawing Perspective
7.
Fisheye lens
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A fisheye lens is an ultra wide-angle lens that produces strong visual distortion intended to create a wide panoramic or hemispherical image. The term fisheye was coined in 1906 by American physicist and inventor Robert W. Wood based on how a fish would see an ultrawide hemispherical view from beneath the water. Their first practical use was in the 1920s for use in meteorology to study cloud formation giving them the name whole-sky lenses, the angle of view of a fisheye lens is usually between 100 and 180 degrees while the focal lengths depend on the film format they are designed for. Mass-produced fisheye lenses for photography first appeared in the early 1960s and are used for their unique. For the popular 35 mm film format, typical lengths of fisheye lenses are between 8 mm and 10 mm for circular images, and 15–16 mm for full-frame images. For digital cameras using smaller electronic imagers such as 6.4 mm and 8.5 mm format CCD or CMOS sensors, the focal length of miniature fisheye lenses can be as short as 1 to 2 mm. These types of lenses also have other applications such as re-projecting images filmed through a lens, or created via computer generated graphics. Fisheye lenses are used for scientific photography such as recording of aurora and meteors. They are also used as peephole door viewers to give the user a wide field of view. In a circular lens, the image circle is inscribed in the film or sensor area. Further, different fisheye lenses distort images differently, and the manner of distortion is referred to as their mapping function, a common type for consumer use is equisolid angle. Although there are digital fisheye effects available both in-camera and as computer software they cant extend the angle of view of the images to the very large one of a true fisheye lens. The first types of lenses to be developed were circular fisheye — lenses which took in a 180° hemisphere. Some circular fisheyes were available in orthographic projection models for scientific applications and these have a 180° vertical angle of view, and the horizontal and diagonal angle of view are also 180°. Most circular fisheye lenses cover a smaller circle than rectilinear lenses. The first full-frame fisheye lens to be mass-produced was a 16 mm lens made by Nikon in the early 1970s, Digital cameras with APS-C sized sensors require a 10.5 mm lens to get the same effect as a 16 mm lens on a camera with full-frame sensor. Sigma currently makes a 4. 5mm fisheye lens that captures a 180-degree field of view on a crop body, sunex also makes a 5. 6mm fisheye lens that captures a circular 185-degree field of view on a 1. 5x Nikon and 1. 6x Canon DSLR cameras. Nikon produced a 6 mm circular fisheye lens that was designed for an expedition to Antarctica
8.
Panorama
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A panorama is any wide-angle view or representation of a physical space, whether in painting, drawing, photography, film, seismic images or a three-dimensional model. The word was coined in the 18th century by the English painter Robert Barker to describe his panoramic paintings of Edinburgh. The motion-picture term panning is derived from panorama, a panoramic view is also purposed for multi-media, cross-scale applications to an outline overview along and across repositories. This so-called cognitive panorama is a view over, and a combination of. The device of the panorama existed in painting, particularly in murals, as early as 20 A. D. in those found in Pompeii, cartographic experiments during the Enlightenment era preceded European panorama painting and contributed to a formative impulse toward panoramic vision and depiction. In the mid-19th century, panoramic paintings and models became a popular way to represent landscapes, topographic views. Audiences of Europe in this period were thrilled by the aspect of illusion, immersed in a winding 360 degree panorama, the panorama was a 360-degree visual medium patented under the title Apparatus for Exhibiting Pictures by the artist Robert Barker in 1787. The earliest that the word appeared in print was on June 11,1791 in the British newspaper The Morning Chronicle. The inaugural exhibition, a View of Edinburgh, was first shown in that city in 1788, by 1793, Barker had built The Panorama rotunda at the center of Londons entertainment district in Leicester Square, where it remained until closed in 1863. Large scale installations enhance the illusion for an audience of being surrounded with a real landscape, the Bourbaki Panorama in Lucerne, Switzerland was created by Edouard Castres in 1881. The painting measures about 10 metres in height with a circumference of 112 meters, in the United States of America is the Atlanta Cyclorama, depicting the Civil War Battle of Atlanta. It was first displayed in 1887, and is 42 feet high by 358 feet circumference, also on a gigantic scale, and still extant, is the Racławice Panorama located in Wrocław, Poland, which measures 15 x 120 metres. In addition to historical examples, there have been panoramas painted and installed in modern times, prominent among these is the Velaslavasay Panorama in Los Angeles. Panoramic photography soon came to painting as the most common method for creating wide views. Not long after the introduction of the Daguerreotype in 1839, photographers began assembling multiple images of a view into a wide image. Pinhole cameras of a variety of constructions can be used to make panoramic images and this generates an egg-shaped image with more than 180° view. They could run autonomously with silent synchronization pulses to control projector advance and fades, precisely overlapping slides placed in slide mounts with soft-edge density masks would merge seamlessly on the screen to create the panorama. Cutting and dissolving between sequential images generated animation effects in the panorama format, digital photography of the late twentieth century greatly simplified this assembly process, which is now known as image stitching
9.
Zoom lens
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A zoom lens is a mechanical assembly of lens elements for which the focal length can be varied, as opposed to a fixed focal length lens. A true zoom lens, also called a lens, is one that maintains focus when its focal length changes. A lens that loses focus during zooming is more properly called a varifocal lens, despite being marketed as zoom lenses, virtually all consumer lenses with variable focal lengths use varifocal design. The convenience of variable focal length comes at the cost of complexity - and some compromises on image quality, weight, dimensions, aperture, autofocus performance, and cost. For example, all zoom lenses suffer from at least slight, if not considerable, loss of resolution at their maximum aperture. This effect is evident in the corners of the image, when displayed in a format or high resolution. The greater the range of length a zoom lens offers. Zoom lenses are described by the ratio of their longest to shortest focal lengths. For example, a lens with focal lengths ranging from 100 mm to 400 mm may be described as a 4,1 or 4× zoom. This ratio can be as high as 300× in professional television cameras, as of 2009, photographic zoom lenses beyond about 3× cannot generally produce imaging quality on par with prime lenses. Constant fast aperture zooms are typically restricted to this zoom range, quality degradation is less perceptible when recording moving images at low resolution, which is why professional video and TV lenses are able to feature high zoom ratios. Digital photography can also accommodate algorithms that compensate for optical flaws, some photographic zoom lenses are long-focus lenses, with focal lengths longer than a normal lens, some are wide-angle lenses, and others cover a range from wide-angle to long-focus. Lenses in the group of zoom lenses, sometimes referred to as normal zooms, have displaced the fixed focal length lens as the popular one-lens selection on many contemporary cameras. The markings on these lenses usually say W and T for Wide, Telephoto is designated because the longer focal length supplied by the negative diverging lens is longer than the overall lens assembly. Some digital cameras allow cropping and enlarging of a captured image and this is commonly known as digital zoom and produces an image of lower optical resolution than optical zoom. Exactly the same effect can be obtained by using image processing software on a computer to crop the digital image and enlarge the cropped area. Many digital cameras have both, combining them by first using the optical, then the digital zoom, Zoom and superzoom lenses are commonly used with still, video, motion picture cameras, projectors, some binoculars, microscopes, telescopes, telescopic sights, and other optical instruments. In addition, the part of a zoom lens can be used as a telescope of variable magnification to make an adjustable beam expander
10.
Anamorphosis
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Anamorphosis is a distorted projection or perspective requiring the viewer to use special devices or occupy a specific vantage point to reconstitute the image. The word anamorphosis is derived from the Greek prefix ana‑, meaning back or again, an optical anamorphism is the visualization of a mathematical operation called an affine transformation. There are two types of anamorphosis, perspective and mirror. More-complex anamorphoses can be devised using distorted lenses, mirrors, or other optical transformations, examples of perspectival anamorphosis date to the early Renaissance. Examples of mirror anamorphosis were first seen in the late Renaissance, the deformed image is painted on a plane surface surrounding the mirror. By looking into the mirror, a viewer can see the image undeformed, leonardos Eye is the earliest known definitive example of perspective anamorphosis in modern times. The prehistoric cave paintings at Lascaux may also use this technique, Hans Holbein the Younger is well known for incorporating an oblique anamorphic transformation into his painting The Ambassadors. In this artwork, a distorted shape lies diagonally across the bottom of the frame, viewing this from an acute angle transforms it into the plastic image of a human skull, a symbolic memento mori. During the seventeenth century, Baroque trompe loeil murals often used anamorphism to combine actual architectural elements with illusory painted elements, when a visitor views the art work from a specific location, the architecture blends with the decorative painting. The dome and vault of the Church of St. Ignazio in Rome, painted by Andrea Pozzo, due to neighboring monks complaining about blocked light, Pozzo was commissioned to paint the ceiling to look like the inside of a dome, instead of building a real dome. As the ceiling is flat, there is one spot where the illusion is perfect. Mirror anamorphosis emerged early in the 17th century in Italy and China and it remains uncertain whether Jesuit missionaries imported or exported the technique. Anamorphosis could be used to conceal images for privacy or personal safety, a secret portrait of Bonnie Prince Charlie is painted in a distorted manner on a tray and can only be recognized when a polished cylinder is placed in the correct position. To possess such an image would have seen as treason in the aftermath of the 1746 Battle of Culloden. In the eighteenth and nineteenth centuries, anamorphic images had come to be used more as childrens games than fine art, in the twentieth century, some artists wanted to renew the technique of anamorphosis. Marcel Duchamp was interested in anamorphosis, and some of his installations are visual paraphrases of anamorphoses, Jan Dibbets conceptual works, the so-called perspective corrections are examples of linear anamorphoses. In the late century, mirror anamorphosis was revived as childrens toys. Beginning in 1967, Dutch artist Jan Dibbets based a series of photographic work titled Perspective Corrections on the distortion of reality through perspective anamorphosis
11.
Computer graphics
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Computer graphics are pictures and films created using computers. Usually, the term refers to computer-generated image data created with help from specialized hardware and software. It is a vast and recent area in computer science, the phrase was coined in 1960, by computer graphics researchers Verne Hudson and William Fetter of Boeing. It is often abbreviated as CG, though sometimes referred to as CGI. The overall methodology depends heavily on the sciences of geometry, optics. Computer graphics is responsible for displaying art and image data effectively and meaningfully to the user and it is also used for processing image data received from the physical world. Computer graphic development has had a significant impact on many types of media and has revolutionized animation, movies, advertising, video games, the term computer graphics has been used a broad sense to describe almost everything on computers that is not text or sound. Such imagery is found in and on television, newspapers, weather reports, a well-constructed graph can present complex statistics in a form that is easier to understand and interpret. In the media such graphs are used to illustrate papers, reports, thesis, many tools have been developed to visualize data. Computer generated imagery can be categorized into different types, two dimensional, three dimensional, and animated graphics. As technology has improved, 3D computer graphics have become more common, Computer graphics has emerged as a sub-field of computer science which studies methods for digitally synthesizing and manipulating visual content. Screens could display art since the Lumiere brothers use of mattes to create effects for the earliest films dating from 1895. New kinds of displays were needed to process the wealth of information resulting from such projects, early projects like the Whirlwind and SAGE Projects introduced the CRT as a viable display and interaction interface and introduced the light pen as an input device. Douglas T. Ross of the Whirlwind SAGE system performed an experiment in 1954 in which a small program he wrote captured the movement of his finger. Electronics pioneer Hewlett-Packard went public in 1957 after incorporating the decade prior, and established ties with Stanford University through its founders. This began the transformation of the southern San Francisco Bay Area into the worlds leading computer technology hub - now known as Silicon Valley. The field of computer graphics developed with the emergence of computer graphics hardware, further advances in computing led to greater advancements in interactive computer graphics. In 1959, the TX-2 computer was developed at MITs Lincoln Laboratory, the TX-2 integrated a number of new man-machine interfaces
12.
Map projection
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A map projection is a systematic transformation of the latitudes and longitudes of locations on the surface of a sphere or an ellipsoid into locations on a plane. Map projections are necessary for creating maps, all map projections distort the surface in some fashion. There is no limit to the number of map projections. More generally, the surfaces of bodies can be mapped even if they are too irregular to be modeled well with a sphere or ellipsoid. Even more generally, projections are the subject of several mathematical fields, including differential geometry. However, map projection refers specifically to a cartographic projection and these useful traits of maps motivate the development of map projections. However, Carl Friedrich Gausss Theorema Egregium proved that a spheres surface cannot be represented on a plane without distortion, the same applies to other reference surfaces used as models for the Earth. Since any map projection is a representation of one of surfaces on a plane. Every distinct map projection distorts in a distinct way, the study of map projections is the characterization of these distortions. Projection is not limited to perspective projections, such as those resulting from casting a shadow on a screen, rather, any mathematical function transforming coordinates from the curved surface to the plane is a projection. Few projections in actual use are perspective, for simplicity, most of this article assumes that the surface to be mapped is that of a sphere. In reality, the Earth and other celestial bodies are generally better modeled as oblate spheroids. These other surfaces can be mapped as well, therefore, more generally, a map projection is any method of flattening a continuous curved surface onto a plane. Many properties can be measured on the Earths surface independent of its geography, some of these properties are, Area Shape Direction Bearing Distance Scale Map projections can be constructed to preserve at least one of these properties, though only in a limited way for most. Each projection preserves or compromises or approximates basic metric properties in different ways, the purpose of the map determines which projection should form the base for the map. Because many purposes exist for maps, a diversity of projections have been created to suit those purposes, another consideration in the configuration of a projection is its compatibility with data sets to be used on the map. Data sets are geographic information, their collection depends on the datum of the Earth. Different datums assign slightly different coordinates to the location, so in large scale maps, such as those from national mapping systems
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Media related to floor plans at Wikimedia Commons
