the front view,top view and side view of a solid is known as projection of solid
In third angle projection, the top view is placed above the front view. This projection method orients the views such that the object is positioned in the first quadrant, with the top view directly above the front view, and the right side view to the right of the front view. This arrangement allows for a clear and intuitive representation of the object's dimensions and features.
An auxiliary view is an orthographic projection of an angled surface on an object, which appears foreshortened in a typical multiviewdrawing.Auxiliary views are used to show the true size and shape of an angled surface and its features.
right side view draw in left side and left side view draw in right side is called third angle projection
A photograph.
You might consider using the Mercator projection, which preserves straight lines and angles. This projection is commonly used for nautical charts and provides an easy way to visualize shipping routes and compass headings accurately on a global scale.
First angle projection places the object between the observer and the plane of projection, meaning the top view is below the front view, and the right side view is on the left side of the front view. In contrast, third angle projection positions the object behind the projection plane, resulting in the top view being above the front view and the right side view appearing on the right side of the front view. To interpret these drawings, one should remember the placement of views relative to each other based on the projection method used. Familiarity with these conventions helps in accurately visualizing the three-dimensional object from its two-dimensional representations.
1. Top view is directly over the front view. 2. Side view is inline horizontally with either top view or front view. 3. A line parallel to a plane of projection will be projected on that plane as a line. 4. A surface parallel to a plane of projection will be projected on that plane 5. A line perpendicular to a plane of projection will be projected on that plane as a point. 6. A surface perpendicular to a plane of projection will be projected on that plane as line.
Orthogonal view is basically seeing something in 2 dimensions that is actually 3 dimensions. The projection lines in these views are orthogonal to the projection plane which causes it to be 2 dimensions.
perspective projection is defined by straight rays of projection drawn from object to the centre of projection and image is drawn where these rays untersect with the viewplane...while parallel projection is defined by parallel lines drawn from object in fixed direction towards the viewplane In perspective projection centre of projection is at finite distance from viewplane and in parallel projection centre of projection lies at infinite distance. respective projection form realistic picture of object but parallel projection do not form realistic view of object
view is from the beam while projaction is image from patient
It is 3D view at an angle and diminishing into the distance.