A graph drawing in which each edge is represented by a polyline, each segment of which is parallel to a coordinate axis.
Look at each perspective.- Top, Bottom, Left, and Right to make the 2D Isometric Figure to 3D Orthogonal.
Orthographic Projection/Drawing is nothing but representing a 3-Dimensional Object into 2-Dimensional drawing. it is a form of parallel projection where all the projections are orthogonal to the projection plane resulting in every plane of the scene appearing in viewing plane so, Another name for Orthographic Drawing is "Multview Drawing"
the importance of Orthographic drawing is a basic understanding of presentation drawing, wherin 3 main views of an object are presented in correct dimension of the height, width and depth.
Architectural drawing Machine drawing Industrial drawing sheet metal drawing Aeronautical drafting marine drawing computer drawing
Artists use charcoal for drawing. The drawing is a charcoal drawing or sketch.
don't trust this site
don't trust this site
the difrrence is that one starts with an s and the other starts with an oalso they are spelt diffrentlyso does this answer your question Kane
Look at each perspective.- Top, Bottom, Left, and Right to make the 2D Isometric Figure to 3D Orthogonal.
1. How do you determine the orientation of orthogonal projections in a multi-view drawing?
There is orthogonal drawing with your front, side/s and back view of your object. Isometric and oblique for your overall view of the object. And explode to see how you project are connected together or assembled.
Orthographic Projection/Drawing is nothing but representing a 3-Dimensional Object into 2-Dimensional drawing. it is a form of parallel projection where all the projections are orthogonal to the projection plane resulting in every plane of the scene appearing in viewing plane so, Another name for Orthographic Drawing is "Multview Drawing"
the importance of Orthographic drawing is a basic understanding of presentation drawing, wherin 3 main views of an object are presented in correct dimension of the height, width and depth.
Orthogonal signal space is defined as the set of orthogonal functions, which are complete. In orthogonal vector space any vector can be represented by orthogonal vectors provided they are complete.Thus, in similar manner any signal can be represented by a set of orthogonal functions which are complete.
The answer will depend on orthogonal to WHAT!
it is planning of orthogonal planning
it is planning of orthogonal planning