Showing posts with label Stairs in Two Point Perspective. Show all posts
Showing posts with label Stairs in Two Point Perspective. Show all posts

Friday, March 9, 2012

THURS. 3/8 Imaginary Space


Students continued working on the two-point linear perspective drawings of an imaginary space. Above are my demos for the space and stairs. The "stairs" drawing illustrates the method of dividing the side plane. Every time you divide the plane you create two stairs. The method I illustrated in class, "the cheater method", divides the closest corner into equal segments. All the segments are then drawn to the vanishing point in the direction of the stairs.

Friday, March 11, 2011

Thurs. Mar. 10 Linear Perspective: The Museum

Two examples of perspective drawings from the Tues./ Thurs. class. Donna Holbrook's drawing (Art 7A) shows the interior view of a room in two-point linear perspective.  The assignment was to create a room with sculptural forms inside. Notice that she has also placed a one-point perspective box in the room on the left.  This is the viewer's location in the image.
Mike Geare's drawing (Art 7B) is a beautifully illustrated rendering of a flight of stairs.  To achieve this Mike used two horizon lines.  First the standard horizontal horizon line locating "eye level" and the set of vanishing points.  Secondly, to find the incline of the stairs and banister, he used a vertical horizon line.

Tuesday, September 22, 2009

Linear Perspective "Stairs Demo"


Monday and Tuesday Evenings are dedicated to the basics of drawing in Linear Perspective.  Slide lecture focuses on One Point and Two Point Perspective.  The drawing above illustrates stairs in Two Point Perspective.  Stairs in themselves are not very difficult.  The problem is making sense of all the lines required to render the stairs accurately.  The process is to locate the center of the side plane ( green "X") and continue to divide these sections for every two stairs. In other words, the side plane is divided with an "X" and a horizontal axis.  The side is now divide into two halves; top and bottom.  From there, divide the bottom half again.  Now the bottom half is divided into two sections whereas the top is just one.  Each section will be a stair.  To make more stairs continue to divide the sections. Repeat this procedure on the top half to match the number of divisions on the bottom.