Principles of Architectural Perspective

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(§ 17.) Let a^b^c^d^ represent the perspective of the horizontal parallelo- gram. Produce its opposite sides until they meet in v"'' and v", respectively. Since the parallelogram is horizontal 1)°* and d" will both be found on Fff, as indicated. Assume HPP. The point e represents the horizontal projection of v"*. The point / represents the horizontal projection of «"°- Lines drawn through e and /, respectively parallel to the systems ab and ac, will intersect at the horizontal projection of the... station point (§ 98), and the angle between these lines will show the true angle that is represented in perspective by b^a^c^ (§ 99).
101. — As the angle b^a^c^, when viewed from the station point, is to represent a right angle, the angle between the two lines drawn through e and /, respectively, must equal 90°. The horizontal projec- tion of the required station point will he found at the intersection of these two lines. Any two lines, one passing through e, the other through /, and making 90° with one another, will satisfy the require- ments of the problem.


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