Hi all I have a couple of questions regarding the use of Ellipse templates in Perspective Drawing
-
Is it true that ellipse templates are primarily Axonometric-ally measure circles? Since it doesn’t take into account foreshortening, we won’t be able to use it so freely?
-
Is how we use templates by aligning the minor axis to the shorter marks on teh template ?
-
Is it true that the minor axis is always aligned with the main/thrust axis , even in perspective? (ie the wheel axis)
-
ATTACHMENT 1 :Attached below is an example,
e.g. Hmm, say i’m drawing the front left wheel of a car on the ground and the orange line is the shaft(to 40 deg VP) of the front wheels. And since i know the wheel will be perpendicular to the shaft, what degrees should i use this time? (assuming wheel not tilted and is perpendicular to shaft) -
ATTACHMENT 2 : Say, when a square/rectangle recedes into distance it foreshortens. so i’m wondering does the Ellipses
(along the same receding plane) actually Change its TILT when it recedes or does it remain the same but just gets scaled down. I understand in reality its tilt doesn’t change because its still the same VP, but im referring to whether it changes in Perspective drawing .i.e we must use an ellipse template of a different degree e.g. the front and back wheels of a v long vehicle -
Anyone came across any digital program/method to calculate the minor:major axis ratio, acting like a digital ellipse guide?
-
say i use a 40degrees template, how is the 40 degrees ellipse actually constructed? is the degrees calculate based on the minor:major axis ratio
Any other instructions/opinions is welcomed too
Thanks
