I thought this might be of use to someone here.
https://www.youtube.com/watch?v=xbITwqiuyUg
I thought this might be of use to someone here.
https://www.youtube.com/watch?v=xbITwqiuyUg
Larry a.k.a wizard509
Never give up. You will never fail, but you may find a lot of ways that don't work.
Well, thanks Larry, now I'm even more confused! :-)
Especially her use of the term vanishing point This is how I always understood it: the point at which receding parallel lines viewed in perspective appear to converge. She seems to have a different interpretation or I fail to understand how it matches this definition.
interesting Larry
there is nothing in the video that contradicts the definition of vanishing points
the lady is pointing out that all vanishing points exist on the horizon line, and she is giving a basic run down on how to find a horizon line in a picture where there is no visible horizon, using eye level as the reference instead
nature is complicated and visually exists in a multitude of z-planes, so you cannot just pick any old set of 'straight lines' you need that reference line
-------------------------------
Nothing lasts forever...
I thought this is an interesting explanation and hoped some might find it useful, VP's can be very complicated and not all are on the horizon for instance on a building with a pitched roof drawn in perspective the line of the nearest slope is not simply parallel to the slope angle of the furtherest slope angle but do converge at a point somewhere usually that point is not on the horizon but found on a line extended from but above the right VP.
@Boy she is simply showing how a VP may be found on a photograph.
Larry a.k.a wizard509
Never give up. You will never fail, but you may find a lot of ways that don't work.
Not always easy to find VP'S on a photo it's more of a judgement call in my opinion, but she does have some good points that's why I posted this video.
Larry a.k.a wizard509
Never give up. You will never fail, but you may find a lot of ways that don't work.
Not following that Larry.I thought this is an interesting explanation and hoped some might find it useful, VP's can be very complicated and not all are on the horizon for instance on a building with a pitched roof drawn in perspective the line of the nearest slope is not simply parallel to the slope angle of the furtherest slope angle but do converge at a point somewhere usually that point is not on the horizon but found on a line extended from but above the right VP.
Egg
Minis Forum UM780XTX AMD Ryzen7 7840HS with AMD Radeon 780M Graphics + 32 GB Ram + MSI Optix Mag321 Curv monitor + 1Tb SSD + 232 GB SSD + 250 GB SSD portable drive + ISP = BT + Web Hosting = TSO Host
Bookmarks