Excellent explanation and presentation! The history you included gives the presentation depth that I think is relevant and helpful in thinking beyond the concept of the vanishing point. Thanks!
thanks, good video. one thing i dont understand is... is it realistic? I mean, can we view something in real life in isometric perspective? maybe its a ridiculous question but I'm so confused about the existece of ISO view
I see that explains a question i have been using myself lately namly what if non of the vanishing points lines converge so that is isometric good to know. I have been trying to learn perspective and like a lot of things with drawing...I suck namly i often have my lines tilted in a way that ruins the perspective a few degrees mean so much it almost seems unfair :)
Your 'Cross Section' is an _Isometric view_ and your 'Isometric View' is a _Trimetric view._ Cross Sections are usually found in 2D Drawings marked A-A etc with direction arrows on one of the main views and shown in detail alongside, on a perspective view (or any other 3D view) they become a _Cut-Away_ view. Bad choice of examples otherwise ok for a coffee break 🙂
I know the difference between the two, but fail to see how iso is any good. Modern software can zoom, rotate etc. so having an ISO view really from what I see serves no purpose other than to mess with my eyes as the human eye sees perspective. Thanks for the little bit of history and background though!
Oh boy, this helped. I'm in an asynchronous class right now, and my professor didn't explain this! Thank you, Becky!
Glad you found it helpful!
Excellent explanation and presentation! The history you included gives the presentation depth that I think is relevant and helpful in thinking beyond the concept of the vanishing point. Thanks!
Thank you! Glad you found it useful!
Well put. I like your presentation and energy
Thanks for your sharing informative and easy to understand
Nice video! Thank u for explaining this! Greetings from Spain
Love your style! Informative and entertaining
Thanks!
I love your information Mum from Kenya.
Thank you ❤❤
That's really excellent explanation
So that's what it means.. Thanks for the explanation !
thanks, good video. one thing i dont understand is... is it realistic? I mean, can we view something in real life in isometric perspective? maybe its a ridiculous question but I'm so confused about the existece of ISO view
so informative thanks you
I see that explains a question i have been using myself lately namly what if non of the vanishing points lines converge so that is isometric good to know.
I have been trying to learn perspective and like a lot of things with drawing...I suck namly i often have my lines tilted in a way that ruins the perspective a few degrees mean so much it almost seems unfair :)
Your 'Cross Section' is an _Isometric view_ and your 'Isometric View' is a _Trimetric view._
Cross Sections are usually found in 2D Drawings marked A-A etc with direction arrows on one of the main views and shown in detail alongside, on a perspective view (or any other 3D view) they become a _Cut-Away_ view. Bad choice of examples otherwise ok for a coffee break 🙂
wow. Your video is amazing. I was felling such a dumb before watching it. Thank you very much
Thanks for this. Well explained.
thank you!
Thank you for the info 🤩
You're very welcome. :)
Thanks 😊
You're very welcome.
Pretty informative. Thanks for share your knowledge
Thanks for watching!
I know the difference between the two, but fail to see how iso is any good. Modern software can zoom, rotate etc. so having an ISO view really from what I see serves no purpose other than to mess with my eyes as the human eye sees perspective. Thanks for the little bit of history and background though!
Isometric drawings are still used extensively in formats that can only be viewed on paper, such as design patent applications.
me ha encantado voy a sacar un 10 en mates
she scares me when she makes her eyes big xd hahahha, btw very informative
THANK YOU SO MUCH
Glad you enjoyed it!
Very funny. But you move too fast for my old tired brain.
:)
Clear as mud