Thank you so much. I learned this in my drafting class in 1984 but I forgot some things over the years. This is a great refresher course. The old saying rings true, "If you don't use it, you lose it." 🙂
This truly amazing invention, i dont be able to figuring out in years how to draw elips, until see youtube.i know short line and long line arc must meet in certain point to give smooth transition but i dont be able to figuring out how to find this point
The construction is very well done but it's not an ellipse. They aren't constructed with arcs of a circle which have constant curvature. The curvature of an ellipse is constantly changing
@@YudisArtPlate but mathematically what you have drawn is not a true ellipse but an approximation of one. The true construction of an accurate ellipse cannot be done with compass and straight edge. It can however be easily done with a string and 2 pins, you guys should look it up.
An ellipse has two ¿¿curvatures?? Quote In an ellipse with major axis 2a and minor axis 2b, the vertices on the major axis have the smallest radius of curvature of any points, R = b2a; and the vertices on the minor axis have the largest radius of curvature of any points, R = a2b. Unquote Source: Wikipedia
I liked your video. Just one suggestion: since you use - clearly pronounced - English in your explanations, you should remember that this language is written left to right, so when you use a subscript to name a point, you should write A1 instead of A2. Best of luck to you 😊
Thank you so much. I learned this in my drafting class in 1984 but I forgot some things over the years. This is a great refresher course. The old saying rings true, "If you don't use it, you lose it." 🙂
That's awesome. Happy to help. Do subscribe to my channel ❤️
gracias! lo habia aprendido en la escuela pero ya han pasado muchos años
@@Kricris thanks!
Only tutorial that is understandable and easy to follow❤
@@reinhardtsilverbeard6405 hey, thanks!
thank you for this vedio I starting to draw ellipse for my isometric❤️
Thanks for watching 😊
Great tutorial and great explanation too. I have thought of another route using a 360° protractor...
Once again... Excellent...
Thank you so much ❤️
Excellent explanation. Thank you. Easy to follow. Congratulation
Thank you ❤️
You get the major but how would you do it with a specified minor axis?
This truly amazing invention, i dont be able to figuring out in years how to draw elips, until see youtube.i know short line and long line arc must meet in certain point to give smooth transition but i dont be able to figuring out how to find this point
@@dosskull hey, thanks!
A straightforward explanation, thanks !
Thanks for watching !
I have an EGD test tomorrow about ellipses and you just helped me a lot thank you!!!!!!!!
Glad to know. All the best for your test 👍🏻
Thanks so much, you made it so easy to understand !
It will help me with vignetting in my film photography 👍
Watching from bangladesh😮😮😮
Please keep making such videos because this is helpful for us who are taking egd for the first time in grade 10
Thankyou ❤️
I meant “A1 instead of 1A”. Sorry for my typo.
Thank you so much. This video really helped me.
@@DinahJenny Awesome! Pls subscribe too 😊
Thank you! Just what I was looking for.😊
Thankss!
Its a simple and straightforward with good understanding
Instantly helpful... Thank you very much❤
@@Sayurhijau1975 hey, thanks!
Súper Mega Like
Thank you 👍
This is a really good tutorial, thank you!
Thank you
What pencil are you using?
It's a 0.5 mm Mechanical Pencil
Nice, thanks for sharing
@@stephenwongwai hey, thanks!
What is the easiest way to draw ellipsi in art. I'm having a hard time free handing it. Are there shapes I can use to help me.
@@tammiemitchell2506 hey, thanks!
Where will we consider the focus of that ellipse??🤔
Nice 👍
2:31
thank u so much god bless u i got an exam next week
All the best to you 👍🏻
Thanks for help
Beautiful
So helpful
Thansk
Welcome 🤗
🎉🎉🎉🎉
Why would you call an object that clearly CANNOT be an ellipse at all a "perfect ellipse"?
The construction is very well done but it's not an ellipse. They aren't constructed with arcs of a circle which have constant curvature. The curvature of an ellipse is constantly changing
Yes, this is a basic construction demonstrating how an ellipse can be drawn
@@YudisArtPlate but mathematically what you have drawn is not a true ellipse but an approximation of one. The true construction of an accurate ellipse cannot be done with compass and straight edge.
It can however be easily done with a string and 2 pins, you guys should look it up.
An ellipse has two ¿¿curvatures??
Quote
In an ellipse with major axis 2a and minor axis 2b, the vertices on the major axis have the smallest radius of curvature of any points, R = b2a; and the vertices on the minor axis have the largest radius of curvature of any points, R = a2b.
Unquote
Source: Wikipedia
Ellipse has more than two curvatures. The curvature is constantly and smoothly changing as you travel along the curve.
@@YudisArtPlateit’s an oval curve not an ellipse.
Thank you so much
Thanks you, you save me
Welcome ❤️
Thank You
Thank you.
thanks 🌼
Thanks
Thank you very much
I liked your video. Just one suggestion: since you use - clearly pronounced - English in your explanations, you should remember that this language is written left to right, so when you use a subscript to name a point, you should write A1 instead of A2. Best of luck to you 😊
Thank you for your suggestion Claude 😊
You Helped me in the Scool thank youuuu🙏🏼🙏🏼🙏🏼🙏🏼🙏🏼❤️❤️🫶🫶
You Helped me in the Scool thank youuuu🙏🏼🙏🏼🙏🏼🙏🏼🙏🏼❤️❤️🫶🫶
Thnks for watching 😊