Por qué solo los primero videos están en español??. Seria bueno que estuvieran todos ya que es muy didáctico esto de las animaciones para ver la matemática y pues hay gente que se encuentra con el canal por recomendaciones del algoritmo de RUclips pero no sabemos Inglés.
I'm confused about how you rotated the axes to show the direction of vectors. I understand that the first and third quadrant should yield a positive vector, but I don't understand how I can prove that to myself visually based on your video. To me, it seemed like you were randomly moving the graph about the x, y, and z axes but obviously there was a reason why. I just don't know why.
Graeme, What type of visualization SW are you using to illustrate these vector fields? I would think that it would be EXTREMELY useful to play around with to gain insight and intuition, which afterall, is the essence of your presentations, correct?
It would be really great if you specified and named every axis from the begging because each time you rotate the plane it becomes so hard for me to distinguish the different axis
I have seen a great change (for good) in this album. The animations in these videos were not used in videos of Sal. I would still refer the voice of Sal over the voice of Grant as he is funny and interesting.
if u have a vector function with 3 dimensional input the output is a vector field ?and if u have a scalar function with 3 dimensional input the output is the 4th dimension?
I think a dynamic visualisation of the vector field should help a lot, particules evolving in a force field. animating something like an explosion from the center for the f(x,y,z)= (x,y,z) vector field.
Good video, but you should have the axis marked more clearly in the 3d-plot. Thanks.
+1
Everything is crystal clear until he rotates the axis. 😂
thank you!
Por qué solo los primero videos están en español??. Seria bueno que estuvieran todos ya que es muy didáctico esto de las animaciones para ver la matemática y pues hay gente que se encuentra con el canal por recomendaciones del algoritmo de RUclips pero no sabemos Inglés.
The field looks like a rectangular hyperbola in 3d
Because it is.
I'm confused about how you rotated the axes to show the direction of vectors. I understand that the first and third quadrant should yield a positive vector, but I don't understand how I can prove that to myself visually based on your video. To me, it seemed like you were randomly moving the graph about the x, y, and z axes but obviously there was a reason why. I just don't know why.
Graeme, What type of visualization SW are you using to illustrate these vector fields? I would think that it would be EXTREMELY useful to play around with to gain insight and intuition, which afterall, is the essence of your presentations, correct?
He’s using the Mac Grapher app
Marvellous💯
VERY COOOL!
really thank you:)
What kind of software that used for it?
He uses a program called grapher for MacOS I believe
He wrote it himself in python. I think you can get it from his github
Great! 🎉😊❤
It would be really great if you specified and named every axis from the begging because each time you rotate the plane it becomes so hard for me to distinguish the different axis
I have seen a great change (for good) in this album. The animations in these videos were not used in videos of Sal.
I would still refer the voice of Sal over the voice of Grant as he is funny and interesting.
Khan academy
Where can I get the software?
I would also like to know how to create this diagram!
He made it himself. The "author" has the channel '3Blue1Brown' on youtube. If you are familiar with programming the source code is available.
+Magnus Kieler This software is not one he wrote himself; this is Mac's "Grapher" application.
@@blownspeakersss he made one library for these kind of animations
A slight modification would be if u label the axes with small fonts like x,y,z like if u agree
THANK YOU i'm understand oh yeahh
Sama-sama dee
Ndak bisa bahasa enggres doh ka
Rancak bana vidionyo, ngarati awak dek e 😂😂
3d1b
3b1b
if u have a vector function with 3 dimensional input the output is a vector field ?and if u have a scalar function with 3 dimensional input the output is the 4th dimension?
I think a dynamic visualisation of the vector field should help a lot, particules evolving in a force field. animating something like an explosion from the center for the f(x,y,z)= (x,y,z) vector field.
In Spanish plis...
Marvellous💯