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4th September 2020
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8th September 2020 - 12:41
8th September 2020 - 11:36
Is it normal if my volumetric cube keep animating even I haven't added any time manipulation to it yet?
(Ignore this. It's because of the noise).
10th September 2020 - 07:14
This is incredible, I wonder if it's possible to create a procedural node based explosion without requiring baking.
10th September 2020 - 07:48
*@dean* He uploaded an explosion example in Chapter 4-4
10th September 2020 - 11:51
*@Huân Lê-Vương* That example was to show baked simulations, it's not just a procedural shader!
Technically you could do something similar with nodes, but it would be much more difficult than this simple fire and would probably never look as good as actual simulation.
But if you want something more stylized then it might be a valid option.
10th September 2020 - 12:05
*@Simon Thommes* oh sorry!
22nd October 2020 - 19:25
How power stretch vector space? add,substract and scale is intuitive how vector sapce manipulate.
(0~1,0) + (1,0)= (0~2,0) is just move (0~1,0) x (4,0) =(0~4,0)is just scale but 0~1 to power of 2 , 1 is 1 and 0,x is less then 1. I can't associate it to stretch the vector
what difference between scale the vector and stretch the vector?
I'm not good at eng but i hope this question delivered well :)
23rd October 2020 - 07:28
*@Aron* scale is "linear". power isn't linear. when scaling, the vector remain the same "shape" of it, just "bigger"/"smaller". power is we multiply the value to itself multiple time, imagine each coordinate will be scaled in a different way than the others may result in stretching the vector.
23rd October 2020 - 17:20
*@Huân Lê-Vương* oh thanks for answer my question. 0~0.1 to power of 2 is 0~0.01 so 0~0.1 value range get shorter but 0.9~1 to power of 2 is 0.81~1 so 0.9~1 value range get longer , generally 0~1 value range is stretched lengthen. so top of fire animation is fatster then bottom
is it correct?
24th October 2020 - 14:34
*@Aron* for example, we create a plane. we take X value of the Generated. on the graph, the function of X is y=x with the limit from 0 to 1.
We power the value of X with the exponent of 2. now the function is y=x^2. limit from 0^2 to 1^2. the value still goes from 0 to 1 but look at the graph, it's stretched.
to see how it's stretched, just separate the y=x^2 into 10 steps of 0.1 using a snap operation (add a math node, change to snap, increment 0.1)
in the graph, as you mention above, at the first step of 0.1, y=0.1^2=0.01. so when x goes from 0 to 0.1, y only goes from 0 to 0.01.
At the last step 0.9 to 1, you see from 0.9^2 to 1^2 is 0.19. so the y goes 19 time faster than it does at the first step.
24th October 2020 - 15:02
*@Huân Lê-Vương* great! thank you to solve my question!