#finite_element_methods 搜尋結果
📦 New Special Issue: Advances in #Numerical_Analysis: Applications of #Finite_Element_Methods, #Fractional_Differential_Equations, and Emerging Computational Techniques 🎓 by Dr. Ahmed Al-Taweel 🧭 Deadline: 10 September 2025 🔗 mdpi.com/journal/mathem… @ComSciMath_Mdpi
📦 New Special Issue: Advances in #Numerical_Analysis: Applications of #Finite_Element_Methods, #Fractional_Differential_Equations, and Emerging Computational Techniques 🎓 by Dr. Ahmed Al-Taweel 🧭 Deadline: 10 September 2025 🔗 mdpi.com/journal/mathem… @ComSciMath_Mdpi
600 million white points make up this image of mine on a canvas of 60000 pixels x 60000 pixels. Each point is a root of the parametric polynomial: 4𝑥⁶ + (−10𝑡₁³ + 10𝑡₁² − 10𝑡₁ + 10𝑖)𝑥² + (10𝑡₂³ − 10𝑡₂² − 10𝑡₂ + 10𝑖)𝑥 𝑡₁, 𝑡₂ ∈ ℂ, |𝑡₁| = |𝑡₂| = 1
Experimented again and did another process-guide-thing! There’s definitely easier ways than this but it’s what works for me ^^
Abstractly, this is converging diagonal lines and symmetrical balance.
float i,e,R,s;vec3 q,p,d=vec3(FC.xy/r*.6+vec2(-.3,.63),1);for(q.zy--;i++<110.;){o.rgb+=hsv(.45-p.x,R,min(e*s-q.z,R)/8.);s=2.85;p=q+=d*e*R*.2;p=vec3((R=length(p))*7.6,exp(-p.z/R)+R-.05,atan(p.y,p.x)*s);for(e=--p.y;s<5e2;s+=s)e+=dot(sin(p.xzy*s+.2),.1+cos(p.zyx*s))/s*.3;} #glsl
3DCADのフィレット掛け Part1 接線連続するエッジが作成されるように作成していくと形状の折れや三角面の発生を抑えたり、効率よいフィレット掛けにつながります。
any time i encounter a problem i simply use the Feynman algorithm
Hey, I think this image you used is actually an ai generated image. So here are some real examples you could use instead /nm
vdey.de/e/fugmu33pl24p vxdx.de/e/akshdienkekd vdey.de/e/6va7wh272yuq vdey.de/e/mnrvlzdmgkgc vdey.de/e/t3z45et0cm9m vdey.de/e/k5uwx1vz5rs7
Introduction to Digital Filters - Jupyter notebooks and a geometric interpretation of digital audio filters karlhiner.com/jupyter_notebo…
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