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🌐 #معرفی سخنرانان کارگاه بین‌المللی تخصصی توابع پایه شعاعی

❇️ سخنران : Cecile Piret

✴️ موضوع سخنرانی :

RBFs for solving PDEs on arbitrary surfaces

💠 #چکیده :

The Radial Basis Functions Orthogonal Gradients method (RBF-OGr) was designed to discretize differential operators defined on arbitrary manifolds defined exclusively by a point cloud. The method takes advantage of the meshfree character of RBFs, which gives the flexibility to represent complex geometries in any spatial dimension while providing a high order of accuracy. A large limitation of the original RBF-OGr method was its large computational complexity, which greatly restricted the size of the point cloud. This talk will focus on the application of the RBF-Finite Difference (RBF-FD) technique to the RBF-OGr method for building sparse differentiation matrices discretizing differential operators such as the Laplace-Beltrami or the surface biharmonic operators.

📝 ثبت نام (رایگان) از طریق لینک زیر:
https://wecademy.ir/radial-basis/

📢کانال تلگرام :
@WeCademy

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