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transforms for Vlasov-Poisson numerical solve - Numerical changes of basis functions is a very usefull tool for numerical simulation: involved in interpolations, integrations, PDE solvers... In the context of a collaboration between Mdls and IRFM, a Fourier and a Spline @@ -20,6 +25,8 @@ transform kernels have been developed and integrated in the library DDC to address the use-case of the gyrokinetic code Gysela in a performance perspective (compatibility with GPU). +{{< cta cta_text="Get the slides" cta_link="dose_slides.pdf" cta_new_tab="true" >}} + ## Contribute diff --git a/content/news/2023-12-22-Cafe-CExA/featured.webp b/content/news/2023-12-22-Cafe-CExA/featured.webp index 7fccfaf1642930409055c2b47219f351898c752c..1ee16c5082a6cc72b95d1e0976dceff2ec6619cf 100644 GIT binary patch literal 169654 zcmV(>K-j-hNk&GlmI44*MM6+kP&go>mI43}zXzQGDzF3~13noFgh8PMj$Muf0AVa` z$%2DA`}fBN>^u?rQ~X0Nvk||QP6|Cg;XFb9KmCV^zYF~&xXgO5`i^t9r~l;teDG=W zj>|o6|HJu9*-Ik(L-^n4e`x>3|Hl7;^4rIKiTa!F|K-2ce}w+Rq7|Iz=d{^$Rn{&&FVO@DX)DgCqlSNmW6|L}g-f5ZQ8{tNrZ{%_xpyZ_BU+y9dP zAN{NUm;Dd^zk*+^ztn%ke{BDU{-^(s`ya(W`#To{(tY|5N=Rw7-k|+xFk>zvF+<|8W1?{@diM z^}p@^+JAXHruC2YukHWUfAxRi|M&9u)PI}*TK)dgRJKk=UP6Dz9#m 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