'Minor radius' presentation slideshows

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OPERATIONAL SCENARIO of KTM Dokuka V.N., Khayrutdinov R.R. TRINITI, Russia

OPERATIONAL SCENARIO of KTM Dokuka V.N., Khayrutdinov R.R. TRINITI, Russia. O u t l i n e Goal of the work The DINA code capabilities Formulation of the problem Examples of simulations Conclusions Future work. Equilibrium and transport modeling code DINA.

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3D modelling of edge parallel flow asymmetries

3D modelling of edge parallel flow asymmetries. P. Tamain ab , Ph. Ghendrih a , E. Tsitrone a , Y. Sarazin a , X. Garbet a , V. Grandgirard a , J. Gunn a , E. Serre c , G. Ciraolo c , G. Chiavassa c a Association Euratom-CEA, CEA Cadarache, France

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Introduction to Conics

Introduction to Conics. Circle. The coefficients are equal and positive. r = circle radius. Ellipse . a = major radius (= 1/2 length major axis) b = minor radius (= 1/2 length minor axis) c = distance center to focus. Parabola. H yperbola.

146 views • 6 slides