On the Computation of Temperature Field in the Course of Pouring Basket's Conducting
Zhu Xi-xia
Abstract
Zhu Xi-xia
Abstract
The nonorthogonal curvilinear coordinate transformation equation is used to disperse and compute the control equation of temperature field,producing the body-fitted grids of the physical plane of the trapezium region.Simultaneously nonorthogonal culvilinear coordinate system is applied to analog computation of the fluid field of a random angled trapezium region,which is compared with the analog temperature by orthogonal coordinate system under the same conditions.This illuminates the validity and feasibility of nonorthogonal curvilinear coordinate method.
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The nonorthogonal curvilinear coordinate transformation equation is used to disperse and compute the control equation of temperature field,producing the body-fitted grids of the physical plane of the trapezium region.Simultaneously nonorthogonal culvilinear coordinate system is applied to analog computation of the fluid field of a random angled trapezium region,which is compared with the analog temperature by orthogonal coordinate system under the same conditions.This illuminates the validity and feasibility of nonorthogonal curvilinear coordinate method.
Key concepts: Curvilinear coordinates, Coordinate system, Computation, Cartesian coordinate system, Field (mathematics), Transformation (genetics), Elliptic coordinate system, Polar coordinate system