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• W239867072 abstract "A new scheme for hyperbolic equations was developed based on the Cubic Interpolated Pseudo-particle method (CIP) which is one of the most precise among schemes with third-order accuracy in space. The CIP, however, requires memories of spatial derivatives of solutions while it is more efficient than another accurate schemes, which is a serious shortcoming especially for use in complex models such as current ocean ecosystem models composed of more than 10 compartments. The new scheme, named the simplified CIP method (SCIP), requires no memory of supplemen- tary parameters and uses only one step for time integration. Moreover compared with previous lower-order accurate schemes, the scheme has both of higher stability and higher performance without remarkable diffusions and dispersions caused by finite- difference approximations, although it is second-order accurate in space and it con- tains neither additional diffusivities nor temporal smoothing." @default.
• W239867072 created "2016-06-24" @default.
• W239867072 creator A5067674948 @default.
• W239867072 date "2003-01-01" @default.
• W239867072 modified "2023-09-27" @default.
• W239867072 title "An accurate scheme for hyperbolic equations based on the memory saved Cubic Interpolated Pseudo-particle Method" @default.
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