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1. |
How is the value (( frac{ partial rho}{ partial t})_{i,j}^{av} ) obtained in the MacCormack s expansion to find ( rho_{i,j}^{t+ Delta t} )? |
A. | Truncated mean of (( frac{ partial rho}{ partial t})_{i,j}^t and ( frac{ partial rho}{ partial t})_{i,j}^{t+ Delta t} ) |
B. | Weighted average of (( frac{ partial rho}{ partial t})_{i,j}^t and ( frac{ partial rho}{ partial t})_{i,j}^{t+ Delta t} ) |
C. | Geometric mean of (( frac{ partial rho}{ partial t})_{i,j}^t and ( frac{ partial rho}{ partial t})_{i,j}^{t+ Delta t} ) |
D. | Arithmetic mean of (( frac{ partial rho}{ partial t})_{i,j}^t and ( frac{ partial rho}{ partial t})_{i,j}^{t+ Delta t} ) |
Answer» E. | |