Module 5: Solution of Navier-Stokes Equations for Incompressible Flow Using SIMPLE and MAC Algorithms
Lecture 27:
Consequently, eq. (27.6) can be written as
(27.7)
In the above equation, signifies all the convective and diffusive contributions from the neighboring nodes and their coefficients . The coefficients and contain grid sizes, and the solution of and at th time level. The term equals In the following sub-section, equation (27.6) has been written term by term so that , and in equation (27.7) can be clearly determined.
Equation (27.6) can be expended as
or,
Congratulations, you have finished Lecture 27. To view the next lecture select it from the left hand side menu of the page or click the next button.
signifies all the convective and diffusive contributions from the neighboring nodes 
and their coefficients 
. The coefficients 
and 
contain grid sizes, and the solution of 
and 
at 
th time level. The term 
equals 
In the following sub-section, equation (27.6) has been written term by term so that 
, 
and 
in equation (27.7) can be clearly determined. 
