backward euler method造句

A similar computation leads to the midpoint rule and the backward Euler method.
The backward Euler method can also be seen as a linear multistep method with one step.
This includes the whole left half of the complex plane, so the backward Euler method is L-stable.
The region of absolute stability for the backward Euler method is the complement in the complex plane of the disk with radius 1 centered at 1, depicted in the figure.
For this reason, whenever large time steps or high spatial resolution is necessary, the less accurate backward Euler method is often used, which is both stable and immune to oscillations.
It's difficult to find backward euler method in a sentence. 用backward euler method造句挺难的

then, letting u ( i \ Delta x, \, n \ Delta t ) = u _ { i } ^ { n } \,, the equation for Crank Nicolson method is a combination of the forward Euler method at n and the backward Euler method at " n " + 1 ( note, however, that the method itself is " not " simply the average of those two methods, as the equation has an implicit dependence on the solution ):